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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="8"
          polarity="+"
          retentionTime="PT357.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">864.189270019531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="480"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="370"
          polarity="+"
          retentionTime="PT703.576S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">849.814819335938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="281"
          polarity="+"
          retentionTime="PT747.564S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="516"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="641"
          polarity="+"
          retentionTime="PT757.084S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.398681640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="534"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="419"
          polarity="+"
          retentionTime="PT782.409S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">417.277709960938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="689"
          polarity="+"
          retentionTime="PT811.008S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="555"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="386"
          polarity="+"
          retentionTime="PT812.885S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.3583984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="334"
          polarity="+"
          retentionTime="PT821.432S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.505096435547</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="660"
          polarity="+"
          retentionTime="PT825.509S"
          msInstrumentID="1">
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    <scan num="576"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="467"
          polarity="+"
          retentionTime="PT839.952S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="598"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="435"
          polarity="+"
          retentionTime="PT867.506S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">638.020690917969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
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          peaksCount="431"
          polarity="+"
          retentionTime="PT870.172S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="539"
          polarity="+"
          retentionTime="PT913.215S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="521"
          polarity="+"
          retentionTime="PT936.256S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="660"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="470"
          polarity="+"
          retentionTime="PT940.658S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">738.167419433594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="429"
          polarity="+"
          retentionTime="PT945.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">660.427917480469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="369"
          polarity="+"
          retentionTime="PT959.198S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="630"
          polarity="+"
          retentionTime="PT979.96S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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          polarity="+"
          retentionTime="PT1037.79S"
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          peaksCount="736"
          polarity="+"
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          msLevel="2"
          peaksCount="531"
          polarity="+"
          retentionTime="PT1048.9S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="600"
          polarity="+"
          retentionTime="PT1064.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.408081054688</precursorMz>
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             compressedLen="0"
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             byteOrder="network"
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    </scan>
    <scan num="1193"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="169"
          polarity="+"
          retentionTime="PT1657.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.241149902344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1205"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1674.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.284118652344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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7h5kQuW6RG/3nQRC6QKEYgO/NELxguR2FcaUQvYepHj8MiRC+bgEdNPXBEL+mrRpGSl0QwIuhGkbJQRDBajEXoCLBEMSAfRyRrK0QxXsNHD7BKRDGeHEbVOWpEMdqPR1ZS/UQyINpF6P9XRDLfzkfk8u5EMy6kRuUzzUQzXwpHg9vDRDOfuEbwSUREM/tLRn+4/0Q0IoFFxxbTRDRR7UWdMMtENKUpRqOqdEQ04JZF6S5URDUZAkaMrGFENXlpRsCoAUQ1oEhFmUQ9RDXFT0cAzLVENiGlRkmlAkQ2gwxGwVqsRDbxfEbaN6pENzCrRynwl0Q3YYNGtyBzRDeL/0dXxuZEN7L7Rtxp+EQ35VlHtpwkRDgckkczIAhEOGxvRysLO0Q4tPxGDRx7RDjbq0cRDV9EOSU8RxueS0Q5XyxGhRq/RDmACEYsM8lEOaSwRiWG4UQ5zKVGIyODRDpg/UZ08MpEOpxxRpQDhEQ7GrRGtCckRDtNwUbWX/pEO1wARfRU00Q7hFFHKhiNRDvKTUcvOiREPBscR4CbcEQ8T/pHgMdmRDySh0YYOhtEPM84RqJM6EQ9G8BG3gMkRD1RdEdo70pEPZ4QRoYa+0Q9x5BGA/1uRD3pkUaM+U1EPhYMRl2Zn0Q+YgZHH1ezRD6fyUcgMslEPtAjRMShiEQ+5jtFx3o8RD9Y80XTypNEP4NKRpSZMEQ/3UZG4wq4REAJQET6wIpEQDBlRSngRkRAybhHAMI3REEIN0YO4V5EQVjJRx0lWkRBeF5GGOzoREGyLEYg+5lEQfQQRyiwOERCJ0VG2xFcREJyOUYO/r5EQqZiRvIvrERC3lhHeXwCREMp/EbhM+5EQ1w6RoK6nURDlTxGBhqwREPk70aHWElERBVmRqnZpEREZyhHk64aRESVsUZBIMpERODeRSrwt0RFPc5HEHkMREVjDEalJoJERYAARWp4GURF3q5HItnmREYmdkfd0htERmjYRyJ9L0RGtaNG0wWfREbEgkUwN/VERuoeRhwwdURHEPBGjWJgREdX60YIFUdER4USRhk0YURHpm1GfHAjREfNpUWJdXdER/QNRbHsmkRII+1Gyj/2REhkB0dVGoFESJi6RUDaiURJGTpHEcpJREkyX0Yr2/hESWDFRpjxHERJp3ZG5utnREnXpUW+xFlEShrkRuovqkRKZq1GB/fNREqklUbOw5hESwRWRm7b7kRLKYRHJvwHREttk0ThFYdES6mgSCgEyURL6GdHz11JREwm+UdkIZhETGQtR0Bol0RMlABFFaLuREzWBUZB6ZNETR6UR3IJS0RNXcFG6AvXRE2WKUajD/dETbMaRqImSERN4qdGzoAmRE4iMUdMmk5ETlR1RkIArUROqIlGoXm6RE7gSEWn04VETxjiRrCe+kRPS7pHQHnJRE9vK0YddxpET6ydRoa6+kRQE8tGW+H8RFBqAEYG/3BEUJm4RwIUr0RQvQ1GjYJ1RFDdZUaP6SdEURnrRmbq9URRYTNF4wZiRFGUzkclXdpEUeRiRw3NiURSMPZGe6aCRFJq80b39CdEUowARUC+cURTaY5GliwRRFO1pUZBK6ZEU99JRoVS8kRUAh5GNp6JRFQwAkaNAIdEVJ/oRmgiWERUrDZFbtRbRFU440Zi7PZEVbb7RUGYzURV4W9Gx6vyRFYj8UbuUeVEVlxqRirbokRW5ABEhV7KRFcePkX2E/ZEV2IaROlHU0RXm1xGs34vRFfTrUXKvStEV+JERhHR7kRYWYdGa530RFirV0X2E6hEWOeQR4kH/0RZHSFGyF9kRFloPkaYQdlEWZBsRcxvgERaHidGBiOiRFqrX0a37+1EWuVtRl+pHERbaWtGkZyTRFudSkZG01pEW88XRgFsn0RcFERHQlXdRFxK4kaN4+hEXHCdRsexhURcof9GBiGgRFzsnEaAigtEXSnhRrzAe0RdYnZGynM8RF2PZ0aPC+JEXenVRg+hs0ReUU1GkrfKRF6fKEb6+eREXvS5RormgERfKfBFleGBRF9cN0bEZmBEX5zxRL53yURf7p9FSVL7RGBlGkTkfXFEYJlIRvChSkRg1ZpFfeSxRGD9/UXy301EYSJFRsd5JkRhRKhGXSbRRGF9XUV+6sdEYbWHR1jWS0Rh+BJGMpf1RGIllkbfxrFEYmDxRowOTkRir5JF0wOvRGLp3UUYovVEYx4/Rub090RjRKVFkMpjRGNoYUZx61ZEY7fZRwfROkRj4P9G0G5pRGQugUbqYCpEZHQGRmJD80RkqpFGJVW6RGTww0WVZ5REZSglRne3J0RlVnBFfHBrRGYnCkXyC3REZq+YReXy10Rm3sdHFqhwRGep30ZAGfBEZ+/fRpJIBERoLQdHRn20RGhtL0dVXNlEaKVyRmVwuERpF1dHkOJTRGlFu0aiBU9EaW4+RwRlsURprfxGvCkhRGnZVkaUY2tEah0pRe2WG0RqQglGg4S6RGriiUXC9W1EayPDRdzMUURrY6BGJvH9RGuFlkcKwENEa60XReaEJ0Rr44tGdlRORGw1JkYM2yxEbH59RwG37URs77ZGXLSPRG0nR0XUywVEbXYiRx4uG0RttuNFq4hERG5w7EW1mEVEbqx4RpxkWURu5RtHli9wRG82VkeEMehEb5pERgksukRv8MpF4thrRHBJW0UuBUxEcOoARIApa0RxbSZFQ78bRHGmLkYIpZVEciDaRQkatkRySRBFlgt1RHJurUXZ+jVEcuAwRrWbU0RzMNhHcCYVRHNpQEZe2atEc6huRgClQ0Rz4y5FVTOORHQsYkX7KilEdHL8RrCliER0sNhHELDjRHTtq0bJAhBEdRtLRbEvz0R1ZU5G4M/1RHXvDEYLZuBEdi8jRp/MdkR2wt5FimdhRHcQ4kZsiu5Ed+6fRY5RdER4H8RGjo9GRHhx7kU1TZdEeN6jRd1ZVUR5Kn9GS86BRHls1UWP0btEeeYhRQsGMkR6ODNGPVI8RHpzDEZkwEdEetFHRkUwv0R7nrpGD1h0RHvwJEcMM9NEe/wURamFO0R8V5JGD0fBRHyikUZHGVBEfNNQRdD+ckR9OVZG3ZldRH2ldEXGEVxEfjSlRfRRykR+cIdHM+biRH6ytEZ484dEf1HjRx8tfER/cLJGaCOBRH+lnEXgYYxEf+VoRgQiTESAF/pG0o+MRIA3N0aZGwNEgFjhRjC6fUSAtkBGwLk8RIEUmkaRu7ZEgVAARBtOsUSBdJBGtuaqRIG3KUWm2GBEgedORrsby0SCdKlFhC7FRIKuYkWcoz9Egt12RjY9Y0SC/oxFUooPRIMtmEZVBQFEg0tZRpSERkSDbfRGr2a7RIOHqEaYVHNEg7TGRpnae0SD45FGTnmVRISahEZAnZVEhNikRbNDRkSFL+hGxxgbRIU9jEWfkUVEhVUsRjCVi0SFduZGM1w3RIWRokZLwhNEheLjRV6/Q0SGKXlFZ/FmRIZSbkT1DNpEhrRnRcqjtkSHDIxFTFI/RIdSjka0+DdEh3zGRUVY1kSHk0tEnMciRIe60ETUjKREh8zURZfdcESH+WRGpqz+RIgTokaKshVEiHSqRePodESImNhGSKrQRIi0wkYn82VEiOkMRVZVCkSJcgBEstIwRIm7dkcbHWFEih9oRvYyV0SLo2hGlYYDRIu890XldS9EjLqFRrq1xUSNiIhFMxEZRI2xfkXwXcdEjdKiRkgFs0SOiSRFmb40RI+SpkYT+zVEj7oARERt2ESQzt5E0I0xRJEzIEQ1aTdEkXJARl3x/kSReTxE4Cx2RJGsbEWsGfNEkpVaROrapESTTJxGLYKuRJP4fEYGMiNElMBARd59/ESVdsNGRttmRJWraEYt8jRElih8RScLL0SWlKBG+BSXRJcDKUZ6MmdEl400RVdeMUSX2FtFf/tsRJh3OEWE+V1EmuKRRgjohUSa6AtEnHbiRJr/a0YtrpxEm0LkRhRCeESbuu9GXTGJRJ2UZEVlSU1EnmCCRa/viUSe2xxE0C6tRKM85kVcglpEo4CPRJA9p0Sjq2pFUqXyRKPNaUW1Dl9EpXIARGfwj0SmCK1GOCj3RKYluEZPRkdEpwybRrdwBkSp2VlFXmAfRKo6g0TaJn9EsmEWRgoGHkS2WvJFG6bmRMLe3UXEGVdEzVDsRJW6OETgJ1ZFldlK</peaks>
    </scan>
    <scan num="1253"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="227"
          polarity="+"
          retentionTime="PT1743.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.426422119141</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1259"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="180"
          polarity="+"
          retentionTime="PT1752.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">588.042419433594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1265"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1761S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.458679199219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1347"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1877.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">752.315856933594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1359"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1894.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.039947509766</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1365"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="178"
          polarity="+"
          retentionTime="PT1903.45S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">702.2177734375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1371"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1912.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">454.094055175781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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ZGIW0kRLVYWkU/xzdEtgC1RgZ4vkS2wo1GXN8gRLkmPEYKKvVEu4K3RyqXKUS9RyNGSoDxRMFidkZEmO5EwvbyRTSgwUTFCLhHEcyWRMdfkkcGtIJEy8itRX+ukETr7JdGZs7HROz45kYKAn9E7o2FRZwR0UUCgvxFhcOORQckbUakH7tFDMkoRxpMdQ==</peaks>
    </scan>
    <scan num="1389"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1938.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">696.87939453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0hEZEZa1CFDSRZ1RcbqtkNMxNNHG9NrQ04i2EUtz59DT0nfRbmNtENUE0BFhQAqQ1UGNkWMWllDV0eURRWzZUNZIABEnoMEQ1stEUcvCrdDXVPPRX3kq0NfMW5E31vhQ2Ejg0Ufve1DY0TQRyVWNUNkGyBGeefAQ2Uv50dSVaJDZngkRkwL8ENnKNRFpU8MQ2gzrEVrIRRDaUC2RjkQ8kNq+YZG+wGaQ29MgUaAAyVDcFTIRm+cG0NyVmZFJ6yWQ3MpBUVg11tDc9mPRtcwQUN1Jo5HKMDtQ3Y7lkZjfcVDdzp6Rp2vvUN5NxxElzPwQ3opqEXWKjhDezcARHu6P0N8JndGnXXBQ30U5UbUUfNDfie3RYYRpEN/UsxHHel2Q4AiU0YKnARDgKfxRt3ufkOBMcRFiOs4Q4GZp0YOu0xDgkohRj7hTkOCl4VGgHClQ4OeD0bexXVDhCpoRmwMtUOEoeBIDOvwQ4UepEYCVUVDhY2aRs8YAEOGFPhFyD7+Q4aby0akRFFDiJ3zR15+lkOJnbVGwwe+Q4oHiUWe1gZDip23RhfUKUOMk0JHHieeQ40x2kXZj7VDjavGR42Ol0OOI8pFgER2Q46lekdZyq1Dj6Y6Rq86nUOQHJdFBoqrQ5GZxEaPQmhDkqzhRioauUOTdo5HGU20Q5Ok6kZcnxpDlCnSR13RmEOUjBxGS2nDQ5V94UYEHfNDlZ+aRQjueUOWNH1FIQlFQ5cSmkZ1ZBNDmKD1RxQFAkOZm7hGE1DeQ5s56kU/fCZDm6D4R25W0EOcINBHKNijQ5yn/kgxPEFDnSwZRMruREOdtyhGRhp2Q5+qcUZhQddDoUa/RmV800Ohlv5HCWiCQ6IHS0c+QdRDosjERrpCD0OjmqpHBcOuQ6QK9UVsF/NDpQVWROvI8kOlqQtHuyeAQ6YoeEYEI69DpzSrRYjYt0OnjvJG/ZD1Q6iyMEcUFM5DqSo0R8wdhEOprYRIeFOSQ6ok5kf9bipDqrBqR6Sx20Orp7BG0snsQ6wib0W5nWNDrSIyRrCnhEOuQjZGj8TqQ68gUUWerxFDr6sYRoRrakOwSeVFHiqTQ7CxuUWHJkZDsTDySBLY3UOxmehGnCvOQ7IUn0YNvrRDsq28R9qWrUOzNjZHxVinQ7OkrEc6HzlDtK6CRnuem0O1JuBFlEjpQ7W1FEcU3NFDtiAuRciapEO2qExHLUAvQ7eyHUdCjahDuEWMRwUPfkO4sOJIa44FQ7kiaUd7j7pDuZvoRqyqMkO5vjJFv6z0Q7oeA0aRAdxDupz4RhXKu0O7iw5FVWZOQ7whskdyFT5DvKbERntmV0O+BT9Fxkr+Q77KVkba5DhDv7L8SARQt0PANblHAomnQ8C5SkdTglNDwTVgRowHg0PBqoZFWllgQ8Il6kaEc4xDw05WRaZr/EPDshJHgfxjQ8Qk3kV1KxtDxKqQR0gRZ0PFFW5Gnn4PQ8WeDEdjNvdDxfCpRhXtOEPGbr9H1hohQ8a9fEZGJnpDx50FR5oUekPIKnxGung9Q8i0mkcD8g1DyW2ARt+pNEPJtCJHMiwSQ8pTAEbNtbpDyrauRgssp0PLfKRGL0kZQ8u/qEXn1WVDzKozRd2ElUPNKg5FB6RpQ83F1kc6oENDzjceRwlpR0POlG5G3vGuQ88yuka8PD1Dz5m2RvFokEPQK9RG2FrTQ9BQAEX0+OFD0PqkRljvAkPRsQFHOasdQ9Inwkc301RD0sEjRknfvEPTIt5GLn9XQ9OyjkcI9lpD1DLcRbBn/0PUu7ZGpMIvQ9XQkEX2uL9D1i80Ri/9ZUPWtppGB0WjQ9cZmUaDVr5D15bqR/bWkkPYEnBHA5pJQ9iyYEYo16BD2jRYRoz5K0PauKBF0Z4uQ9sXKEYMTbtD27I8RwILY0PcQklGINYDQ9yX60YMSbVD3aE5R5ewR0PeLiVFtF/sQ96YMkdCPwBD3woYRxpqTUPgPWpGuC9gQ+CaWUgTjCBD4R3aRz1dyUPhoY5HEWCjQ+KxbEey9NlD42mBR4V7H0PjtRhGmCqRQ+P5pEXzm+dD5a76RuL/IkPmKpJHlBMPQ+agu0Uivy9D5yc5RsL/skPnsglHBDjAQ+gxjkagUG9D6KpBRy5EdUPpMB1HXECcQ+mllUYGaHtD6koURmevnUPqs+RFJGGZQ+sHVEWFIJZD67sVR4o4IEPspuVHIfy0Q+y5DEYLsZtD7UpQRysR+kPuMiJGn3bSQ+8Ulkd0WLhD76bSRpuXVkPwupNHGNwlQ/FFckdAq2dD8cPqRdYWcEPyO1BGswyGQ/LDq0bhZb5D85ydRov0ukP0KLVHLz97Q/Sok0bvNIhD9R/kRoOZv0P1WABFHH55Q/W1HEWQ7+ND9iScRmjn1UP2rl1HJFU3Q/dEzEcVNJ9D97U6RT6eyUP4IZ5FwLYSQ/jMbEXRlw1D+jJBRzuNk0P6wONHiefCQ/t4qkcPyYBD/BxiR5XzCEP8kyBHOE8pQ/1CJUaR7xZD/eJGRxOg90P+QKtGp1hQQ/6t4Ed1ks5D/wbeR6djaUP/TgVHZSeRQ/+6hEa86/NEABTiRq6a6UQAn45GssB7RADcikddAthEAStURyOP+UQBUjpHDBJ0RAGUAESgUqhEAdBkRyXlCUQCIi5HTmomRAJYhEbu28BEAtjoR4/JIEQDE9FHMLH8RANVSkX4fv1EA5kdRm1QCEQD3TJFbd7+RAQigEbO+gZEBMyqRv+vuUQFHppHsMc7RAViikeINVpEBbGKRyV8DEQF4q5GCgr3RAYnz0cqoxNEBlckRzbb+EQGraBHQMB7RAbiGEWeGhJEBx9ORYH0s0QHYN9GeuWXRAfkzUU6/81ECBMZRcSlIUQIZdpF4gLrRAjRbUevykBECRVORwZ+tUQJYZpHoCt1RAmLB0cTmkxECZoRRY5G5kQJqvBF44YHRAnddkdqQZJECh0+Reu5KkQKVIpHSmzeRAqBZEcAhiZECqL4RqHYfEQKzTRGhEeQRArpBkWrrXVECx3kR3MJUkQLWlhHDAokRAuZyEYlgetEC954R6VG0kQMHfpG1GGQRAxjaEbhkgJEDJXERrq2jkQM6MdHQYs+RA0gkEWr1GhEDWIHRp6JZkQNnhJG/SwWRA3ajkcajGxEDiM+R4O92EQOVyFHEqPQRA6b0EcW4cZEDtsURwT7MEQPMb5GMHDeRA9fREcZDo1ED6mmRf1FUUQP4npIFDMNRBAiGEgpb/FEEGJmSIXYDUQQqjpH0WuwRBDgkEcXzQJEEReoR0xDS0QRXOpG8z7GRBGTbEaeXqdEEeHiRr9ZBEQSF39GAyXGRBJrKEeOCtBEEpRHR4QPAEQTGcxHzSK5RBNk2kbNLhdEE6OWRgMEsUQT5PJHTk4nRBQfxEcwoDREFGXMR58dHUQUq/9HZ+7mRBTmVEecRddEFRvGRzH8lUQVXZxHSy0jRBVtoEXDgZJEFafGR6b1QUQWG+JHjpmSRBZioEgdwXNEFpRIRg+2LEQWs/ZGMi4GRBbiHkiPlXREFyDmR9+ABEQXYj9HlV/LRBekBUZOYI5EF+P8RzAmF0QYIWZHrRsGRBhOfUZUjZJEGJ9oR4UyWUQY3ZJGwk9xRBkkAERcMxpEGVbERbnzuUQZpnZHKbjvRBng+Ue9dQ9EGhJeRsAqX0QaZO5IIyZ4RBqi60aiAGNEGuRkR6orT0QbIapIYuoFRBtf4ke48OJEG65mRuqQTkQb4GpHu4n0RBwrjEc+7J1EHF9qRy/h2UQckU1GtR4DRBzfq0c/sR5EHQsERvHW+EQdH+5Gl2DJRB1H6Ec3NSFEHXpoRu88AkQd2WxHKPdJRB4GokdeUgxEHi4sRkRfAUQebGJHHinvRB6XyEbgyAtEHuNsR5b9fEQfIUhHiNFPRB9klkeRQypEH6FQR7WVnUQf5X5GCIHMRCA58Ecp/8lEIGDoR0UH+EQgmItHPSf8RCDjuEext5REISYLRzJpj0QhZCJG587XRCGjIkY/NGVEIdtASBRqFUQiHsVHeOSsRCJCDEav/CpEImy3Rt5JJkQipB5GjE+VRCLobEdctMxEIwHURk0VskQjJ2JGnPT4RCNppEfjCBVEI77PRtgAhUQj5cJGSgr3RCQZjkZEFlxEJD6pRuDT60Qka9xGj6s5RCSp4kZhI4FEJOE+Ryh/G0QlIbpHBwJgRCVhGkdHcnlEJaReRwm1yUQl4xNHSQGSRCYdokhV++pEJmNqR41ddUQmkOZHmr3gRCa9LEgHbElEJtYmRzynOUQm/w1GLNKHRCcqQkbLgflEJ1bERw8vekQniUBFp0zPRCe01EaReiJEJ+WgRsLqqEQoIHhGBhVSRChfikbc0SNEKKAURrPhmUQo4iRG+7STRCkf9EbLcBFEKWMKR5vvREQpoJBHqnSQRCnbfkgr+FBEKiWGR0Z1WkQqZO5HnWLzRCqjY0eEDMVEKtP+RHu3kEQrLtRFi6riRCtjZkfYIuBEK6VWR3bk2kQr7T9G+n6rRCxZNkdwcn1ELJoZRwRZQkQs41RHsvb+RC05G0ew0XVELWiAR5fwgkQtqo9Gm1l0RC3m9EeqBj9ELiA6RuBrxkQuUjRHiPeIRC6nakcPxYxELudpRh9rY0QvImFHJaZrRC9qHEcqGktEL6KSR6SekkQv3ZdHaGPGRDBsAESHKbJEMLGQRcH9eUQw28RG4TElRDEoAEe25ztEMWdHSCs3j0QxqVFGwyVwRDHqQEZjNzVEMjwwRlhsb0QyaYxGlbZgRDKe8kcWHfxEMt/2R1OdgUQzF/9EduqYRDOz8UaEwjFEM+wdRyB/UUQ0HUtGp1ptRDRwgUi7UQZENLC0SGX2nUQ07aRHdTYNRDUiKUeNVd5ENaJHRnjgyEQ12V5Gg+GlRDYeFUXHq1VENmX9R4JxhkQ2n2JGsNyzRDbOp0cXGWxENuwAReDg40Q3JttHdSAJRDdtVEW9uthEN6nhRfaj00Q33h5IGV7NRDgiAEcYi39EOGsXRxuJOEQ4p/tHX8UiRDjtmkY+sI5EOSbsRvYApUQ5YV1HbI8JRDmvlkaXrldEOfFmRr81iUQ6Gc9HI8C3RDpWskaUgEBEOqJJR46h4UQ6ytJHK1oKRDrxI0XcewlEOxxBRXX//0Q7RZVGmpToRDuMZkdSHxxEO7R7Rd7tYEQ7/sZG95kwRDwq8EfHEytEPF8OR7ZU50Q8nMhHOHiLRDzur0apxkJEPScKRv8ZnkQ9bkNHB4z9RD2zVkaNJYtEPcJcRcuKPUQ96ABFJB0LRD4bwUcDBgpEPlv1RvqsxEQ+q2pGGPMHRD7oJEcckvNEPyb9Ro4O+EQ/Z0RGg5wmRD/VG0anSohEQARVR8o20ERAbfNGgMkTRECjBkcZ5rhEQK9ERe5xKURA3klHIdK6REERJUVP/jlEQTkORwLvVkRBYWZGsKl9REHcLka9P2NEQf3URaLv7URCNTxGnUtQREJodUctJ1ZEQuUOSBScT0RDRp1HFbj/REOPY0cLEhNEQ++/RxJAUEREXz9Gwp4bRERtz0XmmdlERJklRsDOKURE7rlHJxI4REVfDkcND+ZERawhR4yFYERF7d5HcD7GREYoFkhIb6NERmgKRu/RQERGsJZGDjDnREb5HEULoChERyt4SBQn3kRHZatG0aOfREepSEcrg3lESDvcRqsb/kRIYYlG/Sf8REid1UXYyhhESOWfRkAFg0RJK9pHQqgZRElPz0cUkPNESV8nRWXQKURJrJlHV+X7REndpUduB5ZEShq8RjyFUERKNzJGw5ZFREpd0UdW435ESqrlRzbpQERK2ZBHiQKdREr4uEaACoBES1thR7SFikRLqqpIHKFSREvr4kcpRKFETC+tRykx5ERMXQhGRshTREziq0cxvqpETSQWRu2380RNQU9GTpZjRE3eCEfMGzJEThAiRc55TUROUAtHYCQVRE6Ev0brTwtETtXtRygNP0RPERZGdDO7RE87qEX10BdET17RRzPZS0RPig9HJkM+RFABdUdoObxEUEOeR08sqERQqzFHFU5hRFDkN0elRO1EUSlyRgLbIURRXtBGJiHmRFHPtUeBmH9EUiojR4WUr0RSY3BHXGx3RFLnYUW97Q1EUwywRq5CO0RTQOBHS3/URFN5kEdcdmNEU9LoRpKAIkRT/tRHYJtKRFQwoUZXjjBEVENPRY38zURUa31GyTuxRFTEz0XlWGFEVO4YRfrDHkRVKvVHNcKLRFVtjkaVHqZEVZVORuQ/Q0RVru9GMv8fRFXwqUZHSrpEViX0RxFlrERWcCJGSzq9RFalaUcrUMtEVuT/R36I1ERXPwZFFQ6VRFdxc0gCH41EV7KqRWhcn0RX7mlGEqrfRFgzwEbShCpEWGQqRlVkJURYtJpHWmEMRFjvP0YRHkdEWSebRwRqXERZeS9GqhVKRFm8AkcE1WdEWekXRYkhw0RaFtlHSldwRFpudkcZr0hEWrlGRuZOXURa9yZGll5zRFsy/kdti7FEW3mdR7zqZURbqm1HF/GbRFvZS0ZEVDREW/ncRr692ERcRSBE+EESRFxwp0U9Ii5EXKbXR3G/iURc7o5HCkwaRF1vPkbfuIxEXfNQRw+h1kReGRRGlKv3RF5Am0ZCEOFEXnazRrzpd0ResjJG1bcxRF7rF0dcuc5EX0QtRzbAp0RfbphGNK7YRF+q8UYIxzxEX/CDRhHVnkRgIelG7F2bRGBqZkbcC9REYLfuRlCpdURg7TtGVUEzRGEu4UYlu3ZEYTj4RQWS/URhc6VHCN1FRGGyskecPIhEYgDiRz5WU0RiJApGiFT0RGJs90eBBdhEYsi+R4QCyERi7dVG/8qGRGMonUabEYZEY2EsR4pzCkRjqsdGkvHURGPq4ke0pm5EZGCSR9c++kRknztHkDxrRGTta0d8HHBEZRloRwWgD0RlSbZHjfuxRGVpL0auTUdEZaaWRrgu20Rl4ApGTRjMRGYhiEaGgv1EZnmYRgQPgURmphxG0DfGRGbn1EcZS5hEZzn4R34BIURnjuhF51TkRGe6C0YmPfREZ/e7R1IQ8ERoPJtHiDW9RGiiIEcq+lZEaMdcRz5ze0Ro9rxHh9e6RGk7zUcdSP1EaWjoRoTuAURpwP9HOAfuRGnzbka8JKREaisERvUcJERqlSNGaYGoRGrMjUXCy2NEauh6RVmFI0RrKfpGB81DRGtuaUboFzJEa5WBRkcJdURrthxFuvZ3RGwN8kc+4hdEbDn3Rw+u9URsZZJHISvdRGyA50XiO0hEbLRORsagLERs67hG8hjIRGz4A0XJ8bREbSNBRtMfqERtbAFHKqq3RG2tNUbDGI9EbinfRd3UxURuOJdFhkVfRG5qo0cH/SFEbrliRi+8GERvB9hGwVSqRG9DXEZ0H/BEb275RsDvRURvtjxG5lVbRG/k8EcwIshEcCg3Rn99MURweUJHDdmVRHC8o0eboJVEcOZIRw+cGkRxAvlHENRtRHE/vkcDIl5EcXlpRfCZlERxwbdGuHYTRHIA20badfdEcnwnRoMaC0Ry5WRHwpEdRHMqd0XZsllEc4MURwvIOkRzwFRHW8gyRHQADkaU33REdDXtR8Rg9ER0X5dHGDtkRHSAhUY3LvFEdLZwReQysUR04yNGvR8lRHUAAESjEDdEdS1jRfO8p0R1eSpGTHx8RHXI4kYC/7dEdixuRsEEpER2TABEYF4gRHZtgUb8pzhEdsNOR2K3w0R29zZG0TFfRHcjsUbO9WBEd2aeRhbHDER3wkBHF/FKRHft1Uabk99EeEL4R1lD1ER4gNpGkM9rRHiycUb+8fNEePV+RoH23kR5dUNG0n+4RHpba0a7KGZEesUuR02y2UR67bZGcRosRHszzUeK6XxEe3ieRlc8wUR7ywpG96c2RHwAKkaVPD1EfH19RkpXjkR8sSlG1ITVRHzS8kavs6lEfTJQRl3Z70R9rwtG7UmURH3+XkdBwZFEfigkRfJvxkR+eQZHPLbcRH6u4Ua4D5NEftNyRlbkfUR+9ldHDvjTRH80zUbcoJxEf24gRQTJSkR/6L9HaHNpRIAP4EbGwbNEgDF0RoEeOESARABEUeXiRIBv7EaXM8NEgLpWRrqBikSA5rxGci4qRID7kkbh3bVEgR94R0APOkSBP3tFA+66RIFY8EbP1UhEgX7HRs0GXUSBmQVHQcIQRIHBJEYcYdhEgdcWRdPlT0SCA45G4WMDRIIYsEYFvw1EgnJ4RTUs50SCjL5F8yPzRIKlTEdOgedEgvxiRgQK+ESDF95GNeJFRIM67EUeryFEg2P8RrEyYESDczZGx8lVRIOVQkYpZbZEg+yCRe1qZ0SEGGxG7INXRIRAO0X4RDtEhF3aRoXMhkSEfZVGDnuXRISRTEcgjgNEhLqlRrUGI0SFAYJFtuQ/RIV8xEYtku5EhY4sRoveyESFv9xFncvJRIX25EY0QwJEhhyRRhmpZ0SGM6VF6FSaRIZsjEZ3/YBEhpjMRjfld0SGuQ5GoB/URIbOzEeL3HJEhwdyRj/StUSHKPZGlHXmRIdDREYMcIdEh3B8RuwuLkSH1s1Ge67cRIf4hEYrdONEiBzVRymUgUSIP25F/uocRIhghEbNzoVEiIM0RluLyUSIluhGLoT6RIi8g0ZLv/xEiNBwRwDSB0SI6BRG1dFmRIj/CkXaxRdEiTFNRo5eg0SJRfZFlMnwRIlerEUvj/tEiXUYRprEikSJuopFSA5HRInSDUZ3UVpEijrgRoxur0SKioRFwuBHRIqtyEcFoMJEisuMRgzFmUSK8VpG4PQYRItC/EXM045Ei1b0RluN1kSLgGxGopoTRIvCAEa9V2JEi9J2RrU2XkSL5PZF6UgvRIv9XkaRCsJEjBrVR1wqnESMNNhG/RcKRIy4ykX+U09EjQOrRlNG1USNRSdGrz8+RI1uVEaSyWFEjYT2RSDS50SNoApGl3TvRI27OkT4tQ1Ejjp5RgP4LkSOmmxFE/ipRI6/LUWYr3tEjtbgRTSI70SO9SRFjW/hRI8dJEcP7XdEj1AARIiq9ESPcUxHB2Q6RI+2vETzGiREkDK4RkBYjESQgnlG/WHMRJC/IkaWMSNEkNrKRjfxYESQ995GNC8NRJEJQ0Y69PhEkRwARSFVu0SRP9hHIzsBRJFZIEaBD3pEkYDaRbq+wESR3R5GaK3vRJIbC0YHhpBEklVuRa0MT0SSaUJGoSWDRJJ7VkcKScBEkpKjRmo8e0SS5V9GtxF3RJL6PUWo82dEkyyCRhlxjESTS7BGtSkYRJOIoEa9r61Ek54ARPQL20STvmJGNN0yRJPx0UapEXtElDqWRU4BFESUjURGb7AQRJSlakSwfFpElOHORoXpnUSVLoZG3WqERJW6eEZRbupElgkFRU7HvkSWbYhG7/GPRJach0ZZQGFElrPyRwWxpkSWxjBGialyRJb+fEW1FNNEl97SRhkjtUSX9X5GA3glRJgepkYCktJEmD+oRsUsLkSYtlZFb7bURJjvDEaxKNJEmQcDRoLbOUSZJK9FIetaRJlFuEXBfRZEmcJ5RR4kF0Sac1RGDwxFRJrfc0caAhxEm0Z5RR4kAESctHpGq5QLRJzRnEZBPtpEnPuJRq8lu0SdNMtF3AQgRJ26sUcLSuZEnm5oRodDtESekRtGjKuxRJ6oBkasF+REnvIARIcmbkSfM2JEzWdJRJ9dckZdrLlEn5s5RRhN1USgG/FFxVprRKA6/UcrR69EoMK4RniDPESg/NJGa4QrRKFNGUXy0olEoYKrRVHynESiXqlGu3aMRKLbiEbD6uJEo7WbRhlV6ESjxyNHFGPERKQrqEXzVolEpJ+3RgmIH0Sk3IBF4cjyRKYc4kUKNiNEpyS7Ri+cYESn61pGe4H+RKi7nEa1KytEqTx6RTNY1kSphOZGEMzHRKohd0T/P4ZEqsDgRIIIXUSrAGFGKkxQRKsjX0a/qfREq6daRyAYa0SrvkRGpAaLRKwd5UWZQPdErsljReuJ9kSvyX5GT/SLRLBhaEawhz9Etl9cRasEFES2wgBEhW4aRLjPXUYPnRFEuWssRlhB6US52GxGOxbmRLsJiUZMpTZEvYz8RXB520TGHHdFJnMBRMelMEXF0PREyd/tRqKAc0TPAg5F6aj5RND830Z6/7NE0q3hRjt4pUTjDn9Gpx0BRPpswkaAxWxFBsCWROWWiA==</peaks>
    </scan>
    <scan num="1395"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1947.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">779.460388183594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1401"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1955.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.597595214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1431"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
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