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          polarity="+"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="37"
          polarity="+"
          retentionTime="PT444.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">524.725708007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT707.376S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT708.687S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT710.041S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.568298339844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT725.916S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT733.136S"
          msInstrumentID="1">
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          polarity="+"
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          peaksCount="496"
          polarity="+"
          retentionTime="PT735.798S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT750.501S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="426"
          polarity="+"
          retentionTime="PT758.997S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.970428466797</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="596"
          polarity="+"
          retentionTime="PT759.88S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="428"
          polarity="+"
          retentionTime="PT761.163S"
          msInstrumentID="1">
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          peaksCount="608"
          polarity="+"
          retentionTime="PT770.552S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT776.474S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="340"
          polarity="+"
          retentionTime="PT783.274S"
          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="643"
          polarity="+"
          retentionTime="PT800.068S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">654.198181152344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT808.303S"
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    </scan>
    <scan num="561"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="615"
          polarity="+"
          retentionTime="PT818.803S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.298706054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT849.522S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="617"
          polarity="+"
          retentionTime="PT863.123S"
          msInstrumentID="1">
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          scanType="Full"
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          msLevel="2"
          peaksCount="421"
          polarity="+"
          retentionTime="PT864.38S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="628"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="512"
          polarity="+"
          retentionTime="PT906.438S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">849.770202636719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="501"
          polarity="+"
          retentionTime="PT914.167S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.632263183594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="500"
          polarity="+"
          retentionTime="PT935.154S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="722"
          polarity="+"
          retentionTime="PT943.556S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="612"
          polarity="+"
          retentionTime="PT945.478S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="483"
          polarity="+"
          retentionTime="PT946.822S"
          msInstrumentID="1">
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          polarity="+"
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          msInstrumentID="1">
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    <scan num="677"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="289"
          polarity="+"
          retentionTime="PT973.074S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">586.656494140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="484"
          polarity="+"
          retentionTime="PT977.058S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="710"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="469"
          polarity="+"
          retentionTime="PT1016.82S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="387"
          polarity="+"
          retentionTime="PT1076.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.315307617188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1026"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="239"
          polarity="+"
          retentionTime="PT1439.4S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.679809570313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1206"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1697.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.650543212891</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1236"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1741.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">464.815704345703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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9FrzGkRKyeAESRn2hErPr2RokNZUStRvxGsO6zRK5jGUad5ElErqKqRr8PiESuzBBGAx9wRK/HgkYg0mBEsAC7RsVZDUSwOcVGfvCERLCHbUbZIexEslpnRgZa0USzAABEmtH8RLQbjkZSzJVEtR7HRkg5oES4pJ9GaYB5RLm+f0aIXxREuiM4RsTdpUS76ZNGgyUARLxVSUaW6T5EvIp/Reou0ETCHKpGj7ByRMSCxEZt1RNEyAkzRZFwfUTIUUNGAQ3tRM6atkbAcj5Ez6vjRiRAcETTxJVFI2/URN4Co0bKkQdE3oPbRaf8I0T6zLBGLQDH</peaks>
    </scan>
    <scan num="1326"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="164"
          polarity="+"
          retentionTime="PT1871.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.442260742188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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hHAzt1RMKJjkWS7uJEw52aRrrkEUTFBohFjj1VRMVma0Ybd1dEybFzRvPX6ETOyJhGftd4RNHpg0cWQRpE07KYRgMESUTUDGJGDmecRNaXxEXQ8hlE2kbkRQz+MkTeLy1GHi2DROA9DkWQgHpE4W1FRiuYsETs4spGfmj3RPG0pUYsVtBE8qbfRaDZNkT3+zFFd7kc</peaks>
    </scan>
    <scan num="1332"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="182"
          polarity="+"
          retentionTime="PT1879.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">644.236694335938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1338"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1888.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">847.936767578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1350"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1905.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.060241699219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1362"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="155"
          polarity="+"
          retentionTime="PT1922.82S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">615.082092285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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5GHbQ9RKjoUkV3NvNEqXReRa+yGUSpoKxGqX/hRKnKp0YnR6FEqjRVRb2RcESqqqFGZDXkRKrWtUYm+e5Eq7ztRXVPsUSsApNGFN5BRKwZHkax1d9ErV4aRaXWW0SvExxHGJTBRK9eWUVsZj1Er8d7RdfJjkSwYStGe0afRLCggkZviNpEsVqkRvbyVUSxys1Gbw6ORLRfkEXDwgBEtIWXRvCxMES1f6ZGP1iiRLWrfUXCxqtEtqIARLy4cES4fH5FwdLQRLkX7UWPZeFEuUyFRfwmxES5cX5HIObZRLr4z0U+TzREvMDiRsreKES/R5NHLhQyRL++t0ULnRdEwALQRREBSUTAhSVGBJ0LRMHTLEbiBy9Ew+i2RirwWUTEumFGNvKTRMagz0Vc+ZFEzeqDRUGWA0TPDphGcWiiRNANf0bq1ZhE4J1ARN6QnETmfldFhFJ4ROxK0kYaKYZFBM7IRgJ/hUUFI/BGABgK</peaks>
    </scan>
    <scan num="1368"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1931.45S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.24072265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1380"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1948.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.812896728516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0k8akaSaJdDSiUhRjKuE0NME45E/xqzQ00loUaeph5DT1QNRYwjk0NRPN5GCWzxQ1M4HkV3G0pDVBfJRQAOd0NXOmxGADr5Q1sKUEbzWkVDYAwERe3m7ENhGi9GavJTQ2Q5mUdA76xDZShUR0Kwt0NmVIBGfZmaQ2dFZ0WSIixDaz51Ru3tFUNtUBpGo1fpQ280QkYTnbJDcAF6Re8EuENzWNlGoRTrQ3gkckcOL5lDewRdROnyhEN+OZpF1uBJQ38xXkaVdapDgJa1RtejjUOBDdRHJ1tnQ4GMrkan6ItDgaynRYS+gkOEKNhGDrEuQ4SfCUeBF6VDhTGpRefQpkOFmnhFve6jQ4YKEEZn9NtDhqyzRfGhCUOHExBFcjGjQ4eBYEYdYg9DiJrcRqDiykOJDzFGDUtGQ4mif0avl8lDig70RZDkjUOKwz5G6uzvQ4siNUXswf5Di+mlRbbpg0OMoopGjG1uQ40lJEag13dDjbisRni3eEOOGehGxbLIQ460qEXhyy9DkKpyRiBAREORkNRGB181Q5Kc4kWZAXhDk40ARheua0OT2/ZGeb4pQ5SMAEVCyf5DlRrMRbAjN0OVkkxGQjdEQ5aV6kZHWlVDly0NRWlAsEOXorBGdwCeQ5glHkWAXhhDmR08RxgPHkOZoe5GMDqJQ5oHhkaAr/BDmnbbRoCLSUObC1ZGifYmQ5ucU0cxTkhDnAFARCg6SkOcq7FHReJ9Q50jv0Y92ZpDnZ8zRwolVUOfs6BGVHY9Q6CKhUb3cF1DoRchRQsPTUOhjPhFT7XMQ6IdcUY+TXpDoqfeReBJHEOjExhG1ux7Q6OU70W5w5VDpLN0RtxLdEOlE7hGgtz7Q6XoWkeQUr1DpkNoReKAPEOmpNFGyvLnQ6eohEaF8FRDqDqGReh+7UOom3JGD4WeQ6kwcEeFdzVDqbGYSE286UOqJHxIN3GMQ6qB6kaDvrFDqsFFRmkVOkOrRNlE7dLsQ6u1BEb/N4FDrBQsRi4rC0OtHbRGBykbQ66muUYFLKdDr4bqRrPzeEOvo4lFiuyRQ7Ch7kcKXZBDsTIYR6WKVkOxmB9G/KndQ7IjikaHyn5DsqLzR5x8w0OzLTNHJIpdQ7OrIkesNL1DtCAARIzdDkO0oUBG/Z1AQ7Wk5EaJyHxDtjHCRSvOrUO3LLNFlpPcQ7e1GkesFupDuDYVRsogeEO4rbpH8VTUQ7lAjkfG8AhDubCQRskcAkO6GdhG2uRUQ7q3cEaMowlDuzbJRlt6QkO7uXpFpG97Q7xDx0avlOFDvLGwRoTuGUO+uD5GH9x7Q7+nhEeDbE1Dv/+eR6S9C0PASopHHA+wQ8ClckaZUUNDwRwgRat0A0PBmVJGiQX7Q8JrkkZ0jXZDwrhARYpSBkPDrMVHHYe6Q8T84kWCB/1DxaLWRqnlQUPGbZBH4UoyQ8a4UkeOKR5Dx5VuSAnwR0PIoZJGW9VjQ8k7EkawmYpDyY7sRaCZe0PK3fdGlVSXQ8s1nUcR6LFDy6JLRuV+FUPMkbtE/R0IQ82nNEcXUoVDzhwZRlVcx0POkjlFduzwQ88m5EWUDbJDz5M0Ru4VNkPQKTRHNKRAQ9ChU0Zo4AhD0a10R4MhckPSGJxGPiO4Q9MiREZ7aH5D0+s0RpetjEPUsi5GHrGVQ9Ujx0YpAgpD1cNoRq9TF0PWD/BF9NINQ9aoK0cIObhD15xOR6DEZUPYDGVGqxCUQ9iLTEWzNcND2NsSRgO0t0PZMhJFi+3uQ9o4AERC9ohD2qPSRjE0HkPbOH5Gi8XgQ9utNkXuMO5D3DwARjWNM0PcpCBFRmgbQ918XEa7GH1D3btgRi5yFEPeI7hGH/A5Q96Y4Eb9lE1D3yKoRpNETEPgnhZIAmDZQ+EKeEYLOX1D4cRQRtue9kPiGSxGWClCQ+K37Egqf9ND4v2lR7UPT0PjRbFGqb9ZQ+Ow3EcnIzJD5DoPRozPV0Plma5HHwSOQ+YoLkbOftRD5qVVRYqsSkPnN89G8ErPQ+jBWEeHzgRD6ci4RsHczEPqQfxHGx1yQ+q3Z0YEuD9D67OnRzssDEPsJj5G/thLQ+yy4USs2dlD7TA3RsLdHkPuYrdGI+1oQ+9tKEaXCsFD79PFRhtCg0PwvY1GtCBIQ/EunEcFakxD8dxvRrXGgEPyAXJFg0miQ/KkMEWw7GVD8zPmRaW0a0PzsCBGz6WsQ/QwPUd0HF1D9K1aRmlP/kP1Nm1GzboLQ/XAf0Z+6dBD9l2oRwKH4UP2sUZGZJD5Q/dF/kX0Aw9D98R3RRX1tkP4m7ZHK5yWQ/j4REbAwqxD+YaORc1b90P50ABE22VTQ/os6kV7WPVD+nEQRmUu+EP7FV5GkzTuQ/uqpEeUK2VD/BUtRtxMjkP8m+ZGmT0/Q/0Xc0WuvXJD/aijRl9WYEP9wTtFdiGdQ/4TSUaacaBD/knuRnD7hkP+t+xHRNgNQ/78A0ceXD9D/0L8RpYRNUP/0ohHSzb+RAAQLUYd2c5EAG9xRvAtj0QA23RHfWTNRAFdOEdf815EAaFIRbfSB0QB3RBGs/NeRAIW20ZEzbZEAkRHRtaELEQCgKlG7TucRAKmRkdtCjdEAs82R7gi4kQDGdJHGFiARANmu0aNfqZEA5b8Rtq+X0QD3tZGwLXtRAQk1EX/2BVEBFKpRe59bUQEhUZGRjf4RATVykemFSxEBPGWRyTRdkQFHlBGzXfVRAVhQEa3yxZEBZbCRqm6S0QF2bhGdNsMRAYZ7EacROxEBkVwRsTypEQGW4ZFxjOiRAaOtEadkcVEBqG+RexSsUQG3txFiQDnRAcWs0Xr0/5EB1SeR0kjJ0QHjLJF9dRvRAevmkYtOqpEB9aARgF6JEQINZRF5N2sRAjfs0b5yK5ECRRFR4ugRkQJX1ZH4awvRAmAM0cMSXdECdJKRy/Cv0QKGs5HBhSpRApGSkd14HZECmbiR0TKIkQKqEZGf4hvRArfGkcW3UZECxCCRVBv+0QLYRJFlA52RAulEkYfmZZEC9rdR8P7/0QMHIxGkvugRAxj7Ua6xOhEDKpDR52CYkQM+UhG4Un0RA1m6kcQzlJEDZ5GRzVKvkQN3oBHKwDERA4rEkcQysdEDo/ARrW9+0QOqiVGK+mBRA767EavJ69ED1vMRx8a4kQPd5pFUaMzRA+etkeQUm5ED+TgR2M0PEQQG0NHXdjORBBoKEggAqBEEKNMSAJ2rkQQ47tGCYTxRBFkgkcNpk5EEZ0OR8A6NkQR2MJHO2X8RBIefEc9NulEEmOuRpdxXUQSeZNFMK1YRBKlPEWPJUxEEuReR5SBaEQTFlpF4QdeRBNS2kXr0thEE6i0RohO40QT5apHiJSSRBQc8EbCPZdEFGMYR9bKCkQUlwVGT4kLRBTmT0eqoxdEFSVORwOELEQVYA5HXNdIRBWa5EbisjlEFeUORzqu/0QWLYJFXl5ERBZfVUa6yQ1EFqoDRxXrN0QW4yJH9Ez6RBckNEe2Fe9EF2RARp/t10QXpelHC8vIRBfj/UcXaFdEGBxCRpHTdUQYXWdHmqTLRBifPEeBGslEGOJiRzNX9UQZMQhGRi2ORBlZYka6owJEGaFWR6HGXkQaCsxHDqhlRBpjWUdf+BxEGrCaRqunNUQa3+dHZ786RBseJEfZ2+JEG2EuR+pAMUQbqC5HqOS3RBvWO0dLTTVEHCFERjaHlUQcV4NHRnqXRBycskXz+MZEHP1DR0jGjkQda6hHQUsuRB2YNEXTFGREHfpyRwFhAEQeNptGMDIiRB5obUcemjVEHq3yRxfGpkQe4CNHPQnLRB8e5Ucb/BREH2gLRfoeMUQfoJFG49/FRB/h1UZ7wldEIBe7RwbakkQgb79GHf1XRCB92kYCm6BEIKgMRbZv2kQg2OpIEag+RCElakbp4mFEIWjuRzjrO0QhpsRGZHIHRCHeK0dhngtEIhwIRw8Pm0QiXHxHQ/+URCKUNkaj5QxEIunERv3mJUQjIz5GdDJ6RCNehEb+x29EI5ykR50kqkQj8cxHCwOkRCQbAkcX6aREJKN4Rn9zcEQlJv1GDPMvRCVr6kcSVTVEJYwARIkubUQlsTFGFbXCRCXoCkd2Kn9EJiacSAk7GkQmWIxGsXs2RCa8WkcVz3hEJuMCRpfDdkQnIURG1QueRCdZokdRpMlEJ52iRmSfaUQn39FGluUDRCgidEbstqdEKOD9RspHMkQpJfxHWg/ZRCln7kf2kWpEKZ7qRzFdyUQp6w5IDZKMRCohGkcVcOlEKmOCRjZEXEQqpDRFnCGORCrVN0eAJNhEKwhmRvKao0QrKqpGa9ufRCtmjEfZhRVEK6EnROAcVUQr14ZG1ljXRCwf8EcTy7xELEmrRpTMmEQsoo1F9tpSRCzdrEc8jJVELR6rRz/GY0QtS2xGHVOQRC1wCkazHPtELajKRxo1XkQttABF5vw6RC3oW0asCrBELibsRrfAYUQuXrpG4FkTRC6MPkcmDKhELtlOR2bRokQvNNdGz/bJRC9fDkfJ39VEL4eeR1IP8kQvqhRHT1AvRC/lzkeCeQdEMC8KRwFUh0Qwn5ZFlZZNRDDG40dXgVhEMO26RhLNA0QxKZ5IBpu1RDFfYkcrpfJEMaT0Rclt40Qx4fNFC4ruRDIic0av3NhEMi8KRXzJ+EQyYQxHT/RcRDKj2Ud4Q41EMt3IRgWDdkQy/wVFcXbERDMmPkcJELtEM1VjRsiTDUQz6n1F/VffRDQksUdgLdRENG52SLNSq0Q0rONH2f+SRDTrdUepqYpENS2aR09yCkQ1ZH5G6rJBRDWxM0bnoDRENeGkR45TW0Q2IwRG+tlURDZPd0aMfANENo9ERtRKqkQ2sABFvAFPRDbkr0bvZItENxsjR6txKEQ3PABGgExoRDdpXEbKxgBEN6lIRjEHskQ34cNHqUhIRDgqDUWL129EOGa3Rw8Af0Q4pwtGS61fRDkiqkcNcZtEOWoTRyCSrkQ5lsVGvbHmRDomr0aJ+MVEOl6PRlOdckQ6p/pHOSRBRDryskc+Z7tEOy9eRIMhmEQ7X8hGS/sBRDuW0kb5SzpEO7GYRhOKJ0Q8JcVHjOiHRDxiw0eVmqVEPJzJRVsBsEQ81cRGDsasRDz3UEXL37REPVfMRqnSlEQ9hgBGOM/6RD2V0EWGYbtEPbdbRxYyz0Q96V9GNSpYRD4izkcJYDVEPnFcRtiEHUQ+p+FGVRhcRD74AEeCK/1EP1I3RsDNUkQ/p6FHQsK4RD+wAEZBtNVEP9X9R1dQZ0RAMLFGEVmHREBmhUZ7oeJEQNZxRwkzpURBL51GAZqfREFlS0dh85xEQasWRYLMikRB8PVGkqfqREI3fkdBJnFEQmnvRtHCXkRCtFRHFQgjRELrokcXIzpEQxtCRrDy/0RDVKhHEjoxREOoIkdjfjNEQ+4ARFPA5kREG05GjVkYRESpRUcvwMxERPHuRoWOz0RFJR9GkbSyREViU0aTm7pERdyNR2NRHURF+ABFujbQREYySUc4cu9ERmJJR4c/1ERGrz5GpwkxREbl6EcSce9ERx+6RzU/R0RHcGhG3olSREexUEZ6K5NER+yzRkrMAERIXQxHQe88REi1EEa4rq5ESODJRlGWVkRJIqtEp3njRElaaUbsG2JESbd2RnJyKkRJ7LNGOyscREorXEd9LuBESmU0RsBziURKqelGp64aRErpR0ZTgZdESygtRwWWkERLTqtGkL/bREt0AES+sSBES6lSR0F0yERMAiZHseEkREwqkkcgysBETHa7RruVXERMlB1GfNioREy480al7EJETPUHRwzk2ERNWTlHVfmbRE2xJEahGaZETfiSRlrWkEROLpxGhqCtRE5bzUbt+yhETm8rRgOoPkROjKlGxTsURE67iEaKRzxETvLjRukxi0RPMb1G2bv5RE9hnES3VjlET68DRm9SMERP9UdHLqxhRFAkWkX+vIJEUGsjRhDyhURQq3VHF49xRFDmmUYIADFEURcjR01xm0RRRJtHEvQsRFFwxUWWrChEUaWDRvX2f0RR5CNHPse3RFIrY0ayELZEUnAnRy41GkRSqUhG8KhzRFLX4UY2UqdEU0W3R6Kv7kRTZD5GcgCQRFORCEdc/O5EU7u5RzmrOERUNPZGuGgXRFR3lkZSWLVEVKMHR1uBO0RVAZVGYZ6KRFVLs0YX/bBEVWmVRdVDnkRVoaZGhrXARFXy3Ec7g6xEViIwRoEArURWUjRHIBNwRFayAkcK7GJEVvJmRw33OERXINZGCEVhRFdod0eFabJEV8FIRv4vPERX6KJHBDagRFgoE0W7M9FEWIi+RhZNtERY8xFHGEMfRFmxNEbToy9EWfGIRy0nF0RaIABFL74URFplNUZBtkpEWrIORrqSE0Ra2axFiQFtRFtCPEctQW9EW27sRssWFURbqiNGhCQFRFvVVUcgka1EXDK4RvPKQ0Rcc3pGbpMWRFytfkZVCzZEXTN9RqA8PURdbe1GcNvsRF2tc0dSYyFEXffIRiUaAUReMs9GcMdFRF5nH0dEuptEXqvaR8XOY0Re6EtHQZNRRF87KEXPQFVEX2uFR0OKokRftUZGbEzyRF/vFka4baREYDUARbnKGkRgeQlGVKkoRGCe90bElGlEYOArRmD1LkRhI0FGzKHIRGF0wkaRsCdEYb4TRzfDi0Rh7whHFT1fRGH9qUW9piBEYjtSRxMVjURicLVGMoBkRGKvv0Yi/VtEYvocRo5BVERjQqFF42xVRGNvjkXmy8FEY6JfR1uexERj+JVHD7z6RGQ9v0Z5mTxEZGqfRzJEUkRkov5Ge5BURGTNfkbf8YBEZPwCRjpSzkRldtdF2cPyRGWySEYAXR9EZfDNR2XprERmMy9G2fZsRGZnKEZus2xEZp/GRwo9c0Rm+fBGAPgvRGc7j0bE+i5EZ2zgRYCmIURnrydGuKtrRGfqvkX75e1EaCX2RmIZcERoeHBG3lL3RGi21UZAivdEaPzhRtgq+0RpOSpHGDo8RGlwAEdpl9ZEaacxRiORvERp61NG8nPkRGooAEazdp5Eana/R1IYhkRqtwNGmEuKRGrffkcq8xhEay7FRiCzC0Rrc7dGGawERGusckaUioxEbAD6RldE8URsJ11HJ1IPRGx2CkeBRGBEbKFDRpCfyURsyABE0St2RGz2vUbx6fFEbTvGRssezURtbOFHOPP6RG2jr0aRpJhEbd4fRKT39kRuMUFFk51FRG5cyUdYV5tEbsBSRpy4DERu7MJGNOTiRG8Kn0XCwtxEbzigRogHxERvePRGH4TTRG+x1UaHqjxEb8AARe13tERwFelGeztuRHB07kbdza5EcLWtRfqdiERw375GtopKRHENtkaMhDREcT2nRobt90RxdcFGBb0ERHHtH0aUbx1EcjYaRVPT4URysW9GiFTPRHL9KUTUvDxEczUrRhBWy0RzYdRGY9CSRHOixEaUZCtEc/xlRx84A0R0KsVG/wBvRHSDZEaN7e5EdKudRkPRz0R07QBE/2c6RHUjj0ZH4VFEdUF4RjRaaUR1h7lHGynQRHWvJUaRXvNEdgNKRnBYp0R2MbBG9SPDRHaFq0XrCTJEdquXRYdYDUR2+EJHJYx5RHc5S0aUDhFEd3qQR2yDLER3tTFHPyQkRHf6U0WLJ8tEeDOCRrB3bUR4ZfJGsnMGRHi/QUcDEsxEePX2RazlAUR5NgFG6Z7mRHl5XkXElC1EeaV5RvFrUER6Sz1Gn3OARHpwq0YIIHhEer2EReF19ER67LdHXSl9RHs6AkYaLd5Ee3RvRvx+nUR7pjVGT1iqRHwjXEXlGT5EfIRZRhsOOER8zx1HJ/NPRH0DBEbchrBEfVLmRaftL0R9fkZGA2WaRH2tmEZdOoVEfjFJRiIz2kR+R51F6avnRH5qvUaH30NEfogARctgTUR+rwtFqh8MRH7ouUYdn9dEf2raR1PfXUR/szFGktk5RH/b4EapPWlEgCg1RjAfcUSAOnhGHL99RIBY0kdBpcFEgH9yR8mUj0SAmXlG9d36RIDQaUWUeYFEgQAdRvCvpUSBHX5Gu7siRIFXPEXLvTBEgWXXRSibQ0SBdyRFMuF3RIGZkEb1c8VEgci6Rid62USB97RGiaKdRIIL9kYotTBEgjloRl7mfESCfLJFeMLeRIKiikYVhrpEgwAKRragaESDG5xGGg2gRIMzsEXejwFEg2YMRpT0IESDfsxGmpJoRIOS2EXDG6hEg79NRrAQ2kSEFANGka08RIRD5Ec47ipEhFpORd1d3USEhYZGRg9yRISwqkaJSdBEhM9cRwkMB0SE6StGO5CXRIUBFEa7sHxEhSEWRtSJRkSFcd5FNLinRIWC6UYljZBEhZXFRhHV5ESFwnhGL4IkRIYNZ0dcUD1EhiAsRpr9sESGR2ZFeGesRIZhkUbuZgdEhnLURlHtrkSG4mhGF6aMRIcAdkcEZepEhx1yRmkhrESHORRGq/cnRIdkckbddJhEh54dRsAdnkSHupdG/PlPRIgolkUvzGVEiEFORafdqUSIVuhFne/YRIiAmkTVSmREiMKaRpId3ESI3xRFwKMBRIkiWEVGAzREiWVDRaYV5kSJfxVHAmkLRIoAnkWrWpFEipp4RZq2XkSK60dFqq6dRIsNNUbwAEtEix4ARNb65USLOUpGnt76RItyAESq1xlEi5j2RnnRoUSLuLxHFoPqRIvgbkYiCG9EjFbWRrZOt0SMlCNHaXUiRIzAAEY01VtEjVthRpb+zESNvpdFUkd9RI33vEZ4HrREjiAAREIYQ0SOa3RF22KRRI6CqUa0kUBEjpaNRiUCa0SOxABEWOkTRI7WxEZp6+hEjxKsRy2FcESPWs9FENX2RI+bQEcRlg5Ej6wARYzwtkSP92BGgUt+RJA7iUbbLHBEkF+aRwIXq0SQdslHH1VkRJCccEXy4KhEkKtNRaAzqESQ8OZG3zoSRJEbhkXA5kZEkUKcRxrpgESRZHhFL1t/RJGDYkUIPIpEkZVWReJK1USR4IRFP6GFRJIAFkU1OItEkhReRmyHTkSSKjNF0KQZRJJYYkWYC+BEkoRoRfRa8kSSnpxF1OA2RJK09kYFEEpEkx6CRafhy0STNdxFjsk6RJOMyEZ4BaBEk7IAREIaJEST9HBFPCPhRJQYWkaLvm1ElIyWRa/q8kSUvJxEne+9RJTjCETW3HxElQB4RM5IlUSVU2RFuRz9RJWNO0blkORElep4Rl08eUSWNLBFwzFfRJZijkYP2ltElnrbRY6+7ESWjzlGeogiRJajPEUkcahElriGRdR6l0SW2qpFGrLfRJdhDEXLdj5El6PGRYGigUSXwGhGAdDxRJhBGkZrLyhEmKzQRkdlnUSYytpGMDohRJlktEYIe1BEmX6pRaHer0SZpRVGIdCTRJoyQUaJrpxEmly1RtliekSav1NF5UAsRJrmAERyCENEmzkIRZX4AESbS8VFz18mRJtk/UZIzYJEm8OtRxLMM0Sb5QNGC8CgRJxeUkYgg0hEnH7LRbikuEScuY1GbBFARJ0+w0Yy2WVEnWatRj4Ed0SdbNJFBu+HRJ1/7kcRU4pEnb2tR4TBHkSd+SlF1xTrRJ4jZ0af9TBEnkObRnDMskSef6pF9G0+RJ6khUcbGIhEnrhxRwJPr0Se099GOF0ARJ8gz0Zkt2xEnzc3Rb0Ce0SfeNNGCK5bRJ+pW0YF8jdEoMcSRgjcV0ShCP5FG89lRKEaQUYifZdEoVNLRPUO+kShnsxF2UavRKJXPkUBZxBEowLgRi44LkSjRpRFOMQ+RKNyj0WsQBJEo5ftRnUCHkSjszVGmExzRKPQt0V8VKlEpF9KRk8qqUSkhCdGRpGxRKS8eUcGCUZEpOZ0RZ/R5USlWYVGQBeaRKWiGEYRauFEpgSkRTYaIkSmfZBGsHsCRKallkaNwt5EpsRXRWXINUSnpRNFxn5cRKfC+UUNQfdEqBv7Rit4R0SoMOVGm1T6RKi8jEXoeoVEqSQARGBADESpPvBFBzffRKla0kXCBKlEqXUlRhr+TkSpm3dGRSWwRKnWvUZAREtEqgaMRRv2tUSqNxJGXfwkRKpbjUYfKtREqnVfRpGqTkSqoQxGaGCTRKr9oUZ8CsJEq+h+RTuk6kSstoRFu5DmRKz+q0aVic5ErSwARHEdxkSt4JNGKguCRK5JiEYUsCdEruaQRY0/jkSvJ3VF6QMBRK+dFEb48hFEsI8uRnZQvUSxIC9GdQGdRLFS00RqkcZEsYZ9RR+XcUSxxABEowKZRLIAokVKa9tEsnHDRp54AUSysixHFINaRLLsnEYWSOtEs0UNRQPAFkS0IyBE5iouRLZDIUYIr6tEt7rbRJe6y0S4xvZF2qSnRLjcAEQ9lmdEuaF5RlpbkkS6ZmhGDN3jRLzggkWBCiREvVfXRiTFHkS/D+dGKILWRL/5kkapBMhEwTg1Ro5v60TETshFEhMJRNB4v0bqQUZE0LpxRdGdyETUCqtGo5yORORDbEVxo0pE6jDQRsQc4kUAKmhFx84B</peaks>
    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="106"
          polarity="+"
          retentionTime="PT1957.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.669952392578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1966.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">824.0234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1410"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="155"
          polarity="+"
          retentionTime="PT1992.88S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.923217773438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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