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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="33"
          polarity="+"
          retentionTime="PT364.934S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="61"
          polarity="+"
          retentionTime="PT373.664S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">507.214508056641</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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lFqdA7RKSf3EU7HTFEpOcYRWwUFESlpvlEBoF9RKYHX0ULq6xEpvqdRSYkSUSn6+REa/6bRKhjlEXlSzVEqSChRUIakESquJFFfUAKRKvfMkS4WHpErLt/RZqTmUSs1JZEe4yIRK17AkSYPUNErrT3REdqZUSvfqZFMRieRLFylEURfQhEtW+VRZxsGES4BnlE5EvvRLgu3UVMb1tEuJrVRfk+C0S4v+tETU31RLo2q0ReXAtEuvS8RNZ7TkS81mBE3Ta8RL4HFkP/xwhEvkkHRNd9NUS+/PlE7ifTRME4pkP5ZaBEwZgcRR6aVUTCrqhFANAWRMM6OkUK8wlEw9TJRd5PCETEU+JFP49zRMRi4UVLLghExi8XRg3/f0TJDFtEl3mDRMosgEPJff9EynhuRMArvkTKwJZFAvSCRMz2H0ShXR5Ez31JRXPk2ETUS0dF26W1RNgPW0UEjlBE2cCVQ63+hUTeaOFFI8DaROB/JUTMFJdE5zPeRYFUZkTo3XZEmCEIRO+Xs0RErglE8NgAQ00L/kTxMmJEjL0ERPuHqEV8bjRE+86xRTyZbUT8lR1FUVMtRPzunEUv8hhFBGtIREIG2kUJznBDptwi</peaks>
    </scan>
    <scan num="260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="42"
          polarity="+"
          retentionTime="PT382.393S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">914.587341308594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="266"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="54"
          polarity="+"
          retentionTime="PT391.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">525.106628417969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="462"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="297"
          polarity="+"
          retentionTime="PT675.401S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="297"
          polarity="+"
          retentionTime="PT684.09S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="479"
          polarity="+"
          retentionTime="PT692.767S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="396"
          polarity="+"
          retentionTime="PT701.444S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="510"
          polarity="+"
          retentionTime="PT792.691S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="647"
          polarity="+"
          retentionTime="PT802.954S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="659"
          polarity="+"
          retentionTime="PT803.964S"
          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="457"
          polarity="+"
          retentionTime="PT805.546S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.427978515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="323"
          polarity="+"
          retentionTime="PT813.031S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.226837158203</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT817.079S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="440"
          polarity="+"
          retentionTime="PT837.621S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">539.005004882813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="593"
          polarity="+"
          retentionTime="PT840.383S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.706420898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="451"
          polarity="+"
          retentionTime="PT841.344S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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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="686"
          polarity="+"
          retentionTime="PT909.409S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="479"
          polarity="+"
          retentionTime="PT910.445S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.508972167969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="670"
          polarity="+"
          retentionTime="PT935.634S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="383"
          polarity="+"
          retentionTime="PT936.981S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">853.284057617188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="556"
          polarity="+"
          retentionTime="PT940.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">814.570922851563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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          centroided="1"
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          peaksCount="545"
          polarity="+"
          retentionTime="PT982.786S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="714"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="390"
          polarity="+"
          retentionTime="PT1015.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.889038085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT1040.08S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1044.02S"
          msInstrumentID="1">
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             compressedLen="0"
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contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="391"
          polarity="+"
          retentionTime="PT1048.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.293334960938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1041"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1453.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.650177001953</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1149"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1608.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.458129882813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1173"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="185"
          polarity="+"
          retentionTime="PT1642.42S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.592407226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1179"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="184"
          polarity="+"
          retentionTime="PT1651.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.301910400391</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1191"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1668.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.620391845703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1251"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="296"
          polarity="+"
          retentionTime="PT1755.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.289367675781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1257"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="185"
          polarity="+"
          retentionTime="PT1763.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">610.301391601563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1320"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="194"
          polarity="+"
          retentionTime="PT1846.67S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">824.680053710938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1326"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="206"
          polarity="+"
          retentionTime="PT1855.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">593.507019042969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1362"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="148"
          polarity="+"
          retentionTime="PT1908.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.895538330078</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1368"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="149"
          polarity="+"
          retentionTime="PT1917S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">718.917846679688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1374"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1925.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">419.224731445313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1380"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1934.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">677.35400390625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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ZGGxo4RLTlfkY+MdVEtkVeRyLiG0S4gIFGOvutRLtghUa915hEvDZqRaVRoES9igBE/U6QRL4HwUbEnABEv2UBRrMJLUTAAqRGXECoRMBFp0aHV2hEwuMdReBjhUTDJJpFzrjdRMNUuEcLOEBExrjjRoDH50THDNVFnlIZRMkbg0Yza5ZEygkcRhlKqUTOm65GICM0RM7yx0ZbrWVE0Uc3RizKuUTSynZFsFh8RNPlR0czzP1E14sgRSn2CETnE7JGmPtZROqCAETUV11E8XTpRsC9ZEUjCsJGNOLb</peaks>
    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1942.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.996765136719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="134"
          polarity="+"
          retentionTime="PT1951.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.259338378906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1398"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="228"
          polarity="+"
          retentionTime="PT1959.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.927185058594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1404"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="103"
          polarity="+"
          retentionTime="PT1968.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1065.294677734375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1410"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="210"
          polarity="+"
          retentionTime="PT1977.29S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">647.915222167969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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MXAEQ35HBIpX0/RDgl4UdvsZhEOGgxR6PWT0Q44eBIJUyQRDkylkddVxNEOWIjRsjDJkQ5nNtHY9bkRDnlGkdI60REOisVRrYHIEQ6ZvJHfEbjRDq9TUgPRxdEOu+uRzPLM0Q7L7VG8p/+RDtnekbSXYlEO5++R24PxEQ732ZHZpBmRDwjTkhXQ5NEPGEyR5PIfkQ8kiJHtzuYRD0EJkZnluREPTCURgcpFUQ9YsRG6eY7RD2q/0dTuxtEPeygRvnVN0Q+NJ1G4tpzRD5siEdJGnhEPqD1R08QDUQ+29VG2O+PRD9kWUdAV6NEP60/RqZklEQ/4GVHRfRKREBfZUerA3FEQKUsR2zJB0RA8FtHusd3REEl5UdDKuNEQVbNRVoYJERBbbhE1EqFREGe6EeK06dEQep6RPY5OkRCMcRHkCzvREJsO0cBkn5EQp/1R/gMEkRC5TRHcOFYREMuCEfixkBEQ2maR4AZo0RDol9G6iy0REP180eeZtdERBIBRxzTfkRESThIOX75RESGwEcvdNBERMMNRzMZgURE8kFHQgn5REUjGEfCBBBERWoeR4w+ykRFnZZHE7IrREYrBEgebSJERmccR7wZPkRGonxGuhU5REbvdUcgfvpERy14R2KZq0RHdE5HfN50REecAETUgvdER/DHSAGlqERIHMtHEK3RREhoC0gF3iZESJP/RZ5G7kRIv19HFGw+REjtwkX5EWxESToWRpWLIURJSepFJj6jREl90kbG1jlESbUgRrya+ERJ1k9GET6hREnmqUYKQaFESjADSHd0z0RKb8dIfkODREq1o0fVsHNESuqmRzAcF0RLHypHdoYFREs5FEbS64dES2IFR3bgOkRLr9pIOp1CREvfwUgi+O9ETCRQR5RAQURMVeZHGzwyREyFBUcWiX5ETMDYR1J5YkRM59ZHkykjRE0eskg+YaNETUwiRnOuikRNxfBHwWMbRE3xOUcmmKJETizJSBHbfkROc1JG34V4RE7HF0egTvpETvCURkffzERPLTZHFlcgRE9dP0cIQbpET3dLRfdPUkRPpb5HMHpGRE/sDEdtropET/30RlBTGURQMGdHjnmZRFBpOUfKGTFEULTnR2kLkURQ+sBHkFvLRFE4RkdhmwJEUW0xRxi3UERRrMNGp3hiRFHhyEXaMQ1EUgieRxxZjERSMo5HRE5FRFJ7j0c9Xm5EUovCRpli3kRS3JNHgW3qRFNCBUeKXC5EU2juR6qdbERTyKlHSClwRFPsvEagQhpEVDDMR9gf9ERUaFJHFDscRFS7hEcFjWpEVOr/R0QDQURVNU9HiWynRFWkZUXX3gFEVdsJRxsho0RWEx5Gh22CRFZS+kdcBndEVoQjRnpdgURWyiRHYYCMRFcCQEam689EV28zR28e0ERXt2tH0ocCRFflZkaVUvlEWD2JR4TGt0RYh65IR/zwRFitDUe6SeBEWN03R04H6kRZHPBG0kJ8RFlWVkcALv9EWb8AR27390RZ4R5HHTwjRFoaskcKwmxEWmD1RoWQPkRahvpGn2hfRFq8/0dSv6hEWwoSR27IX0RbMK9Hh/ugRFtuCkgDDrZEW7c4Rz6mkkRb8eZG0SupRFw1fEeG771EXHPqR4HZtERcr8xG3x3cRFzy60WwD7xEXT8NR05CT0RdenVHsr9BRF3FHEfLVMlEXffySA/jX0ReZUVHzZbRRF6SBUdUEwpEXrcZR8T3CURe/GBHqoAZRF9arEbePFNEX+F8Rrj9IkRf/R5GFBOORGAuMkc+gl5EYHbUR2zxNURgocRG09WYRGDmd0dfj/1EYTsvR8nVyERhf05GtYwpRGGxqEeA8rFEYfMTRrKGukRiCShF/5djRGI3GUd3K3xEYmNNRsHnkkRicY1FrDUTRGK0gUcIHA9EYvW7R8o6I0RjKmVHvqtwRGORuEd/GjtEY7KfRulM9ERj7AZG7xgdRGQ5EEcAaqpEZGsFRo5Qo0Rko6lHEGxTRGTFikZNCH1EZOspRqNGzkRlJ35HVmLBRGVfCkbndKJEZbT5RdO4+kRl4w5HF2JsRGYJDkaCpyZEZkbMRg1CRURmbHNHIT/PRGab40bGcjtEZyrYRq14xkRnaaJHAVTTRGeSCUeRTkZEZ7lDRffl30Rn9lVHKJwrRGgpRkYKEtFEaKDUR5QPa0Ro8GVHuIS6RGkjDkbclWlEaTU3Rr1vW0RpdpBH+LsfRGmAAEalK8VEaa1/R11m0ERp1TtHE9GxRGoBvkaecZJEai7rRxUKaERqTABGGBeFRGqjw0ep0hdEar/zRvAxPkRrBUpIBF8uRGsu7EeUSY5Ea30TRzQUEURrsr9HvnSLRGv8K0b8OvVEbHs1R41D9ERs7TpHxjdXRG0nGkeK/b1EbXaqR5HLWERttRlGN1zwRG3pfkdpgIZEbldxRywcV0RujK1HytNyRG66tkcpOV9Ebv2cReVVMkRvNJRHUhqxRG9nqEdOI+pEb4V1RuJOpkRvtkZGu5ylRG/wVEend+REcBtLRvLMF0RwPuZHhX9MRHBnr0cbpUJEcKpFRjCcSURw2fZGsYthRHEGO0cBxgtEcTqnR0Tzq0RxZf1GEmBoRHG9F0bA0M1EcfRKRz1UnkRyMBZGzoEBRHJi/UYpc9BEcqoERk49z0Ry7uxHYqQaRHMzIEdb0cVEc3esRwVk0kRzuh9GwUI1RHP6EEgA3atEdDd2R7ESFkR0Q6NGnmwDRHRwe0ZHpslEdLuSR2kOZUR09nFGMLT7RHUnm0cDE9xEdZPZR4ROZkR1oHNGh6ttRHXf00dAATVEdjEIRtK2l0R2qBFGopsuRHb/yEYfGf9EdyFZR9PuwkR3djhHckggRHewQEcD+7ZEd/MLRp/+rkR4OhhGXF0ARHh+KEcxuP9EeMOpR6F+UUR46Y1HEOhIRHkLZ0adDpZEeTF1R6qV90R5ahlHHC7eRHmv00bNaSNEedKMRy7lHkR6AN1HC3g5RHoytEeAXBREemWLR8w5vUR6rhFHJNB3RHrfrkdBY/NEewS9RkBqx0R7QJNFp5MjRHt86ketuPhEe5gARgbthkR7vAZGYvm3RHvp8EbVVhNEfEoxSAR560R8dCNG0qx7RH0fuEetKOtEfVwLRpH470R90v1GmWcZRH4F90ax/2JEfjmYRod4tER+bXpHq+TiRH6ZpEaMb0tEfsBsRmt6JkR/DYJHzp4DRH9CKkgZT9pEf22aR4Z84UR/um1HPY4wRH/hWEc1mipEgDNwRp0zBESAWo9HXSkcRIB0PkY242lEgInSR0XmPkSApeRG65AaRIC/DkclPJNEgNIAReVRJkSA9fJG4/YkRIEajEduja1EgTuSRxDiTESBmTJHJayDRIG4Xkb1xBNEgcXyRo1J+USB47BHNhe2RIHxLEbkQTJEgjvIRq88aESCWKJGu9o7RIKEBUb8DItEgqfXR0zub0SC38lHtl7RRIMQfkYrJfpEgyx9R41H2ESDZcpHCXUQRIN3zEcBB7FEg5rcRPQicESD8KlFloUlRIQBrEYyZIFEhDP4R5W1G0SEUMJGS+5SRIRkBkX7FSBEhIPYRlVA6kSEnCNGoe7gRITJ30eLon1EhQeuRir7xESFIkRHgmRMRIU+UEUSB6FEhV6wSGmny0SFngRGfMjjRIW9WUakY61EhfbcR5oVs0SGBTRG/4k6RIZYxUYTIQxEhpqMRrFRR0SGvPhGtbt9RIbtPkZwyY1EhwP/RQQJuESHLDJHBLxmRIc/FkcjfbVEh1foRv/K4USH/t5G2gjhRIgwhkchsuVEiEVSRqKRlkSIXU5G/NEdRIhofEX+MaNEiJn/R1G6EESIutpGjXpdRIjqoUdHKH1EiQ6XR6MbCkSJJABFzj0jRIk6xEeGtBVEiVtQR1HLjESJhX5Gajm4RIm3MkY25YlEiey+ReItHESKK0BGqN8JRIpLXkdN5QJEiuT2Rqx2GUSLMzxGjBbIRItjRkaLdo1Ei5d2R15OiESLvKNHe2IVRIvrfkYdqKREjBx6Rh7E9kSMPmRFXht2RIyXfEcBt/1EjLlGRxOevESMybxGJEXPRIzaUkZu7l1EjP9FRs/d30SNF4FFoUJsRI1DVEdQr+ZEjWB6RSc4RESNdZJFrVD1RI2FrEW6WXREjZr4Rym4mkSNv1FG3D3YRI4FTEeb5y1EjjCLRb4780SOQqRG9emLRI57hEYXU2FEjraTRo7gDUSO3zJHlP9YRI78SkYcgYtEjxteRoO72kSPNbhGjH5hRI9EukZ1SUVEj578RwzHuUSPvutGCfZCRI/1sEcM9E1EkBNDRZiHoESQfLZGjxjzRJDSPUZxzWpEkOPLRnSzCUSRGRBHA1Y4RJG8kUawj81EkfqXRrAjmkSSDFRGBHt2RJI5XkXHGTdEklbSRz/V3ESSekhHXHJ/RJKvkka26YFEkuV8R1q410STIr5GiEmQRJNUxEYf8MVEk5aQRq9y6USTwABFU+QuRJPinkdZd6FElABsRYTSwUSUOFxG7girRJRiK0c0OGdElICyRgm0QUSUpRtGk/G8RJTBNEYjSg5ElQUXRf/n40SVN9JHWK/0RJWCf0a9nx9ElbhiRlyfn0SV4JRGVNysRJYC9UUF/PlElhmMR9qqBUSWPpRG84pDRJZSEEcKZ3NElphxRlSmU0SW3UBG+XqxRJcfbEZjUFdElzY1RZrMUESXg29GdvD9RJezXEcT+tNEl88+Rsxmp0SX8L5G16ooRJg1aEWzS81EmH6iR7oYDESY/WFGqXPZRJk2AETpynJEmacrRiSBtESZwvpHUUEoRJnWzUZlxsJEmgcaRoKskESaYBlG8kaHRJqLC0WDV9xEmpvQRUOJKESaudRHFjquRJr6AET+ma9EmyeYRnuLykSbWMFHTBBpRJtjLkZScA9Em6BvRwH050SbxtRG3LA4RJvjM0ba+J5EnECJRhvjiESchoVG3uDrRJyhbEcBtw9EnMIARnNydESdGZ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    </scan>
    <scan num="1416"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1986.26S"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1428"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="167"
          polarity="+"
          retentionTime="PT2003.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.832458496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1434"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="148"
          polarity="+"
          retentionTime="PT2012.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">741.061706542969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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ZFT9LURMZmrkXeWFZEzHrDRku7o0TYGXxGbnlhRNkavUUwxxdE+WCIRgpI4kT66JhFu+yYRSPGTEXxKQk=</peaks>
    </scan>
    <scan num="1440"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT2020.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">882.042053222656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1446"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT2029.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.324645996094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1452"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT2038.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">708.975036621094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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