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          polarity="+"
          retentionTime="PT365.738S"
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             compressedLen="0"
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             byteOrder="network"
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    </scan>
    <scan num="434"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="146"
          polarity="+"
          retentionTime="PT637.142S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">709.807800292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="477"
          polarity="+"
          retentionTime="PT715.354S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="632"
          polarity="+"
          retentionTime="PT732.569S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="660"
          polarity="+"
          retentionTime="PT741.596S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.176330566406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="507"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="509"
          polarity="+"
          retentionTime="PT742.928S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">830.694641113281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="604"
          polarity="+"
          retentionTime="PT753.606S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="441"
          polarity="+"
          retentionTime="PT759.848S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">761.368225097656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="619"
          polarity="+"
          retentionTime="PT761.22S"
          msInstrumentID="1">
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          polarity="+"
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          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT777.093S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          msLevel="2"
          peaksCount="620"
          polarity="+"
          retentionTime="PT778.319S"
          msInstrumentID="1">
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    </scan>
    <scan num="532"
          scanType="Full"
          centroided="1"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="529"
          polarity="+"
          retentionTime="PT785.519S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">737.469970703125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT786.889S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="519"
          polarity="+"
          retentionTime="PT797.887S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="555"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="671"
          polarity="+"
          retentionTime="PT810.407S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">654.265258789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
             contentType="m/z-int">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    </scan>
    <scan num="556"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="578"
          polarity="+"
          retentionTime="PT812.011S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">964.740295410156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="460"
          polarity="+"
          retentionTime="PT813.274S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="688"
          polarity="+"
          retentionTime="PT819.365S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT861.169S"
          msInstrumentID="1">
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    </scan>
    <scan num="597"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="481"
          polarity="+"
          retentionTime="PT862.313S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">728.132446289063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="395"
          polarity="+"
          retentionTime="PT885.718S"
          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="710"
          polarity="+"
          retentionTime="PT911.656S"
          msInstrumentID="1">
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="402"
          polarity="+"
          retentionTime="PT913.042S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="485"
          polarity="+"
          retentionTime="PT925.899S"
          msInstrumentID="1">
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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="533"
          polarity="+"
          retentionTime="PT946.342S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">680.628540039063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="716"
          polarity="+"
          retentionTime="PT954.326S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="552"
          polarity="+"
          retentionTime="PT955.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">738.315856933594</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="592"
          polarity="+"
          retentionTime="PT1057.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1045.031372070313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="516"
          polarity="+"
          retentionTime="PT1077.81S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="551"
          polarity="+"
          retentionTime="PT1117.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">831.523803710938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="265"
          polarity="+"
          retentionTime="PT1368.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.561828613281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1052"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1462.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.64794921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="158"
          polarity="+"
          retentionTime="PT1739.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.522735595703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1748.48S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="185"
          polarity="+"
          retentionTime="PT1757.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">599.26806640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1840.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.038146972656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0hDSEYSwJJDTShjRpaXTkNRM7xGBEOgQ1MEKEahHrhDVBc/RwHKGENXI9RFacY9Q1e8TEYPKkFDWTh3Rj4XTUNbBmtHkA73Q1wFU0asCf1DYCAARHnGkENhU0RFV8MwQ2LwAETuwwdDZDTWRogwSENlKotGgnv8Q2YE90cx+UpDaAh4RK784ENrKoJG6aYFQ205+kYt2A5DcUOSRgdnq0N1RupGTKkmQ3da7EbQCGBDeDAKRe31wUN7RWpGkGnYQ3w+pUcbz6hDfMAARb5gC0N9UABEfeiAQ39DdkbAKblDgBNIRspHL0OArW5HJyR4Q4Eb6UcEunVDg6IqRTxJBUOECTdG6gQtQ4SfIke1CghDhRYyRcXam0OFp6hHNc1dQ4aVk0baUhJDh4W2RolrvUOIpGlGTwv6Q4mdVUZFmtRDiimdRn8oLkOKt0BGG4tEQ4s6EEUdq81Di7DqRok7S0ONNKJG5dfYQ42ftkg7LVNDjqw6RlHkvEOPr51HAplkQ5AecEXN9eBDkK0gRirRkUORKbxFmFChQ5IMxEaKZ7pDkqmtRVfGn0OTB/pGkt33Q5OaxUbTXwVDlSfERwnC0EOVsdRF52o6Q5akIUdO/vNDl8ouRuYaEkOYzmxFjvKyQ5majkaAMPFDmlLSRtRzNUOatjRF9T9UQ5smY0Zvjn5Dm7MfRwB4GUOcHVRFADNpQ5yerEdzHU5DnS0KRuzuA0OeHdhG9RcLQ59VUkZk1lJDn7RwRgWD8kOgpIRHHHXkQ6EqHEXuzLVDoYSKRp0PF0OjQgVG2ha9Q6Ob5EcaSwpDpK3XRy15aUOlNyJFr0QdQ6Wg+0elSypDphvQR6cCN0OmoaJG7iQSQ6gxoEWabXFDqK6GR547aUOpMcxHtN17Q6mrikiBR7NDqj7eR47s40OqsqBHr9W0Q6sFBEc8Bf1Dq58iSAn1IkOsCORHKbYRQ6y6tkZ0/ZJDrSsARdTqjEOvMFVHQnaSQ6/WCEcynEVDsR/cR5PeDkOxmZxHGduTQ7KpakeZYsJDsypqRlR8oEOzsERG9VqCQ7QbqEY8/ZxDtIyaRpW+0UO1redHWnayQ7Yy8kUWxZpDtqxgRs09lUO3q+hG1xGJQ7i2QEfcE/FDuUX6Rr2bmkO5k7ZHCfYYQ7oLzkZs1dJDutLkRkrZ3UO8ao5HqWx+Q7yzSkdj4iNDvZVURgfGtkO/s5ZHL3E6Q8CYAESXe4VDwUjgRsqyTUPCMjhG2ckkQ8KhMEc9asBDw6p8R8RkdUPEr5ZHDC5wQ8UuAkbBo0FDxaXgRmCeDEPGchhIi+d7Q8azvkf2vJpDxwAARr+W/UPHo91IGZ0wQ8goQEezBqxDyMQSR4qhaUPJtRRGyMN8Q8ph/EYXR8hDyrB4Re0CGEPLA+dFrzmQQ8uw0EdEevJDzDnnR3BzOEPMrMpFqER5Q84LgESpNU1DzpsMRyi9okPPCABE2QHqQ8+WPEeJxL5Dz9zqRyK7VEPQH9RHMplcQ9Cwmke/m4ND0R9YRxIdIkPRpJtIDiBVQ9IzRkUJtq1D0rwgRxvdbUPTpdRG8OhxQ9Q5KEcq9xxD1Lo4RmQkHkPVNK1HPzpYQ9WumUfrrBND1ii6R0ZezEPWsfBG3zLmQ9eMTEfhcZdD2DgCRbKX0EPYripGJv2BQ9kuDkbJiVlD2bX9Rz+EC0PaA8BG+XrbQ9q7/0a2ZydD2yHdRrw5t0PbrqxHLZq1Q9yttkahbV5D3aMSRzYL/EPeK8pGwAsEQ96eNEb6/kFD3uyQRpuOMUPfKABFeLlgQ9+FUUYPb7xD4KA8Rz9CA0PhJbNHWqpFQ+GvWkhT99ND4ioeR2mMpkPisHZInvFoQ+L9SEgVxHZD40AARt+quUPkQ1xHHMzhQ+TI/kYucLVD5aViRpOO2EPmMflG+wpuQ+ayL0Xf7hBD5zppRsYGZUPnm3VGr6XEQ+fmDEaxL29D6LcpRzlhAUPpKrpGr9ZUQ+mG2kVVqaJD6aI0RZvu2EPqNd1H8+NjQ+q8NUcCfTpD6yq2RQTcY0PrtsNILyCvQ+v9F0cbxSBD7EniRpwVAUPsufNHpmHrQ+1yYEaMzBlD7cwsRl32w0PubEJHVu6WQ+8y/kdiXCJD76yTRlTeoUPwc+tFe72LQ/DH00TcpNFD8atURzUHQEPyvaBGXfHtQ/M7w0aR1P9D87fKRvlfeEP0DCRHCinrQ/R2QUdNp/5D9Mm/RaWxBEP1KoBGk5fIQ/WtL0eeidND9gbPRx+xfEP2SABFygoVQ/axwEb/L1FD9sV2RbU2gUP3PUpGxCUJQ/e4aUemeTlD+C/OR1W3f0P4watF9DmfQ/k6TEbPMLxD+rICRt4PYUP7KaJHZOZkQ/uHDkdIGE5D/Cq1RwzGKEP8m2xHmzLXQ/3W3kcoAZ5D/igARAqmVkP+ro9Fa9TeQ/8Cz0eNpq1D/zzDRsU/SEP/oLVFJoIZRAAhXEgWHDlEAFz8R3q4ZkQApYlHGPKkRADWIEhBkzFEARytSAV6w0QBVxxHiu+GRAGOnkZ7wVFEAd8HRtdpU0QCF6BHDN6hRAJfdEVrJNVEAnGoRQ88LEQCnoxHIchxRALIrUa+nMVEAxDMRxGtzkQDfPBGJKi6RAOlP0UxfxVEA+R9Rhwea0QEVzJHVrtFRASVT0bFYDxEBOOwRalhr0QFH2ZHkYnwRAVclEcpK3ZEBaHQRpsRgkQF4jxGDbcXRAYUGkcXuC5EBlrYRzkIYUQGaABGBny3RAbbFUdgR8VEBxz8Rx5neUQHVnZGbeAJRAd+JkaK2BVEB9GIR1Lap0QIHjJGGy/TRAhef0X0KglECJOkRsX9vUQIvWpGJ0ALRAjlKkbRFL5ECQjcRo77TUQJOJtG2tKyRAlmE0eRqEZECaGyRivAUEQJ4uJHNyeVRApV4kbkeLBECpFpRrlOfEQK3SBGgvWoRAsePUdO0eFEC0z6ReZfiEQLpxBGpnx8RAvdjkhs5lhEDBsGR6Aad0QMWkhHmLPuRAzKjkbD3XhEDVL0RtGFyEQNo4tIFMXMRA3eaEcz3DJEDhoeRq46PEQOW3VGZIKJRA6RMEaHcXNEDtvuRZHb2kQPW/pHcVgvRA+qQkb2fMRED9mYR1YPcUQQHFtH7osFRBBd5EgeVL1EEKf+RwSUV0QQ17xHHLLdRBExHEaPg7FEEVjaRrDunEQRmvZH179jRBHYDUcwZzNEEhXQRymEOUQSY49GurtVRBKg3kXSs/ZEEtLQRdtxaUQT4iBHeoiMRBQNakZ+EohEFErmRbi5zEQUb3dG9Tp9RBSxWkf2F9pEFOK9R6iNP0QVIehHdanZRBVurEbMilxEFZnARUMdn0QWIGFGxfATRBZkoEflT2VEFqFaRnCWbkQW3tNIhd6pRBcgQEgDFFZEF1uqRyZPz0QXngBGFOoURBfSKkYewL9EGB0GRqp5xEQYXr1Gvv7dRBiFlEWD49JEGMqXRo2QeUQY9q5Gw3/5RBklxEX+ekREGU8sRpk6dkQZoDxHwkeIRBnQike3kndEGfQARhwggUQaR2RGqhftRBprBkcZ2aBEGppeR1UrrkQa5XxG/OXfRBslX0fDiHJEG14sR7azEkQbm/xHK27+RBvfPUbRBg1EHAXyR0x+jUQcXRxHIASnRBybRkeMXj9EHN3uR0M260QdE0VHFfwaRB1pekaopQFEHazcRg8tGEQd6fRHNLv9RB5dSEaoQmlEHq7GR8uCoEQe3ghHMvU6RB83U0cq89JEH5UyR2n2c0QgJ2JG188iRCB0yEYaNjJEIL/cRs7xJEQg+/ZHqZw9RCEgAEY5sEJEIWWURtZ3dkQhqnpG+zSdRCHhQEhorKFEIh6qR/bNyUQicLhHC86BRCKhW0ceNm5EIumpRv1WVEQjXHBHKR+zRCPgtkaeHTVEJFvgRtCqdEQkuipGl9DfRCTpDkYugzdEJSQ/Ru+gH0QlXolHRhz4RCWaKEeDeLFEJeO4R+K71EQmIcJIeI6RRCZysEck0j9EJp0AR0hqhEQm2s9HQgneRCcdwEeCpSFEJ12qRqPB6UQoAs5GLza2RCg5REca1DhEKKaNReKSuEQo3w5HGP/1RCkWDkeH4dREKWh+RsEi9EQpm9tII7hSRCnoaEf3SV1EKh4qR0oqtkQqTQpGvFnIRCqTrEa5lghEKtnkR+B36EQrIEpGdcSyRCthskbG2y1EK8E+RraFOEQr5WRGg3htRCwLgEedGd9ELJ5QR1Af4EQs31JIKpwhRC0mRkfRGctELVuERyOexkQtmcZGijV1RC3nuEcGnZpELizMR1hvikQuXABHL9G0RC6SZkbQFSFELrmsRxzLfkQu3x1G/yBcRC8ZBEZ8/x9EL2NAR5WJMkQvoAhG0SgLRC/jrEbfdZlEMCC6RsQvd0QwYhRH84lmRDChP0ffTuVEMOMyRzdpL0QxJhBIOZAORDFsOUcwzaZEMZwARUdS+kQx2QdHFxbkRDIfrEbkrFREMmRXRwpthkQyqGRGul3gRDLgBEaJNCtEMycjRqCvlEQzgixGQXsoRDPopUd0amZENBwtRtDh00Q0XtpGgtxGRDSh20fU1bRENOOIRlkAJkQ0/klGGmbeRDUqC0biw2FENWa/RhB1iUQ1ryBGghYIRDYGUUYI9xJENjtBRsG2nEQ2o1hHGs2yRDbZUUYxCFFENyUjRo1sL0Q3X3lGllT0RDeIakW+RwBEN7cmRqK6UkQ35ctIVwyuRDgbhEeeFVBEOFMZRo5xlUQ4rqhGCQ9DRDjhAUahuuxEOV+dR14scEQ5igNHLtAdRDm3F0aA4DJEOeBsRjL1+kQ6FLRF3HujRDpZQkZ3ofJEOqAJRy2GYkQ66iRG/0JzRDtifkeP6UpEO6nTR6KP/UQ8IF1HhgfxRDxlckaEUWZEPI+1RtRN7kQ8w41HmsFZRD0bjkaQ8mxEPXQGRr5KB0Q94VhHCnLYRD4nw0d0XNhEPl7BRx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    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1857.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.901000976563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="163"
          polarity="+"
          retentionTime="PT1875.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.891143798828</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1884.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.709716796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1893.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">446.125396728516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1928.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.639587402344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1936.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.668395996094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1971.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.499725341797</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kwRkacmghDSjSdRoE+nENLTyBFmCk2Q09zZUUCxJtDUy89Rm3vQENVY79F3CMAQ1pEbkYRXfZDWwnwRi7sY0NdJNVGnd5yQ18p6kZJGslDYOduRQ9dokNjI+hG2qJZQ2U0pUT2g7FDaAzERYI8rUNrFpBFzTmLQ2vIREXuSLBDblPURUawYkNvJtFGDgQuQ3E04EaT9vpDczqnRdXs8EN1RG1FOsNJQ3dD90acfpJDeFvWRyAaYkN5MPxFkuH4Q3oVFEZDDlZDexjKR1NF+0N9Q0BHlyfyQ34AAES2vj9Dfv6bRh6Z80OAnOVGmwBmQ4OjyUefMopDhBvtRqOTNUOEpmlHWd8xQ4YZpkXRMMhDhp90RtFRPEOHFZJGDKJEQ4eZgEY1DLVDiDHORci7oEOIq05GUMM5Q4kp20YG7/ZDiYjWRTAToUOKNRhG3VQKQ4qmT0ZpSsNDi1FrRZxKgkOLohBE1R3cQ4yWUUcChIhDjSmhRyVinEONq6pHU/pyQ44lp0aqdXlDjzUBRbil50OQEmxGbqz6Q5CkCUcGbRVDkZnmRgHRGkOTBvVGKDsoQ5OHHEa9539DlKVDRyE2JEOVFMRGsCwhQ5WwakaNIMVDmKtERuptDUOZmYRFkrh4Q5n5l0YyaQxDmpDmRpfcw0ObNoxGGrGeQ5uX5EeOGXxDnArJRxnzSUOcrvpHqHXCQ5+ja0Z8rEpDoRLTRooS7kOhlflFoUAgQ6IHsEa6hr9DozoERqHy2kOkGz5GbLB8Q6SwckcnkCtDpPs0RounD0Olp/pHpzJYQ6YyUkbeJ8VDpqgmRv2S/UOnLLxGN+hIQ6is9EYihxZDqTfoRqpzjkOpr65IeYq6Q6okNUgnVexDqqBoRvfLC0OsoKRGS4lKQ62hqUagCm1DrrepRlb6LkOvZcpF0KKrQ6+woEZqNg1DsCUYRikCVUOxM/RHJiKsQ7GxvkbjRtRDsj08RmkjtkOyp8hIBB1SQ7MNDkcPmFBDs6EtR0tPx0O1Lt1FvvFkQ7Yo0UbOA8JDtzjeRoQjx0O3t+BHiI0OQ7hDQkcSmQRDuLm6SBIUwkO5L8xHoHpiQ7ml8kd/x4BDuiAARJVp6kO6lb5F+1o9Q7usQkWolT1DvCyERvZuLUO8tPtGlhhoQ725zEVThB9DvjsiRwxF00O+t5xFn6ImQ7+ll0eMM7xDwDHgR2GeYEPAo+FGKB1RQ8GqjEa6M1FDwfgnRipsE0PCr2JFfY6/Q8OGZkeblYRDxCz6Rop9B0PEitZGhnriQ8Uq7UchKn5DxfTkRtxGGkPGZspIMDvxQ8a9PEcxd+xDxzaKRhmw1EPHpDRHKubnQ8gqZEWp32xDyHf1Rqc0Z0PI0EpGkNsiQ8kuqUb1/hZDybn8ReA8AUPKj0VF+3YtQ8qrlkUQfrpDywEtRuFyUkPLTD5GUwyhQ8uVsEYbf2RDzLdSRscqq0PNs/hG+wVhQ86CukcWkrZDzxPqRwVEPkPPuQ9HPMbWQ9AofkbZUxxD0J2QRuvHDUPRKHFGZCR3Q9G580c7+y5D0jNvRyFSMEPSn+JGWt+2Q9MIskX4J8xD0x72RLXI2EPVNEhGpBanQ9Wz5EdDLSND1jIhRp28OkPWoJ5G0cT7Q9eT4kegyKJD2B39RcQCOEPYihpGpVy4Q9m1XUdPyiFD2zoNRi3nrUPblJVGmsPVQ9y52EWoZKxD3SKsRfv/50PdZWZFXktsQ93CcUaa7rpD3l8SRaK6BkPe4kdGlkJtQ9+PxkcGynhD4I4cR0g0jkPhHVpFm54gQ+GGPkY3XmpD4jkxRzK0mEPit6NH+H3WQ+MBqkb37hlD40pCRoog4kPjtcJG7mukQ+S3zEVxc5JD5TQARVixXEPlqUtGl8UPQ+YrXkSX9GRD5v6oRtXLLkPnrVFG7zYNQ+iwn0ardzpD6aVrRpV1XEPqLd9HB0i7Q+u4SUexC3ND7KcMRY39zkPtAr9Go/ynQ+2rZEYVaTtD7f49RkSjakPuvXlFKpFrQ+9MbkZJrMlD77qHRhtrkkPwMsBE/w6LQ/CpykW6VbJD8bO8RWwCgEPyJblGgvTaQ/KV1EX9PRtD9B9dRwwaM0P2L0hHnlxDQ/bGAEdHzZBD9zRORkLHx0P3yz9GkqOwQ/itX0dSpNhD+R6CRpPbQEP5reRGg49xQ/q770cHCttD+6MRRwatikP8J0pHWtExQ/yXGEZh3RZD/Ue3RtOaTkP9iw5GVOHoQ/5ZQ0by+rVD/rgRR3D2WUP/PTRGuhGOQ/+thUaHp21EAAIORvmoPEQAKQlHeCUORABYjka7Wv5EAJ6MRfmHa0QAygFGpukSRADx3EbtT0FEARwARRhSdkQBYJZHDHAFRAHQ4kcofdlEAedkRozePEQC2dxIAXNLRAMTbkcGeClEA1lgRhULeEQDfLhHgpqMRAOpHEYHlzxEA962RftCGEQEXsJFiw8sRASpGEbt7TpEBNxYRutYQEQFGbFGtx5oRAVrLUZ3voVEBZwsRZyEzEQF3XhHC9IURAYO0kejZDpEBmDdRp7aMkQGohdGkgzRRAbpUEWFaphEBxMzRmmA40QHcvdG+9uIRAekMEZkuXZECDlrRou4SkQIaRxE1pZARAiavEXceS9ECPR0R1SWcUQJZDpID9GmRAnHpkbA9rlECezPRzgQG0QKJDRHiGjiRAppKEY8ALpECqDpRhseR0QK1nRGw+QJRAse8kd5GKxEC13uRYmECkQLs7lHEc0tRAvem0e5chtEDBr7Rx2/KEQMXLlHgktFRAyaEkbrCWlEDOGURppg30QNErhFxjuhRA1fsUbtM1hEDaXyRvn5nUQN61hHKTG9RA4eQ0b2YQ9EDlm7RaQIxEQOigNGaWLqRA7HlUaBF8lEDvTfRRPYLUQPTc5G0Iu5RA9tOEWwB19ED6HaRo7W7UQP5h9Hun1/RBAcWkf2kyVEEGemSJF80kQQq11GsywBRBDwfEa3eUFEETozRK8lmEQRZExHGJNPRBGsZ0aLCQpEEgh8RjkyO0QS1vhG2bqrRBNWWEaQNV1EE3QARbmEbUQT43pHwx3mRBQfyEbqMhtEFF36Rrm4FEQUobpHhytRRBTh/UgIH6NEFRamRgOtUkQVYtBHTcgoRBWhvUch+NBEFhUGRxzr4EQWXvRHg3KWRBajqEao+C9EFt+oSCzlkEQXJAZHTORhRBdeKkaYAO9EF6pyRR4QkEQX4MxHo+NuRBgWXEaJON5EGGDoRxrcZ0QY6GJGRrwmRBkV4UYLcXlEGZ4lRwQ9hEQZ6u5Hb5ymRBohF0YVU59EGlvqRhN6e0Qao+lG7CWeRBrcjEeG5A5EGx32SBR850QbbTpH37jfRBuo4EbiqjVEG+vuRgTW10QcH/xGg3JGRBxfukceSp1EHKXlRmp/zkQc3iBHHfR3RB0fL0bxZipEHXdKRx6KdUQd+yZGiISHRB4xukcQBGhEHmCkRzKREEQenZBGnKgIRB7jR0ee4rBEHw9KRr4gfUQfLsZGgpC9RB9iuEcC2dVEH4PtRyirgUQfsARGPmlfRB/XbEZ5boNEIGT4R1qrj0Qg5IBHN3abRCEYwkco/glEIXDqRzcCt0Qh5+JHj6pFRCIeMkcjYQNEImisR2Y7/UQiolBG6gz0RCLmYEenLnFEIzYYR4BgZEQjarFHIKmARCON5kcN0XlEI7kzRiAW9UQj/RpFZnT4RCRb9ka/9mJEJJnKRidboEQk03dHRBBDRCUJU0cAR8ZEJTAARZJfR0QlYzZGtjz6RCWN2kXeZlREJeU5R7IMIEQmHmtH009HRCZoWEeIJqpEJqbmRYdOiUQm18ZG4YjDRCce2Ubmj61EJ0lKRp8TIEQnanhF7L5mRCeUkEYaN/VEJ8+QRxIJIkQn8ABGD9l+RCgceUcaOD9EKEQ8RqZzZkQonGhHKgY6RCjqCEaJl0REKTe0RzUbPEQpaZNH0WzMRCmnLkds/KZEKePSR90xW0QqJcRHr5y3RCpjzkdIfE5EKqW+RsV9FUQq5/RHFiZoRCsafEdKrGVEK2a2Rm36a0QrprpF5BYqRCvd3kV9BuBEK/8IRgrX5kQsZSBFvsUaRCyUpUXMe95ELNUiRpwToUQs5tFGAHasRC0mpEcxhvJELWSURpGLNkQtoWxGrExMRC3yUEb0XkxELk/kR+oudUQugvRGtDXTRC60JUbE/EVELu2ZRafJiUQvGY5GA8ZJRC9f7Ec5DR1EL65WRwEOhEQv6R5HMaIVRDAhuUZMjTJEMFYkR2icK0Qw6RxHAdDfRDEk9EerTdtEMVv2R6wPOUQxprpG9TT4RDHqJkcFdmxEMkb0RpU8vkQybX5GwEzLRDKpp0aGQMREMs3KR0WHYUQzEt9FAQikRDNfKUY0pEFEM58sRZ7MY0Qz/Q1FrPE0RDQlikcKnwZENIeXRxwo+0Q0sJlG+YzQRDTs6UcJlaBENSdBRgpFqkQ1WaBGqwBPRDWAAETQIVNENavURo9bP0Q17WdHH0nSRDYrXkahzPtENmBTRnacEUQ2lO9GV7xIRDc3nEcJEpdEN21DRiu9DEQ3pFhGX/32RDfnQEcQwnZEOCvmRqw/S0Q4bdBGRXpPRDimLkeEijNEON3+Rgd9DkQ5InBHc2AURDlthUcktGxEOcSYRzDwGEQ6JZZGqmU7RDpgYUeleiVEOqB3R4BxW0Q67FFHKvdwRDtkR0blGFlEO4xzRzdT9kQ75xFG07o2RDwrVkc/IPREPG7PRu4be0Q8oc1HnQb0RDzxxkasUDREPS1KRj/QvUQ9aWNGlr/yRD2kz0WcdVtEPeriRyM5RkQ+GM5GCqG1RD6dHkcaS6FEPtdxRiEj/0Q++p1FxWBXRD88UUW5MX9EP2rkRm6T6UQ/qLNGOqECRD/wVUZpgo9EQBx9RrJ+hURAQFRGjZzOREBxw0XEFQJEQOOoRyJZVkRBbFRHYyVPREGepkcMk/REQeFnRhAC6URCJJJGkMmwREKNtkc07oZEQu8KRrXe9ERDLYBHG9jQRENDrkYjnA1EQ5RmReaPD0RD4/hGDdlwRERRkkcE1XhERJWLRiR4F0REtmlGhpZXRETu10bDcABERZfxR1N4XkRGOY5G4iAoREZs70cnyFlERr4JR1u3IkRHIxdHmbrNREdvMEdFLARER60vRlzRDERILTtGq6JzREhrBUdA+DJESKzNRwVkhURI33BHGo/FRElvFkaQ7hVESaThRNYKbkRJ67ZHKkKGREoywkd/zohESm+ORzEmHERKplNGhaK6RErmSUTdTDhES38URqNgV0RLrVdIA7sPREv+VUa9f5RETCmuRzLLvURMar1Gfb2zREzJhUVPBS5ETRdDRzL7/URNRs5GF8P0RE2uekc3hXFETfEPRvfTfEROMpJGHm1ARE5k4EY/Q6pETow7RiJAM0RO4zdGYGsIRE8QfUcnTspET50ERxXef0RQI99HKh5yRFB1aUcRc8tEUOqMR3Vtv0RRRN1FP+57RFGYMkdfX1BEUerwRp+kt0RSJuJHkEVvRFJdC0eLvJ1EUtOVRpFkUURTUw1GKrwvRFOn60fyEcJEU99/Ru4kl0RT8hNGR7f1RFQzqUasHNZEVH4DRww0yURUqZpGMazcRFTpSUdnJ39EVS4mRfyd+URVtSVGYadpRFYg10epY5REVshuRtxavERXAONE18qaRFc9REckLpBEV3BMR3mCDERXnSRG1T2nRFf3wkeq90NEWD9WRaUOJERYdN9HB5RrRFiwv0d4Xe1EWQj3RrMRgERZXsxHFpCWRFmVJEb/uO5EWbdvRhzhfERaCZ1HeGScRFotkUZIpCpEWrLuRuTd8ERa56VHTmyQRFs5xUaqkyVEW3krR2EtDERbmcxG2yVARFu8REZ0XDdEW+rzRnXbZ0RcO49Gv7L+RFxt7UYET1pEXME7R3+QqkRc8lpGlhyHRF0gjUYsR5xEXT34Re/kRURddRFGW3FyRF24fkcgTyxEXfh3R1Duz0RebrtHgHfrRF591kXNphxEXsZPRmCSc0Re81RGl5esRF8o8EcuOChEX2OdR1Iq/URgKBhHE88jRGBoeUbdcU1EYKadRdVegERg8vVGxNuKRGFz80aeB5ZEYboNRuywDURh5yJHnjrIRGIMAEWoY3hEYk+HRq7mwkRie0dG0OIFRGK0A0crxMBEYvbTRiqJ7kRjNbJHgOKXRGNsekdC2G1EY6hHRsPXE0Rj3xBGoit7RGPob0U2h2lEZBjpRuPXZERkZYBH6ii5RGSMAEYeipBEZNVMRxBei0Rk/NdF6LGyRGVbwkeRjwFEZbaSRpqUOURl/RVGlxPPRGYpEkURRmtEZnCoRoWI2ERmscpFGB+0RGb3RkbfP3NEZ2WoRuXWcERnpl1EwQC9RGfpOEdS4GBEaC9NR7Fw5ERoZcdGHF0ERGibHUawcyxEaKgARgiuZURo4cVHFS/rRGkErUar9LlEaUU0Rwhz70RpcjNHBhWDRGm28Ucii8dEafQZRxwGdkRqKppGVbFFRGppm0ZG41BEapLoRpIDX0Rq115GWQH8RGszmEeBIHBEa1cFRtKrSERrb1FGGqwpRGuyWEaI9VFEa+RORsqdY0RsMOlGh9xtRGyDckcvlRJEbLZDRtVXmURs+ZlHPLNFRG0EAEYZ811EbUMURlQKIERttvlG30GdRG3gAEWM3Q5Ebn53Rvp6vURutUFFY/zlRG7xOkYFjO1Eby+aRhwU50RvVttGS996RG9+vEclMohEb7qORtUYz0Rv36pHFH5/RHBV7EapV+NEcHqARpG4vERwoMBGm9fcRHDMd0Y/HCJEcOx5RXXB3ERxQRZHyW+QRHGGk0bcCwNEcbrQR2HkpURx5/9EmSFGRHKO3EdQLKFEctbIRw3+PURzK1JHM0UrRHOYmEbUEBtEc9WTRO+f5kRz+ipFCJTKRHQqGEcDVANEdHmhRjq9a0R0uABGkUw1RHTqx0Y6ZgJEdSxNRiUDb0R1djJG5nQgRHX0zUYdqsJEdoKbRdc7eER2tt1GEiJdRHb5D0Yo84dEdywWRkjVNkR3cuRHbXQyRHe5ZUYyp0JEeDV3RzMI9ER4YoJHbVW3RHiZ6UcCUd1EeO4nR6QIuER5eM5GrnHTRHmp70Y1+AlEedQiRg/GWER6dehGCIgDRHsEx0Y8mqFEe2z9RjzOWUR7k9JGm6fyRHu4AEVl0aREe/Q4RpZr9ER8MUhGl0PIRHyaXUaKIMdEfL0NRfSpv0R9aPRFJpp0RH3CiEaC02JEfe7sRnpmOkR+JwBHBTgcRH5mIUVQ9hREfrDnRiVZGUR+8IVHPzJgRH8420bjiPtEf2IqRreoGUR/tI1GtQsCRH/zIEaZRpJEgDdtRkE5WESAbYNGnyIPRICZL0c0EZhEgKzWRY5zlUSAxS9GuRqWRIDjQ0Xit01EgPltRhEzQUSBF2hHMd1QRIE3NUbRUnxEgWAORzu1DESBmAdGkIqtRIHJn0YQvmpEgd6WRwaae0SCGnRGCiPORIJAxEY588BEgl7vRzKNMESCfmhHZaK5RIKSpUYS1+BEgrwJRwe2lESC/ipGkgaVRIMkYkYAQiREg2xoRnGh6kSDeN1GHC3cRIO+AESkOkpEg+M0RevvhESELwRGqw1LRIRM/EaGNAxEhF9eRnIlbUSEeZlGfaqlRISepkbehi9EhMamRmJ69USE3S1GPjNWRIT3rkY00GFEhRoCRuhp9ESFNmhFXQYKRIV4v0WVojVEhakwRwId20SF/WBFAXyLRIYi9EYXOspEhmSfRpm2TUSGgBRGQMRjRIahjkZ0V2pEhqbhRViNHkSGuzxF/Yo5RIbg50dUpbVEhxkcRfgbu0SHaMhG6AHERIeAwEWERHhEh5yARX4CvESHt+NGyIb/RIgXTkWUvpVEiFTGRwvNHkSIsS9GFN/kRIkSfkZ5BKREiTuHRsi9dESJYI5GCEgrRImH90XGs9VEiZZORcd1c0SJxJpFnC/iRInuDEal60ZEijd4RsX0b0SKWapGlow5RIqbJEaN2TJEirWXRyi1SUSLM85GTsEuRIt5wkcG2olEi7FORmVdE0SLz4xGow2nRIvh/EYJsnNEjD+ERzs1dUSMZ3xHE03jRIyUoEZgI/tEjN6KRa4sOkSNE2hHDrNERI03hkdcH9dEjVDORnE7e0SNfRRGA8vORI3VGEcZYJBEjfncR2TdVESOZR5FuAV7RI6fL0eZ/vlEjrriRj4vXESOzJhF7kBVRI7kaETtpFpEjxkWRRkwX0SPNqRGx22ERI90oEanYvJEj8gcRzlTGUSP2qVGjxcGRJACcUWZDlFEkBx1RZn1WkSQUwFGL7jARJBkiEY1kYdEkMBjRXV5DkSRK1hGQOPzRJFcYEbcKhtEkbykRqnw0ESR2r5F+rKqRJJFikW5g8ZEktqbRp6m90STLotF9oqSRJOU5UYCMztEk6VERbre4USTveJFKykIRJPMfkTaDglEk/a2RtwYskSUD0NHUK4JRJQlgEaAidtElF/aRpyFYkSUhp5GsOOjRJT5SUYemTxElby0RwdIpUSWBr5GIsLMRJZW60Y04c5EloroRxQnvESWkQBF0pqIRJa+4kbogH1EltnuRdm1/USXcf5GrG3+RJeZrkXW7TtEl+bSRYPiPESYc4pGq9y0RJiFOkaVKclEmJsgRs5aLkSZLJ1Gh6foRJl9okdJVRpEmZZSRaEnR0SZumZFgVrGRJng6EZ4dGpEmfhZRX28sUSaDKhHJwebRJpAtUcu88tEmtkjRwV8sUSa/CNGR2ZrRJu6BUeC8cdEnEu4RpHafUScXQhHGJ2aRJ2sW0XxP1lEnb/QRhoeEESeHgBEwXiHRJ7arUZ3xFxEn1eoRlrybESffKlF8Xp+RJ+gckbQzIBEn7y+RNtWaESf9IdGCcEDRKCcfkWMaYJEohaNRuZhekSi3x5GV2TzRKL8nEbxL4lEoy+KRh6RJ0SjzAZFssZZRKQaeUb6PyhEpFJjRhotxUSkgkJHIgptRKSkikUHLipEpPx4RrEKvUSlbqJGGcCORKWap0bljpREpcWARjq1OUSl3JdFjLbqRKaYh0VFg8hEp0CHRoLPqkSndLlGR+ioRKeeoUaWV1JEp+qVRdTY6USodsVGUMVWRKig80VR2TdEqXXaRjelLUSphYJGLWkkRKnrkkcq3UVEqgTeRu2XwESqQKdGFlkHRKuBgEapR45ErEk1RVnbg0SsxapGzIc/RK0y4kWIEmpErUugRpNjM0SuvupG/nYkRK7vWUYJ2aVErzXGRkmD00Sv5VZGY8zvRLFkUUalU/lEscqGRc/pzESypYNGN47yRLMClEakFMVEtLbXRSI6V0S2PulFsjm2RLnepEYTxU9EvY6jRqn3c0S91g1GivCDRL5JeUWOtCREvr5qRiYQ60TBCKVFcrodRMHKdUWKyElEw67iRq12QUTGonlGlrEbRMiDVUYryiBEySdGRcfuWETJ3hRGU4hBRMt8n0YddMJEy5seRqjiB0TOfJRFmYD0RNCIxkYJmx5E0LJaRh9gfkTbCIlFcioWROOPBEX1/ck=</peaks>
    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1980.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">549.726440429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1989.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">752.606811523438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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