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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
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          centroided="1"
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          peaksCount="24"
          polarity="+"
          retentionTime="PT367.403S"
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RCg0QwmZpE9N3GRDD72ERTh1NEMSBMQ8XpRUQxRSFEC+GDRDGJPEO4ka1EMcE3RHEvQ0QyPKRFICqmRDJ/VEWVleREMsKHRTOlZkQy/nhEs88XRDM+S0QndMNEM39sRCFCeEQzy9pFp2pPRDQAdUN9Ml9ENDLRRJneDUQ0aVFEKgnRRDSZp0UoeLJENP10RR+Y8UQ1I8hDwvFzRDW7+UYWoZFENeyhRFQAXkQ2P/NES9XwRDaJTEQqwx9ENsfQRGPgtkQ26ApEG3+tRDcTFUSxJ8tEN0loRZlBLkQ3kNtDsYFYRDgVUEUE2MpEOImCRUQJqUQ4v61FL9wGRDjp7kQxmFxEOTKfRdzExUQ5T3lFXuaGRDmF2kUmd/lEOc45RayQk0Q6EWNEvS8SRDpGLETvBedEOozTRV1VdkQ6uo9E/xrpRDsMAEMJ78tEO1QBRBlDVEQ7ihFFDIyuRDu/a0Vg3HtEO/2pRLQXl0Q8SnBDi9VyRDySwUSPDilEPLWpRDVYoEQ9DphExNlKRD0ufkUrsKxEPYDpRcCjEEQ90u9EAldaRD4JfkWtcmJEPjBnQ7E+JkQ+johFax8nRD6+BUVEgBZEPv9nRUXZ00Q/SbxDP/2yREAJHUUdT9JEQD/iRQChVERAg59E+atMREDMmEWAFjhEQRmTRLDmJURBO6VFQOIFREF9ekRo9ZJEQcRWRS6Oa0RCAxNE0KeCREI7lkWgalFEQoeeRRIKbkRCxHtFKbX/REL7PUU/3ytEQxILRISYskRDQyRET9sWREOUC0RsBh9EQ8C6Q4mqikRELS1FVnK4RERmjEUQWiBERK3SRRYSx0REzOBED87tRET0BkWW+oxERRSMRQLOj0RFRVxErByfREWE/EO5WIBERcHLRPM7ykRF/ilExjdcREYj/0OFF0xERlk7RP9TZ0RGmJxEgli3REa+uEUi0HpERwtmRR/PFkRHTg9FDS6BREd9N0VDDmpER6cRRRt7cURH6whFkEziREhI6EUUdIlESLvKRPASbURJB2hDsZB6RElGzkSP/S9ESYn9RUx5JkRJtM9FR3j2REn8C0WGQ9JESiuMRLryNkRKU+1FEceIREqExkWa+xhEStB5Ra7XVURLFlpF9iywREtw00NU9f9ES5XrRRzpYERL0iJFZjY3RExIikVvkbdETM6NRKikWURNNEhFFC4xRE3bV0WCc+FETg/rRXSLDEROeNZFo1ItRE6UAERsa3FETrhPRS72EURO+y1E5HK0RE8fkURmZN5ET1BaRcCCZURPfdJE8U8SRE+9P0UxkFxEUAJYRWLkhURQMTVEDan7RFB/ekWPRlxEUKISRDWIkURQ7kBDUwP3RFEWrUSvWvpEUT5DRKjr2ERRfiRFiskoRFG8BUS+IhhEUeqmRWcyk0RSJmhFzJInRFJMAERDsV5EUp8wRc4+akRSvbhE4EVaRFNVjEWQ4gNEU76GRVbn/URT3m1EN7eRRFRLhUTR1/VEVJWrRK8gRURUzK1FmnBSRFT/cUUY+c9EVV7wRTJVTERVfqJFFEK2RFXRVkULhMdEVhVvRJHARERWOKlFZONgRFarjEXYLjxEVsoQRYpPjkRXA0NFkRUoRFc+VkQyFTdEV2HmRQqT5kRXl8pDnDdQRFfQ0UShKgREWAN5RJcYgURYP+dFNbX9RFhhekTY1SVEWJC9RN4jy0RZAIpFmxToRFk8hETyJJ9EWYW1RaD1UURZwFBELhbdRFoFVEVjVjBEWk0VRXM7KURae0ZFn/nWRFrKQ0Vx1iZEWwaWRPpfgkRbPehECEUvRFuimkWCzMNEW84cRU4R3kRcBGhEGCOnRFwyN0UhmrFEXIIhRSjCN0RcwiZFBwPtRFz2E0R3HhREXRn7RSew+URdgtxEcxA9RF44UURfwtpEXlq7RCDErUReoCZFIg+mRF7Wy0T2x5hEXv63REnVckRfUZNFxv6wRF+OTEVarf1EX8mfRIh0JURf/pxFqugURGA0okSk0zdEYHKTRbXw9URgyuREcEd3RGDx6UWZ3a1EYRX4RJ73CkRhTEJFdtNkRGGSR0SUp4ZEYb8bRK9Pb0Rh/AhFjPIURGJ53EQWDdVEYoc4QzMhTERiv6BFUSZARGMA40Wlx7hEYz8fRWsr50RjjSxFINdjRGP2y0V9+vZEZC38RQTB7ERkr1ZFsvegRGTi5URw9GdEZQasRBPFykRlWF5E15vYRGWIJkUl7RtEZfR5Rbkfy0RmS2ZD8ZYTRGaBaEUmOMVEZqFORBK9HURnCRlE2DoPRGdHxkWEmilEZ1p3RJ7buURnfWFEFKf/RGf9SkXMpwVEaEPmREeLXERowaJFt28GRGj3OUVksZBEaUm/RMzZTURpmkZEa4zSRGnD/0KxYxJEafZwRY9fc0RqQTFEt5fqRGp4rUXNrLdEaq64REx7oERqzfRDvXbWRGsgp0VQq4VEa4qURWo8SERrvz1FV3s6RGwC2UWMy2pEbEjfRTPfx0Rso99FDVCiRGzWzkTNKtJEbZpnRhy8hERt8VlFBWldRG4UlEPcbkxEblYPRRAK50RultFFBv17RG7MA0UyhOlEbvarRba3dURvSXJEk7tKRG9v/0NoeDtEcAcURAFT2URwTwFDaWjiRHCA8kV6JB9EcMEHQtVrGkRxLyhFe668RHFZF0UP5qFEcYP/Q1V8e0RxwQ1EKl8NRHIJwkVgi8ZEclpgRKA8Q0RyaDBDGimfRHLDVEXAm3dEcxvWRRT4EURzURNFSknpRHOp+EXRZsBEc/0ARDYBZ0R0cOlEQM2bRHTTJ0S0IAlEdPeYRAE08UR1SjRE7Q3LRHV0SkVFd81EddKPRMkPDkR1/FJEttHNRHaOtUSQtUNEdsNLRGBRU0R3DaFDOwO7RHdQjkSg6eZEd3jIRUOYAER3trREhMjQRHgSJUWG8ohEeCKJRMs52kR4W4ZExwNZRHh//0OtI5BEeNahRKv4dkR5BldEkKWCRHlUVkP9UYhEed6jRUGslUR6JVFFXySgRHpEQ0RZIt1EepO3RCC9SUR6vmZFbqjLRHrcAEOgnVJEe0EAQy+0OUR7jG1EzcMIRHu7OESOrbhEfAxURafJYUR83qlEdyX+RH0DuUTA7rdEfVyLRMG360R9iGFFBuzyRH3qAkVStOZEfkwZRQ9mm0R+vq1FpYBdRH7+zkRNCtVEf11nRRiA8kR/tNhDtKLuRIAL20UD2UZEgCCqQ7isVESAOsxFdyWlRICc9EQ0qhREgK0pRH1ipkSA/3ZFNzu+RIEcbEQ6tFREgVDuRVsRH0SBajJEGYAURIGA30U7t/hEgdD0RIvcvUSB5yRE/ZdURIIEkET7MFhEgib+RLh7p0SCTvZFqJ/WRIJiXkU/Y45Egm+qRQ7l/kSCkzRFJ6LRRIKnW0WDEexEguAARKQGfkSDA4dFUxeARINwkUUk79tEg4boQ7wtVkSDm55E+2iJRIPSpEUtFwxEg/+CRAhF9ESEYrhEwvnGRISFP0PH45JEhKacRIAsoESEvzdEVhqvRITvbEVuPYNEhSN8RStkaESFQWBEFbSdRIVnkkSI18xEhYPQRMOlRkSFoT9E2zP+RIW5kkU3aW1Ehc6SRHIdd0SF/Y5EolyvRIYe1UVKNV1EhmhkQ7WzUESGiQpFVWZzRIajxERS1OdEhrusRE3sMESG6IREs5lpRIccgkUYMehEh3ZuRC/vCUSHotVEUuGfRIe8e0UAkSREh8neQ5DUd0SIRy9EmvQpRIipzEUwCQdEiOheQ7bRt0SJFRZEdtrhRIk8xUMz6DJEiZHcRXZ5x0SJpEBEJzuaRIm8t0Teb41EidR8RQiKikSKPnxELNN6RIpVMkQeIGJEinrkQ7E89kSK1c1EakpBRIrkA0QxOkJEivVfQ727xESLCzxEhionRIssTkT0WeVEi4FWQziiXkSLlnJDqzj0RIvCoUNkRalEi+IPRHfCMUSMCnhDpcCKRIxcmUVZG3BEjOKbRIdzU0SNBtpEqm74RI01XEUWcJhEjYabRTS5xUSN7DNEzB81RI4MhkQ2oQ1EjiYDRSk7Y0SORIRCyN1hRI5bLEUyUblEjnrsRRKcZkSOosdC8xsYRI7BakT2JuREjwBeRYM3hUSPIqtEyNZ3RI9RBUUHZNlEj39qRM5WlUSPoGhEDLQjRI/aykVBqjVEkANaRRa3hESQSENEstTrRJBed0TSvtNEkII8RQusxESQo2NEEy0hRJDinkR0E+NEkRwAQyQ2EkSRRUJEURw0RJFYAEMFDGhEkWriRLPkl0SRkypDWGRZRJGuc0OkTFBEkctpRE1Zz0SR8JJEc7/ARJItmEUiMVREklSRQ76+EUSSifJFTm9yRJKjb0SGBgdEkrWdRIwKoUSTAWhFLikRRJMZnEQJsHdEky0kRNKhmUST+vxFBlNNRJQsJkTCan9ElEp8RFWEkkSUg1JE31v9RJSj5EVIWk9ElLjLREY56USVJvxFKWAtRJVImEV9epVElZBORKSpW0SVoKdEnpr0RJXEpEUBF4lElirDQ4SKP0SWS2ZE3Ni7RJbjYkQRBqxElzq4Q8BVyUSXrXNFENOBRJgam0U3rNVEmISgRFZDQESYniRE/l99RJiuWEP1SiVEmPQAQtrL7kSZCT5EWuN7RJlnekRnqrdEmaX5RIrPRkSZuFpDiRkPRJnUsEQ1VEBEmi1KRSY070SaR6BDo3ChRJqYFkT3AxpEmsEXRBBHTUSblM9DlHjzRJvUt0UzIA9EnAK5RQix/kScRm9D8E/9RJxn50U4dt9EnNrFRJGps0SdPqxE8n6hRJ2CbkP6aUNEncB7RClikUSd43BEATEhRJ5jYESFvGFEnuNTRHsiLkSe9MZEGCcORJ8RikQi3U5EnybtRQZeokSfSqFFCPYeRJ9+WESyavNEn90JQ0T5ukSgOIVEAUrfRKBggEToTMxEoMNFRQsFNUShQV9Epm8VRKHmgEM79dtEokVRRJftuUSihG5EB6xqRKKiR0WZZQtEow+RQ/5FRUSjVIJETM7lRKP2wETiXFREpAzPQ+Bg0kSkiIFFVM6sRKUO6kP8s5REpR+4RNwAiESlrG5EEbJrRKXZa0TGu8FEpjcgQ18wqkSmiaBEpLnaRKagzEUp1FNEpsGJRO6cLUSm1WxDx2Y5RKcFYESEkW5EpzECRI5+IESnZCBE2xCIRKfquUO24x9EqBEzRAhK9USocvRDzu3eRKjrn0UN7TlEqQyURLsuZUSqvw9FcWsXRKsfWkUnl4dErDORRRvdrUSszPREQFClRK11ekT7TYdEragAQ8RJmESuCNhEdd5BRK4b20SKACNEropfQ8tkckSvLKJFZ5MlRK+EfUUANwNEsGiGQ5p7IESwwgBCyvNARLEIb0PJHkhEsSarRF6DiUSx23tFBZWLRLIpkkR5mDdEs8B+ROFMg0S0J3lE/IrlRLRD/EO+bOpEtM2WRKPv5ES1dS1EDKz/RLXxVUSP+pZEtwwAQsYL5ES3VK1EiGc9RLeDYkTlYItEuaE4RI1oWkS5vb9FBuqdRLnUAEM9uVtEuiKcQ9kHBES6YmBEBo9eRLuWl0TzOW5EvKKzQwKTTES8vgtE181RRL0RBkSDwm9EvZjBRQplFkS9xrJET/z/RL68cENWh0hEvtaNRSBVBUTAH0ND8Q0wRMMFJ0S6fR1ExBywRF+gRkTEZHdDhtKlRMTkp0T1XKhExR/CQ9luzETF0mZEE2DTRMXkfkN9vNpExoKJRKzAeETHiZ9EVyFZRMe30kQTPV5EyIAAQt1m4ETI+PVDFxURRMliz0UPsq5Eyg2iQ6LU6ETK0iZDs1WQRMtlw0S/98pEy48IRFiSP0TMN0xElHvNRMyWyEOC8fxEzQ57RJ3aS0TOlytD5/RzRM8EZkRkyBlE0WN1RE5L6kTSLg9ErHGxRNJJm0Tx5JBE0r59Q2rUEUTTPfRFLXpcRNQUkUTA6NBE1MoKQ7bS2UTVxXBD42pBRNbqqUSuCkFE3vf4Q+oBU0TihMJEiCD6ROcm8ERZbe9E54CaRKrNh0Tnyb5D5RnVROglQ0VDPdVE9vKsRYMAvQ==</peaks>
    </scan>
    <scan num="254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="13"
          polarity="+"
          retentionTime="PT376.257S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">811.778015136719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="25"
          polarity="+"
          retentionTime="PT385.098S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">992.2587890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="37"
          polarity="+"
          retentionTime="PT446.501S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.625183105469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="470"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="262"
          polarity="+"
          retentionTime="PT691.024S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">963.748107910156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT700.066S"
          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="332"
          polarity="+"
          retentionTime="PT708.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.716979980469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="494"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="405"
          polarity="+"
          retentionTime="PT726.003S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">949.706970214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="509"
          polarity="+"
          retentionTime="PT752.537S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT817.304S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="562"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="519"
          polarity="+"
          retentionTime="PT820.024S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">604.78564453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msLevel="2"
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          polarity="+"
          retentionTime="PT851.677S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="599"
          polarity="+"
          retentionTime="PT865.432S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT879.747S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="667"
          polarity="+"
          retentionTime="PT904.181S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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             byteOrder="network"
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    </scan>
    <scan num="629"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT905.233S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">849.772094726563</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="719"
          polarity="+"
          retentionTime="PT939.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.2490234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="658"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="357"
          polarity="+"
          retentionTime="PT941.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">703.849182128906</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="686"
          polarity="+"
          retentionTime="PT947.018S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">811.880065917969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="663"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="414"
          polarity="+"
          retentionTime="PT948.119S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">766.849914550781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="659"
          polarity="+"
          retentionTime="PT951.933S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1021.830200195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="667"
          polarity="+"
          retentionTime="PT968.703S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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             byteOrder="network"
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    </scan>
    <scan num="716"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="444"
          polarity="+"
          retentionTime="PT1020.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.788146972656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1049.5S"
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          polarity="+"
          retentionTime="PT1056.91S"
          msInstrumentID="1">
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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="433"
          polarity="+"
          retentionTime="PT1073.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.080932617188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="747"
          polarity="+"
          retentionTime="PT1209.63S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="988"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="154"
          polarity="+"
          retentionTime="PT1385.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.323608398438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1252"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="111"
          polarity="+"
          retentionTime="PT1762.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">793.386535644531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1312"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1848.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.917877197266</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1318"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="96"
          polarity="+"
          retentionTime="PT1857.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">406.800415039063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1330"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="190"
          polarity="+"
          retentionTime="PT1874.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">708.326049804688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1354"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1909.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">793.261840820313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1366"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="96"
          polarity="+"
          retentionTime="PT1927.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">768.56591796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1384"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="96"
          polarity="+"
          retentionTime="PT1953.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">460.189422607422</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1402"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1980.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.699340820313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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