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          centroided="1"
          msLevel="1"
          peaksCount="935"
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          polarity="+"
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lEgukyRJdaAEK8ZxVEl3uVRUAL90SXjOFEgdZyRJfAvUQfXEZEmD2URH5zlESYykhEzf//RJj9CESB/ZREmUaIQ0ehlUSZdGVDtiqKRJmJOkOJh5pEmZl2RD86FESZ1JNEjRQRRJn6mUTkFIdEmiceRHewMUSaO2VClvbORJrnbEUVlalEmwm7Q3vjR0SbHSFDRWUZRJs7bkPVtr9Em4PmRHDJn0SbnNVEiEMERJwhq0SYpMtEnESyRMRpXkScY0tE+qpFRJyCk0SmCo1EnJR9RJM1QkScxGdFQRVCRJ1QDUR0ZTREnWP1QwF6zkSdlhdEgm1+RJ3jW0TznnhEniR+Q4TOC0SefaJEWGMfRJ9GcETmwpNEn4OWRIkG6kSfpJhD7nBhRJ/rZ0SwXVhEoAD0RJ8iSkSgTzJFFoSLRKDCiUOyE1JEoQUmRCrEvESheVREfS54RKHowUQVmltEohmARH6OGkSiLEVDvPqoRKJeZETWah9EopLvQyeW2ESjeXFErRVMRKOXDkQj7AtEo7OKRKZ57USj3JNFEnlNRKRIkUQmEEBEpNs6RHDudESlHR5Eh8C2RKYWnUUQl15Epo2KQ9Aw7kSmsgBEmJh3RKcFQkPfaclEp2akRKToR0Sn0TdEVZLDRKgHdETpholEqKUrRF3JhESpBoNEB5SSRKkmX0NW851EqgIoRCi+skSqLqtEiE6DRKpcoERXq35Eq75gQ5/3YUSsHe9EU1xeRK5J7EOjrSdErsiSRIurdkSvMpFEh055RK97BURy+adEseOuQ5yiD0SyDa9FBjbCRLLJIkQpdGJEs6zcQ73GBkSz9FVFD8MtRLQnm0Q4Y/tEtEMkRIMiNkS0/rpEBT/fRLUpdEUzwxlEtbLuRGgOtES1xoFFB+adRLgX+EQ5QrdEuK3CRG4NzUS6hKlFIsBWRLt1C0Q3v9lEu/5vRApkhES8lplEUsvTRLza7ERI3HNEvVlNRAyYuETAA2JE/HgsRMCsvESLaxFEwWVSQ/FE6UTBigBDs8+wRMIpF0LXTF1Ew6keQ3EvdkTGZRdC10xaRMdymURkUEJEx7cvQ84VE0TJFaFD+iSBRMmw+0OBLZFEyg6qRA6WTkTPAg5EMrTXRNeelEOaistE3LaMQyWWuETc0IVDFXcYRN1Kw0RVP3BE3z6QREaqNkTjAVZDpoavROS3ekQGCk9E53EMQ01IaETrf0JEUHVrRPAvIEQMhCFE8khwRC5PKET/TvREEaO3RQILxEPdFhQ=</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="11"
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          scanType="Full"
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          peaksCount="16"
          polarity="+"
          retentionTime="PT384.735S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="415"
          polarity="+"
          retentionTime="PT699.425S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="494"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="380"
          polarity="+"
          retentionTime="PT725.408S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">926.008850097656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="534"
          polarity="+"
          retentionTime="PT734.077S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="512"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="686"
          polarity="+"
          retentionTime="PT751.911S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">706.014038085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
             contentType="m/z-int">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    </scan>
    <scan num="513"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="350"
          polarity="+"
          retentionTime="PT753.237S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.415771484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="518"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="467"
          polarity="+"
          retentionTime="PT760.037S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.031066894531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="650"
          polarity="+"
          retentionTime="PT776.844S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="498"
          polarity="+"
          retentionTime="PT778.209S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          peaksCount="605"
          polarity="+"
          retentionTime="PT803.428S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="769"
          polarity="+"
          retentionTime="PT805.725S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT818.243S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="528"
          polarity="+"
          retentionTime="PT819.2S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT820.258S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="473"
          polarity="+"
          retentionTime="PT846.584S"
          msInstrumentID="1">
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    </scan>
    <scan num="590"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="365"
          polarity="+"
          retentionTime="PT853.888S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.2529296875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT908.58S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="652"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="550"
          polarity="+"
          retentionTime="PT929.927S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.651794433594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="633"
          polarity="+"
          retentionTime="PT935.585S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.199523925781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT936.945S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="625"
          polarity="+"
          retentionTime="PT938.318S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="663"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="652"
          polarity="+"
          retentionTime="PT946.169S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.0146484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT947.393S"
          msInstrumentID="1">
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          peaksCount="822"
          polarity="+"
          retentionTime="PT963.096S"
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    </scan>
    <scan num="722"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="415"
          polarity="+"
          retentionTime="PT1017.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.852783203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="444"
          polarity="+"
          retentionTime="PT1032.76S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="746"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="397"
          polarity="+"
          retentionTime="PT1049.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.179870605469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="416"
          polarity="+"
          retentionTime="PT1074.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.141357421875</precursorMz>
      <peaks compressionType="none"
             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="367"
          polarity="+"
          retentionTime="PT1113.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">784.837219238281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1152"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1604.37S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">814.729125976563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1176"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="183"
          polarity="+"
          retentionTime="PT1639.12S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.436340332031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1194"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1664.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.741088867188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="215"
          polarity="+"
          retentionTime="PT1760.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.29345703125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0gpYEaXDlVDSgr8RkuYcUNQ9nVGhdRQQ1k+pkYLlP5DXZTMRt8O9ENfGFhF6yHcQ2BkCEZ7MvZDY1OLRks8Y0Nka5RHF0/VQ2VMekY/VWRDawzsRv0vbENuE8BGzhNmQ28UpEa6XHlDcEvhRxgXJUNxHOlHGnAoQ3I+UkXnvoRDcyvvR1/nTEN1QABEtYfEQ3dy9kWkpehDeBlgRcsu/kN5J7hGdeQpQ3wzwUXfbttDfTQURrW9L0N+FctGqFLWQ38lz0cRJk9DgKmtRbPrT0OCscRFvNvxQ4SltkgGKCxDhSJRRm3QAkOHjPJHJDKWQ4iSfkcMr5NDiZ42RfFI/EOKm6NFB7oMQ4ucnUb+dZdDjB02RruPREOMp41GqIS3Q42fFEa+BTZDjlpJRZ6nJ0OOsABEw9ZOQ5Ci2UaVrNpDkZNAR4PpTEOSowNHDTuqQ5Nf10ablNtDk5uMRqkViEOUGeZF4i3uQ5SGzkavMANDlQH0Rfnuq0OVjZ5G7GFDQ5YFP0braLRDlpPNRWSFlkOXqwVGvn3OQ5ksTkaMbBxDmhPHRyBLUEOanTxGB5TlQ5sbdkcbOjFDm6isRy2GvEOcCr5GKVvKQ5ynO0fBSilDnSEcRR48v0OdkbRHSzMGQ54rz0T2lzBDn2VMR4jWQUOgrNZGeiaJQ6GJV0Yp1iZDoqmoRjCO70OjrLZHCva/Q6So9kbe86VDpajcR5gr4EOmC1ZHAhMiQ6ZzZkchbTRDptJ6Rf5eQEOnnExG3W0ZQ6iu7kb8m5FDqTZQSIRRtEOppxRIaA6VQ6oiIEfAJMlDqrbsRhn+NEOrIvBHdrWAQ6yoNEcM021DrW10R5UJM0OuMrRGvCQWQ68lAEaCizlDsBAARLgV50OwoGJGMGSaQ7ETRkdU69xDsa4TRxmy50OyF/5HurJcQ7KiFEblWb1DszngRm0JbkO1HQ5G1V/PQ7WxzEcIMBtDt6S9R134eUO4KbpGKFo9Q7i210gEArVDuT/hRxWci0O5l+5Hn99fQ7olk0bBs9pDu7mERo0KlEO8I6pGmdyvQ7y2AUa9GVVDvSCORlQH2UO9XgBGP8zSQ72oekWjOQxDv6+4R9j0gUPAK9BHs21vQ8CxkkdklkdDwQgARKas4kPBpABFVBGoQ8ICVkc3KNZDwjkDRoUJ2UPDp0JGpJUBQ8QyKEZl/VdDxRfcRa0lEkPFlU5GpHbfQ8aoy0hh7DxDxxUVR4b4MEPHqyxGVVjkQ8gZQUbpnuhDyLFYR0A2lEPJLUBHGFHoQ8otPEZJsHJDyn/IRr/+EEPK0pZFoa2KQ8uuREc7MMlDzTtoRqkPakPNschGTX3cQ86aqkYHp8ZDzxHKRg+JT0PPp9hHogHZQ9AQbkb5KcVD0KT6Rd+JGUPRvUhHUzQnQ9K24EeMSGJD0yT4RnFTvUPTsjhHAgZDQ9STHEa98UFD1SU0Rtzf/kPVrxBHjHyaQ9Yv/kc3QsND1qRuR108uEPXKABFKGBAQ9efBkc6d3ND2A5GRk/t5EPYwxxFphebQ9kqaEdBbvJD2gHURctLYEPao3JHBXdXQ9wvoEZ2qkpD3LAARNh7A0PdHRFGiocuQ926ckaSx2ND3iUgR1hFxUPeocBHhLVSQ98od0cr7JlD4LBZRjIQ10PhMeRGGNrbQ+GfuUfcnGBD4hk5R2DcTkPitZ5IKLqJQ+MB2Ed6515D452wRZg9tUPkOpVGO861Q+SH2EapZZdD5TV0Rsc1OEPlow9GASWJQ+YbUEcyIMRD5qI7Rqkj4UPotodHlUfPQ+mjtEdc6ndD6kIrRxvH4kPqrhFG36YiQ+tJmkXFljJD666hSDTehEPsOMtHeLBDQ+y1YEb3sPpD7aw/RYnu8UPvpNdHQFWYQ/BaDkbnqtVD8LYjRiSYr0PxF45GSkfpQ/JZgkZ2b8dD8q/SRmJqKkPzMdRGQfezQ/OqvUbvGpdD9C3ERrNSM0P0rJhHEJ4vQ/YchkUHkGZD9qqKRowk4kP3OhFHAc5EQ/ewGUenK7BD+GA4RzBBiEP5uWFHP1gsQ/qrbkY8tklD+8GmRxGqOkP8JmNGl2BOQ/yi10abqFpD/PJQRhfzVEP9tqNGmJTOQ/46KkeQPNtD/sN7SAQlQUP/CABGCFa9Q/+wtEbMnxtEABeFR7Crp0QAQz5GI9b9RABiVkYmIrNEAJWvRtd2a0QA3KZH/5oZRAEaPkfERNJEAVmoRtWbIEQBlVlHOlXERAG7AkaTDXlEAeNURqHoz0QCO6JGLNSeRAKUr0bfC+tEAtFPRs0MvEQDGQBIMjr+RANaHEelgUNEA57sRwrCrUQD3uJFbnybRARZxEePDCBEBJaYRaiIsEQE1stHNT/CRAUdIEfUUApEBVg6Rg5XUkQFlABFD9G6RAXZfUefO3NEBg3qRph+70QGWTJGBia8RAahHEbV0kVEBuFWSDSiKUQHFhpHWSOZRAeg3kVNeR5EB+VERpxPIUQIGuRFWoj+RAhd1kZUNFlECKO5RgLWmkQI2OZHnbKMRAklJkbiEglECU2kRaXYiEQJi/5Gmk2eRAnAAESZxPpECidwRjQwdUQKXZxHPyuyRAqYuEeHRptECttFRa9TXEQLFnRHQYyBRAskAEYAhetEC1V1Ri7Tj0QLlMpFp/0lRAvZ8Eh8LkVEDBjSR5LylEQMVahHjtDyRAznYkcr5edEDV/4R8gt2UQNjHpHgUtdRA3mOEeRT0dEDgwARj04lEQOYUtGlX4/RA6gike2kdFEDtp4RomBw0QPESZHEGqARA9hHEau/ZFED6eNR1e/DkQP4uBIEyf/RBAbJkgl2t9EEGKgSAyDGkQQp7hHq86qRBDjwEc43NxEERygRgmHJEQRYMhF301HRBGnSkdvCG1EEd3nSCZX5kQSHfhGXCMuRBJRUEblUglEEpzIRgVoH0QS32RGysAMRBMoREaCbBBEE141Rng5A0QTn2xGxJ3VRBPfkEbwsE9EFCT/R5DfPEQUarRGfj92RBSitEeEY9FEFN7yR6Bd60QVKBBHH8ZxRBVY4kgTEXdEFaC/RrxHKkQV05dGgfbHRBYi4Ee7BEBEFmJtSB1E60QWpflHX5XURBbdeEj8e2hEFyFUR8tnQUQXYSBHjH+FRBei/kZa2iBEF9+vR0r0d0QYHFlHhcQcRBhgrEejLUBEGIy2R3fj2kQYrABGY1wBRBjXzka3gpxEGSPiRxD59UQZST5HHa+tRBlsRkZFfN5EGZneR3g4g0QZ7MRGJm8CRBph1kdY+yVEGpiERstR6kQa66xHwguzRBscmkg8omdEG11KSA/vrUQbnsxHRHcXRBvqh0cr1X1EHCHMRhVeQ0QcMyRGGiR3RBxlVkVyyaJEHJrMRzpgOUQc5MBHqm1uRB0iP0e2oIJEHWLWR4xS9EQdgZJHPmsuRB3dVEcQ+nJEHh6oRrfFzkQeWe5F5/i2RB6ppEc9IWdEHuEcRyviZEQfKQhGAWciRB9h3kdeU6BEH58/RzHkqEQf6KxHXuuBRCArmUdKNBBEIGUuSARjLEQgnkFHs9unRCDo4kceY6hEISEdR9/h/0QhX/5F6egNRCGNUEcL0fpEId3pSKf2jkQiIAJH4gqYRCJi2kZvvZREIr3pR1xyuEQjIFlG8akURCNfbETPjdVEI55URpVJ7kQj36pGyHWbRCShsEdja9ZEJNY2RpfNVEQlLcRHf9ayRCVelkclPYpEJZ6fRm5B6UQl3ehGi/JGRCYjiUiKuuFEJmU+R+L81kQmmCRHOYDoRCbiBUeZRxdEJyhERoloVEQnXVBGh2siRCfl7EeZGFREKCFbRsmXcUQoV+pGGe2BRCiOmkXf5SREKNtmR4Nf/EQo94ZHB8NuRCkbw0c/TthEKWn+SEQuwkQpkxxHtzBpRCnYkkgi79lEKinJRzS0I0QqaptGPQs6RCqUpEcRJj9EKqJyRcloDkQq2PZHF30SRCsqbEYhq6pEK2P8R5ahRkQrnHpHCKtwRCviyEZJzTNELCUkR9V8GUQsXABEaF01RCzgJEgiErJELSFqR2jHLUQtYxpGw9XERC2bP0YW6WBELe4SRwxOV0QudVhGddK7RC6qMkVOJ8ZELvRiRoqol0QvJ1ZGj7hGRC9TZkdYlddEL62gRp2d/0Qv8q1G68DiRDAw/kYaYnNEMGJ2Rd+4HEQwkmZFcQlMRDDjdEcWKoNEMSOmSE4WyUQxaLtIHvPFRDGbIkdX1n9EMe6yRvVuzkQyIG1HEDXCRDJYXUbM/QhEMqCIR10VJkQy7UlG+B4tRDMroUcSt5dEM1jRRow/C0Qzl4VHFPuuRDQexEdNzUJENDlbRtuZlkQ0bHFHQuGGRDSjHEan2TVENOOQRvB9gUQ1IFhHDG9qRDVlRkcqiXBENaVTRu+A3UQ1yW1GZyHHRDXrUEcEuI5ENiX7R50rXEQ2WQtHYFd+RDaewEbxkYBENx+PRwrDIUQ3Zm1G0PpHRDfiSEiWCIFEOCaUR4+x50Q4byRHBwupRDil9kbbFZ1EOPa9RwJR8EQ5Is5HiZGQRDlXRUca8xlEOe15R0Yzh0Q6L4FGmy8JRDpuKkZ+xYdEOq0MRxWaLkQ65TRHiev8RDsvPEaJiu1EO1E0RdPJQEQ7d5NFsiSfRDur3Ude0fZEO+KeRz/DFkQ8Ja5IP6J8RDxPbUcjSOtEPJ0WRt8uoUQ83ABE79FORD0w1UZ/K49EPWMhRj3tnkQ9pWlFVw9cRD3urEcPcRhEPhiwRze750Q+b09Gu0kzRD57L0WXwyxEPq3qRYcMOkQ+6QJHuDE1RD82dUbCHf9EP15kRwdOSEQ/qQRGYmAcRD/Kq0aXJKxEP+toRrPnEkRAJn9GKjozREBmKUeYRC5EQJ4uRoTjlERA33BHTHuqREEkwUaDdNFEQWgjRyWrXERB2BtHw5FvREIhwEdeU+FEQm1GRyNTLERCniVGLq8nRELlAUeOdVdEQyRqR8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    </scan>
    <scan num="1348"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="175"
          polarity="+"
          retentionTime="PT1882.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">677.781188964844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1360"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1899.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.240264892578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1366"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="84"
          polarity="+"
          retentionTime="PT1908.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1020.680541992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1372"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1917.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">685.313293457031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1378"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1926.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">553.472229003906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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pGBIsTRLkJj0aaX2hEuYE/RrMfXkS6CntF3ef9RLqWpUYTIYFEuqk1RhbyzES7SABEidG/RLtof0afbA5Eu8j+Rp2P5US76OhFb4xIRLxf50bI55JEvKqaRqYxqES9Q59G2GpnRL1L40X5T7JEvY3zRjtMrES/iP9GEw69RL/Qt0aSRoBEwIeQRsc/u0TBZABEmvSpRMLFNEcBu15EwwuPRq3QO0TElOdG8wqMRMT45EYkAmlExm6/RfOuY0TISIFGTtpbRMinh0ZTHClEyMLXRqjRA0TJZehGWVVoRMl+2kbTcM9EzO7mRiCBH0TNkK1GidZuRM8ho0aTtPJE0PAAROWyhkTS8pBFzt8xRNdhv0dA0pFE2vdHRlBVf0TblopFpehaRN8cgET64klE4QllRj69LETjai5GnVsjRORHRkYG0DJE5s2ERavupET0frRGS54SRPuItEX/IctFBCXPRY7xHkUFYzxGcUCR</peaks>
    </scan>
    <scan num="1402"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="70"
          polarity="+"
          retentionTime="PT1960.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1113.261962890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1978.29S"
          msInstrumentID="1">
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</peaks>
    </scan>
    <scan num="1444"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT2021.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">603.549072265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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