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    </scan>
    <scan num="476"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="408"
          polarity="+"
          retentionTime="PT699.251S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.401123046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="500"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="392"
          polarity="+"
          retentionTime="PT733.955S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">742.423217773438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="501"
          polarity="+"
          retentionTime="PT751.637S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="581"
          polarity="+"
          retentionTime="PT776.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.959045410156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="540"
          polarity="+"
          retentionTime="PT777.862S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="550"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="761"
          polarity="+"
          retentionTime="PT803.755S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">874.890441894531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT806.469S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">662.573852539063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="434"
          polarity="+"
          retentionTime="PT809.151S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.326110839844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="389"
          polarity="+"
          retentionTime="PT813.552S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">624.9814453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="560"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="518"
          polarity="+"
          retentionTime="PT816.323S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.549072265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="429"
          polarity="+"
          retentionTime="PT840.197S"
          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="648"
          polarity="+"
          retentionTime="PT849.589S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.484741210938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="581"
          polarity="+"
          retentionTime="PT850.811S"
          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="450"
          polarity="+"
          retentionTime="PT852.056S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="328"
          polarity="+"
          retentionTime="PT868.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">564.453369140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="800"
          polarity="+"
          retentionTime="PT881.772S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="250"
          polarity="+"
          retentionTime="PT883.057S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="626"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="392"
          polarity="+"
          retentionTime="PT901.389S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.224243164063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="676"
          polarity="+"
          retentionTime="PT902.827S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
    <scan num="628"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="365"
          polarity="+"
          retentionTime="PT903.953S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.928588867188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="420"
          polarity="+"
          retentionTime="PT920.54S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="487"
          polarity="+"
          retentionTime="PT932.562S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          peaksCount="693"
          polarity="+"
          retentionTime="PT941.367S"
          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="657"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT942.676S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">683.855834960938</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="621"
          polarity="+"
          retentionTime="PT949.559S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="687"
          polarity="+"
          retentionTime="PT960.391S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="440"
          polarity="+"
          retentionTime="PT961.738S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">637.467407226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="692"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="429"
          polarity="+"
          retentionTime="PT990.621S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.781433105469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="710"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="410"
          polarity="+"
          retentionTime="PT1015.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.932922363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="746"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="422"
          polarity="+"
          retentionTime="PT1064.67S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.661010742188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          polarity="+"
          retentionTime="PT1072.95S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1040"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1460.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.027313232422</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1166"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1641.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.441741943359</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1214"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1710.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.6884765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="134"
          polarity="+"
          retentionTime="PT1736.46S"
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</peaks>
    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="220"
          polarity="+"
          retentionTime="PT1753.67S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">544.467712402344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kqukYVkilDSwqsRgIQxkNNLChHFnHZQ1cpEkfBK4RDWwOERhuzNUNdH4RHJhlbQ2AESkdBRzVDYKi7Rz8EiENh8K1HMU8UQ2Qxakam0QBDZS69Ra5/BUNnAABFIc7KQ2gLPEXiQIpDaVC+Ri+hPkNrHBhGqpvpQ20qDEZcEFRDbkmvRU4zyENu+ixF9RGTQ3FAFkeB9+BDcmA4RfLZSENzO6RHbMhBQ3cZREdJSptDeDWsRtCFdEN5JAxF7cZNQ3s4zUTj3f1DfCkmRjCdLEN9hmRG6sZOQ34RakXyeztDgA1TRrNKZEOAsodGiUtsQ4OIuUZI+cxDhLECR6LefkOFKxlGuY5EQ4gZ1kWrVu5DiJpyRtx7wUOKCmdHELMrQ4qlIUdT/O9DixlKRSAU8EOLk9dGmFhXQ4yhNUbz/AJDjTM5RyiurUONrnxHaVHrQ44vmEYQsulDjqEIRvAE40OSilhHPHyeQ5LqDUYhqBhDk6NWRwWPMUOULepHrzuBQ5UCEEepQtpDlbWXRZzPj0OWpJ9Gbl+EQ5eyIUYZUlRDmKaIRqBGK0OZnSVGDOrUQ5otB0bSnPpDmyOdRScSyEObtBZHFmQaQ5yvXEhHFz5DnSWjRrklykOdq5ZFMSURQ54lZEcNzQ5DnyILRt63JUOfpvdGTWm6Q6CikkXAd0RDoZTURnR+YEOiNPRFb/+hQ6NiG0WoxU1Do6xPRsFqaEOj/hlGKupmQ6SWSEaEso5Dpab0R/hTcUOmI+RGb8Z8Q6aQFkaiUiJDpslARl78bEOnXZBHuFA8Q6iUAETdrWlDqSB3SAijCEOprTJIiSdAQ6o1jEhqSd9DqrkPR7BrV0OrKxxG74g4Q6ua8EY25NFDrA+IRv66EkOsqctFr28aQ64pVkW5DZ1DrpogRt2l50OvrQNG/pE+Q7AszEcIzpNDsKJZRkSREkOxMJxHRirJQ7GqbUZVlkJDsqZESBRGnEOzI/RFw4Q0Q7QJhUaHKVVDtOn4Ra2aF0O1nGhGOBfIQ7a60Ee5Y5NDtzSnRk9w7EO3mghHQ/ZJQ7gwQEaZ/mxDuLF+SAebc0O5dkpHj42uQ7oT5EVHtdtDuw1IRsGLPUO7nXxGgaV4Q7wgGEaZHHtDvJv6RtPCykO9ZEhHELV/Q725VEdY9DFDvmzVRpap90O+xoJGickdQ78xaUX3huFDv7DGSHcG90PANHBIAtseQ8GhoEcwKsBDwjAuRnlwBUPCpYxF/xSEQ8O4DkYL+qJDxB7MR0q8WkPFagdG0HiyQ8ZuAEiwRwdDxrmgRzWaN0PHEFpGzlZpQ8eXYUZtsHtDyLIKR8LEyEPJL0lHDCdGQ8mmjEcj+FZDyjIKRgnIpEPKmrBHoKFJQ8sJE0cpAVxDy7JpRzciV0PMLK5GLWzKQ8yof0W23GtDzTvqRoR56kPNvMxFzOKvQ84dxUd5ysdDzo9pRx8+6UPPpVtHJe9bQ9AhAEcOSgxD0SlkRbFl8UPRquhHfhc6Q9I0pkZ9is5D0s8yRycC8EPTEWRHSaFhQ9Ozckc2Z7tD1DRcRZU+f0PUvP9GQRcyQ9W2eEfxT4JD1jLkRsKyKUPWnUJGodziQ9bw3kbJkj1D18DmR4Cb/EPYHRZG+FICQ9iA9kVm3dpD2PKxRrXMLUPZuyJGnuNsQ9oDOEauSvxD2rGWRqLcskPbQkBGq2xPQ9u/ekdLsNpD3SzwRZCg+0PdolhFZvJNQ949GkaOVSdD3qv2Rnyj+UPfFXZGkY4ZQ+AvnEcF1YhD4KixRz+lk0PhFa5Hg9mNQ+GVpEgeWnlD4iQ4RpgjuUPirHhIgTu+Q+L/3EevXL1D43NORnerhkPjxFBGSse4Q+S8JUcaxMJD5U2eR70dy0PlpbxHv612Q+YsekefHIVD5yr/RsKTaUPnrh9H0VP3Q+gH/0XNCuZD6O+wRyeiUkPpNENGrP9MQ+mvgUZ7ZPRD6id7RdWi3EPrMexFl1ZtQ+uq4UeJcNVD7DtxRlht8kPt12FGdg+sQ+42b0cC4RZD8J3tRmNAmkPxRKJGYRGKQ/GpTEYBuU9D8fR9RiHnEEPyrkFGKfJCQ/OgqEalTEtD9CzPR9SPZEP0uCZHa7fyQ/UX30arcG9D9ZlRRpp4g0P2SfBHGUxiQ/a8b0Wu6EJD90FyRj+iyEP3vdFHnewUQ/g1lUgRf1xD+a1ERkh3vEP6PENGq51LQ/qznUcKwtND+8pnRs1+BEP8I3hFwLhjQ/zJkkbqZjhD/baDR2J8qUP9061GhKgxQ/4eAkZDOstD/rwcSCP/rkP/emhHgTpQQ//OZEdxCHpEACFuRs70y0QAeUxG3R/1RADU3Ef+mHlEAR5yRv4wpkQB6w5HqMc/RAJonkbksDFEAtquR+z7LUQDEn1IKyRHRANebEdiS6xEA5yOROsGy0QD4UZGRjmARARhEkbNkKNEBNRlR2v/tkQFHNRHm99yRAVWY0a2wT9EBaMARhJaIkQF3JZHAtfERAYPU0bE+opEBlL6RwVBHkQGd35HrkiARAbdoEgaJlpEBxfqR1p/EUQHWWBHMMZyRAekwEcI8iJEB9wMRq6YLkQINiBHUCAxRAhRkkZiWQpECJk6RtsyxkQJA05HseX/RAkSekamVEBECWM4Rzl7GEQJpeNF8ruNRAnZ9UfcHUhEChy3R74kkUQKdJRG+Q26RAqhZEc9/ShECttFRuU3L0QLEvRG6UMfRAs9ukdWOL9EC2z6RhHuF0QLo3JHTpQ5RAvcK0eqEFZEDCBmRxhK1EQMXFRHApdKRAyTj0c4Zs5EDJmARggJZEQM5MFHRC0sRA0VPUf9BjREDWRCSDIjoEQNokRIBZAcRA3dGkdxK2VEDltwR1vkkUQOmUBHmvgwRA7a5UYJT75EDw2sRieUCEQPYjxGqPe3RA+meEct6KVED+RFSHcWykQQH8dH9JxaRBBnBUjse6FEEKubSCawSEQQ5JJHPFj/RBECOkYuB45EEVUCRx72/kQRsIZHXzJZRBHjYEheq9JEEiOiR0FIgEQSfwVGJnSQRBK5aUYdYvxEEuCgR7I/aEQTHehFstw1RBNWREdJO9FEE5UqRm5tbkQT4KNHLqR4RBQZlEb0fNxEFF7/Rx6pjEQUpN5Hx5lORBTqQkh3/ahEFSHsSCnoF0QVYGhHqjyHRBWUpEdBnQtEFdU+R7WBqUQWIjRHvbhXRBZpgEeuFzhEFuLeSFajMEQXIRlH3LQxRBdnaEckFAhEF9wUSB0QDUQYImRHkWyURBhj40eRZEJEGLxsRjbR2UQY5E9GoEGbRBkSVUeX0fpEGWK+R7qOW0QZe+BGJX0ERBmkS0a7dBhEGeGqR6BIJEQaIH1GCFCzRBptkkemvPNEGpSdRtUaGUQavchGag62RBro8kfvpLREGx1ASCF8oUQbaARIBO6vRBuiHkgeK79EG+isR3DDRkQcHcZHGzJqRBxlbEc6+JREHKg7RvIXHkQc5nxIDTMGRB0QxkcISMREHWNtRaeKCUQdnPJG1GxCRB3eIEcCFMdEHhLVRxGFk0QeYpRHmxuQRB6p3EbuuNtEHueuRubd70QfIKRHKco+RB9h3kfIjZ5EH6anR4PBf0Qf5RpGiUmWRCAjakd1EZlEIGS+RwIYaEQgoRBHkVAmRCDvjUcnujtEISNYR3FaRkQhLZZGWQQTRCFa10dEy8REIeBWSBKzqEQiJARHlNLvRCJj1ke7xIlEIp1BR/mZ/EQisuJGSh9LRCLzpEc0EkREIymxRhxOZ0QjcTRHVcDXRCOa0kdFm+NEI9H2RjTZ5kQkDBVHD/WGRCRc5EbRvu1EJKa9Rq+ddUQk9SBG7G14RCVap0arJiFEJd9mR/ZNY0QmIkJIiYICRCZkDUgjk8pEJqZBRxpVS0Qm5DFHZO7XRCcXyUad8tFEJ1PoRtlQo0Qn4GhIB/00RCgikkW+MW5EKGoYRtVi7kQo1spHeJkTRCkdiUfKORhEKWiWR/+yCkQpplxHgVADRCniFEh58CtEKkCRRsndtkQqbBpHyUNdRCqkBkdT+mNEKtaKR2fIuEQrOWBHLDSoRCtkOkerr6ZEK53lRhNiEUQr0uZG/s/0RCwmL0ekEYJELFXWR2sue0QssmRHANh4RCzjZEhFq6hELSjKR6BKt0QtaoBH76IWRC3AQUfv3jFELebmR/hh50QuLLdHpHXdRC5bW0evMOhELp6wRxwMrEQu4EtHybeRRC8tFUVgSM5EL1eaRqZX3UQvlARHcZ1mRC+7Lkcq6tFEL86rRc3rmEQwKrNHLo9VRDBpKkaQK8tEMJ1XRtZWj0Qw3dxH8QRrRDEqXkf7amhEMWNwR7+u30QxnKVGRZkCRDHgYkfp0PFEMh+dRt0It0QyY6tH3mzRRDKlC0ejXY9EMucjR5ajUkQzHJVGjafwRDNyP0dcUStEM4X4RwFrZkQz6RhHBCkNRDQf5kesRQdENFK9RyiZ00Q0mRNHQfS5RDThOkd6igNENPqZReTzx0Q1NNpFjhnkRDVtkEaywIJENaW+Rxaxx0Q144JITs7kRDYoeEd2loZENmvNR5C+E0Q26qhGhNcORDcq6UfngT1EN2Z7RosS/EQ3jCJF8q2SRDeztkXu7VJEN+LRSBBX5kQ4HfNHFgLZRDho5EgAnTxEOJ0NRlYE8kQ48iZGg9ylRDkt4EacjwNEOWUIR/Ol5EQ5x81F+Xf9RDnwkkcMbFhEOl/sRvQr/EQ6sFpHlaTSRDr5REZsOZxEO1bpRnW2WkQ7q0tHLZ4VRDvjkUgFfcpEPCXdR67pHEQ8UKVHvTZTRDzmqkcsHrJEPSYUR0yaoEQ9Wp1Fqoy9RD3oQ0d+rA5EPiXMR963gUQ+ZsVHOobCRD6r20eHHWxEPvLXR9uEHEQ/GiZG8n+bRD88VEb/lTVEP2nsRw7Eh0Q/pu5HrB0IRD/w7EWFhXxEQB/mRys8EERAaBBF6hs0RECu8UeYvS1EQOeKR6bQ7URA8ABGiXS5REEYt0fwEYJEQVfUR4X5BURBiUtGtdcPREH3mEd2aqhEQiXnSCfC+kRCYjtHZ+w1REKk3EZ+4jFEQvFqR+wWuURDJvJHhBAXRENyQEcgyRNEQ6NJRwEzkEREDn9HGgouRERgEUeHM3NERMkKRojgTURE/NtFDFqLREUej0VVUq5ERWLTRuhLTkRFqfFHV44pREX16EaBAeZERjxZR0MGekRGcgJH2yXDREagGkb5tzxERt7DRjDpU0RHJ8NHgrIUREdgeUgNT6lESB29R4h25URIbdxHB4oRREjlqEc2i0ZESRpPSAL3HURJYUNHM5X4REmYq0bf9mlESjApR7dkrkRKcDtGV3/2REqxW0cfpIpESuAARUGyikRLILNHAuo6REtOYEav1bRES61JSCzbZ0RL6SxHxTesREws30de0jxETGJ6Rw/QlkRMgjhGxte3REzdO0e6Z31ETSW0R5vPdURNRn5Gvt4DRE1y+kd0md5ETa2ZRgO7bURN46xG/Q78RE4vG0eAp8NETlkYRyD/ZEROsZBHNc7cRE7tV0ZXmWBETx5gR41DpERPRJZHFV4yRE9tKEaSB9ZET63ERohgwURP2RJGh4KSRE/9U0ZopmZEUCGoRwwilURQYk5Gx2+URFCqlEeXO3JEUOXvRkcNeURRKqBHya2wRFFb0kayXEREUXChRoxlbkRRustGfyF3RFHnQUcOfRxEUjDaRcgJckRSb/tHPST3RFKtB0UWzp9EUxVwRzL6/kRTbhBHOU3QRFPBs0bJHg1EU+9sR20vaURUKJ5HNcSBRFR3EkbkkBxEVLEER0HllURU4aRGnenxRFV2KUaH3ZFEVa7mR5GNV0RV7KhGg3BFRFYhe0eOqnJEVnEKRztPh0RWqHRGxli1RFbkLkfjbCREVwVURd0aGkRXKsVHledaRFdVQUc/091EV3snR1SxwkRXtkJG6eMARFf84EZq//FEWDDhR5iFrkRYdYRH0N8sRFjAg0XxARJEWONERo6QvURZHTpH3zDHRFlZ/UZG94hEWaKJRwTNQ0RZ4dBHT92ARFopnUbjujtEWmGeRi6wiERau+RH3DthRFrhY0arpPlEWweVRvozQ0RbOOdHfp2WRFt+8kcDPcNEW7h3R4E9zURb7ldGo2ssRFw3wkdH2+dEXIuYRhlu4URcvYRGiHPORFz4tkVz84BEXTJpR9+cXERdYytGruF/RF2vjkabBhBEXfYFRzbTJEReMzNHf/g5RF563UiR+olEXre0SGMjwERe6+BHNSaQRF8pFUbkxehEX2C9RxBoGURfhoVGj5a2RF+7L0dsV8ZEX+eUR2c3DERgaPhF4hLaRGC0MUa5PoNEYO8pRwBOMkRhLydGwqPKRGG1dEW9Ya9EYe2yR4QjyERiL8ZH3h1+RGJvmEf9gvVEYrmQR08T1kRiw2JF+uO3RGL1sEfAsOpEYy4LRp7sq0RjdaNHhILpRGOaEUcDx+pEY7gAROGFCERj8opHqTJTRGQ4V0cDYU1EZHqQRs2XrkRkvchHu7HmRGT8z0gOE4REZTfaR5gYCERle9VH0qlpRGW7ekcsI3lEZew2R1Dc20RmMi9H05fIRGZSUEasLTtEZnv7RwJlWERmqTdG1jrURGc1+kfBeSlEZ27rRx/NeURnp5ZGFPQgRGfuN0fF/xtEaDLeSC2MI0RohDhH8lfZRGjGwkcSdEFEaPbqR5TC3ERpL3FILrEnRGlYmEb6kVlEaX+FSFPlsURp86NH3a4wRGo5lEcp9D5EanbBRrSw+URqtM9GxAXVRGsCfUaqPDZEay9+R3vfjURre8RGD2c1RGu4CkckWTFEa/SFR7QcA0RsMCVHb5J5RGx2MEd5Aq1EbL0fSC7xIkRs8LtHCGgaRG0450enIapEbW+ER1PrRkRt8xNHqE4cRG4q40aRwzxEbmjhSDjnHERuhXhGFtQQRG8BMkaWayREbzkMRzH8wURvcMhG7Gw4RG+8u0f611lEb/m4RzYp5URwO6RG5JqMRHB3iEgeQa9EcNPgRzBhhkRw/E5H5j+vRHE2UkdbiGxEcW/PRhDwykRxqodH/DozRHHXeEWM2PZEcfjqRtwVRERyLAVHPzG7RHKpRUcl0nBEcuYwR2zQ8URzJPNGtS8+RHN6Xkb9v6pEc7M7RjR5QERz9E5HugpORHRvyEcv4ZtEdLDAR8GMeUR07MNHI8LgRHU3VUgcBltEdblJR5iW6kR16LFHZakkRHYleEc3vLREdjo5RnxB6ER2ecVHRS0NRHavK0d2BxBEdu1SR/WDpUR3OIJHzD8GRHd0fEfAdzhEd6WYR6SCe0R3xaRHdO4fRHgoGEe1d1xEeEzbR1/xbER4fiZHIINBRHj8LkgTfUFEeTYZRrspBkR5ei5GF/x+RHm0q0XM229Eee92Rp1BsER6KmhGhtXiRHpwsEdkhDZEeq6BR2guaUR68Q5Hd2aCRHsfhEY3QFZEe2r2Ru/MmER79plHl7tYRHxpIEe1JQ1EfIu0Ryzqd0R8v1lGxHgMRH1tUkanI8tEfbwbRsmutER98IhGTmWbRH4k3UeYEPdEfm14RpVkZ0R+uGxHJFbURH8e4kfq5PNEf2ZiR5rI/0R/snVHEvC1RH/9oUXh6vFEgBmeRzuOE0SAOxBG8uOnRIB8uUdG38REgJfmR1MtlkSAy6JHo99zRIDwlkZ8TidEgRfWR1QMikSBPpxHmn03RIFeykgJVsNEgXY4Rkj9yESBjGxGGDpmRIHAYEgcIHJEgfjERzsRUESCGORFRnf3RII3AUeTA2NEglE0RbRs70SCmcpHrhd4RIK1/Eab3RFEgwjgRLvJ2kSDOEpGhfYfRINdike2BEdEg3K2R5TX8kSDl5pHA2YPRIOxj0WJmwBEhAVqR5HqIUSEIT5GS2u/RIRA+kYjvuBEhF7GRp6l70SEesRG6vPRRISg70f5lchEhL1qR1d+bESE2tFGo/AnRIUdukajaHlEhUAqR0c570SFdKVHPdnvRIWV6EfXDEdEhbJARpoTvkSF24RGzHrnRIXqAEUyMKVEhnuER6TNFkSGwpZHgh2HRIbWmEcelZ5EhvduRtqU5USHCbVGxrPfRIcqeEdIzOtEh12MRuhhd0SHd05HjPVHRIeOCEf5t29Eh6YbRi6FlUSH4YpGP8nhRIf3TkcdVXpEiAj+RoxuNkSIIFZF/CdQRIg5ikcgi9xEiEfCRnwE9kSIanBGvD+sRIiXckd9ytZEiKqcRvtnkESI04BHAt/qRIjtoUc8Xd1EiQ7mRqnM9kSJN7xGko8TRIlLwEWVGBtEiV5QRwX0CkSJmoBG83rlRIm/UEYKF7pEifh2Rew940SKHHBGPWhBRIpER0eFMUREipt6RsgChUSK88pHdqe+RIsYokcYtD5EizUbRclgc0SLeHxG1kq2RIuQAkaKhIJEi9YbRpqnwESMDnlGNX2vRIxB2UdMMPdEjFMcReYH30SMjsBH1y4DRIy12EZS4ZBEjPbyRxfy/ESNMM5F0heoRI1fzUY6/G5EjXsMRdi7+ESNnPVGilOMRI3h9EWZPV5EjjeoRrP+/USOUs5GnrObRI5+oUau0ClEjq7JRYkUEUSO87ZGGz6YRI8C3kWQL7hEjyKERpN74USPNUVGj4OMRI9WTUb4RNpEj7RKR4QcJkSP2jdHsQ7XRJABAEUBoS1EkDqmRpKYwUSQlCRGeD3zRJC2gkaDt5NEkNAERetTrESQ8WxFiw/LRJEBCEXgWIhEkRqmRmzdi0SROhpHUTqcRJFUkUcAHI9EkWajRihPL0SRh45HLKpQRJG0sUYmUD5Ekdk4Rx/Y6ESR/+VGCm29RJI+00aVptdEkmuBRarh9USSgQFGOGwGRJKclUb2T0pEkrjyR9Tw10SS5mZFrb0BRJL8sEYnCTNEkwxBRauqskSTWoRHPUruRJO2qkbzR09Ek/D7Ry9lv0SUHhJG+w+2RJRGxEdBScNElGNvRZNB4ESUfVRHD8J2RJSbg0bHuXlElKd8Rfa8WESU2H5F+HtqRJT8XkZEdENElSARRpKrXkSVQn1HFReARJVw8kVNAONElYWlRedU4ESVoKBFW+FrRJW6JUZ/XtlElkI0Rc+yQ0SWYVhGSzBXRJaHTEYrvABEluWaRsZilUSW/5pHBrT/RJc/jUcmM95El2HqR4veyUSXeiJFtzTCRJelOEbvNmVEl7wARR52FUSYCcJGWp/2RJhCskWCxCJEmIyERkxStkSYu61FpB/oRJksnkWLQNpEmUTNRoLKp0SZqoBHaOjfRJm/skbhZYpEmgEKRpO6WUSau1lGApjFRJs42kcR/gFEm3HHRnKcdESb4vRGlyiqRJwZbkZx5QZEnDZ+R16peEScYutF5SCbRJyErUabYDBEnM5xRngamESc86dHMlHWRJ0b1UXWC2JEnTIMRplfikSdQvVGPRbXRJ28r0b6PXlEniKGRf5+X0SeRTNFIsGwRJ5bsEcf2BREnu8SRpG2ekSfQn5HU9W6RJ9+REcpE7FEn5o8RtrIDESfusJG6EpbRKCGcEcEG3ZEoKG6Rcnn50Sg33pGLDJHRKGfbkXT9sNEohSxRa1QakSiJM9FOJoFRKLTjkYWWvFEou6mRp4OZ0SjFr9G5BQIRKOcp0eBvBVEpJpmRZKcOUSlpvFF29bpRKYofUbCpj9Epm4ARMqZVkSnCXdGFWJxRKdaz0YbIFlEp34TRocA90SonX5GBoaQRKk4lEYPKKBEqV13RlBtLUSplwpGQW9gRKnJcEWoSBFEqhSJRsD/S0Sqv59Gl2p7RKre5UWia7dEqxtwReQuJkSrPwlFHMCJRKu1u0bdaZ1ErACmRWGiWESsHDRG6JP2RKwyS0VdowlErPRmReemOkStuslFxgLiRK+bAUYEzuVEr+NaRoHsCkSxbrRGqWNxRLGTKUdaVdBEsdmgRvc88ESyiFtF37WXRLMIr0c818BEtUbORxEKS0S2mX5Fh3u3RLgctEXhEBBEuJYARNVB3US5CJBG6xnlRLlxnkdAgXFEuxchRy/x40S8FKtFJBvwRLydGEYdKc9EvjSERqqYB0S/a2BGxT9CRMHi8UY7EJFEwkNTRieTX0TFGF5GqMmTRMmznUZUMMpEydSWReOIc0TL45JGR1LNRNA6AEUqHsRE1QKeRaLqrETVX71FqpFwRNXwdEYWna1E5wmuRsvy3UTqdKlHA2e4RO9qtkUmX4Y=</peaks>
    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1875.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.882781982422</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="142"
          polarity="+"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1919.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.458435058594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="69"
          polarity="+"
          retentionTime="PT1936.51S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">449.436767578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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CoCkQ+JbxGHhmRRD5jDUWt5otEPqEMRYT850Q+5U5FsNNLRD8oaUaznwxEP1Y7RjVrEkQ/da9FRD8HRD+rZ0cz4e5EP+U5R7pPtkRAL8BHEf9NREBYAEWO+bVEQINGRMvQfkRAqSNFdZEHREDbtEeQC2FEQSDFRojEkkRBbeFGx1d8REGvzEac229EQcwORaiHkURB7WxErSq4REIlzUT/YqlEQlwXRkxOu0RCfatFmY7nREKvG0WwnmdEQt6qR5E3FkRDKYVHiV0wRENoZEaH9+FEQ7K3Rge/IERD8lFEjIoCRERdRkZq5XBERJrPRm/o+kREzE9HV3mERETwXEZtA+1ERSjMRtwLsURFXI5G89ofREWRl0b/Zx9ERccORtPv6ERF6blGsobkREYuO0Zun+ZERm92Rgxs4URGobhHP0yjREbYGUYZ58VERvQGRapHUkRHKC5HzFtYREdlyUcG/ZJER6SmRwsDwERH4DVG2/bzREgowka1ZBhESGejRiUJYURInk9GGWw9REjgAERe+O9ESQwERjLTmERJOXJGk6uMREl24kVh0udESaN5RrDs7URJ3IxGqxacREoqrkdqYc1ESmk2RuRTA0RKl1dHEE5wRErgLkaLqLlESyDdRconGkRLrMlH3V8LREviZ0fBxBhETCa1Ru/lUURMbeZGqAeLREycJEdvHapETOfRRsdR/0RNNjBHRZPlRE1x3kXK3EdETbbDRyaaH0RN7G5HQLBiRE4lSEa7gLBETmZHRy523UROjMpEmeWKRE6ymkacwv1ETuVyRu2ifERPKJtGvco9RE9NOUWUG0BET6FWRkMyYkRP4yFHRiAzRFAwXkfq3IhEUHqQRwA7lkRQ4ABHOm/tRFEyN0XvbPhEUXmHRxQw/0RSLJhG3co0RFJqhkccpjBEUqtBRkusfURS6mRF+hwHRFMVlkaH765EU24uR4umQURTo0BHPaSARFPrPUXKua1EVCmLRwUwEURUXABE13g3RFS3VUeIDNZEVPSpRuuoD0RVI0JHG0HFRFVmz0WMBNhEVaI7RoJHyERWC71HW/95RFZKp0YkonVEVp8+RwY+CkRW4o1HBsxbRFcbj0dGZYhEV1ahRQIC+kRXgudG/NWuRFetyEUje31EV+fURxcklkRYJFFHA71vRFherkV9J8hEWIWtRh5EIERYv5xFkjDcRFjqJ0Yx9SVEWShpRtwWUURZZv9FgmQWRFmyo0XktSVEWfY1RWkk+ERaNzJFOgs7RFpbMEcSAEZEWoIiRrFfzURaqfFF9YRXRFrexUW2VYhEWvj8RQvKo0RbPp9HApk6RFtsf0eLqihEW7BVRpML1ERb40NG1XldRFv6K0Yerv9EXCjcRwqwH0RcZAdG/jWRRFyo80ZvDWZEXPHARfNmSERdLcFGlDkCRF1xVkcqM4tEXbUXRokeMkRd6yNHL/0aRF4l5EbR9gZEXkmxRhXcUkRefYJGwOvzRF68N0cWlndEXvVPRqw+pURfOQpGldasRF9sKkWM7T9EX6lMRe2CV0Rf9iJENy3nRGAi1UYqFRZEYHX4RfuaO0RgtYJHAzbiRGEBaUaqbSpEYTlXRoN2dERhfjlGBK8vRGGyIEcBYWlEYeTiRsww2URiBpVGh6zSRGIwf0Ymu89EYm1GRWwWu0Rit7FHXQf3RGLt2Uc0ofdEYvhCRgzhkERjVVVEq4QhRGOxW0XDPF5EY+0oRvZL+kRkKthGtSnJRGRUj0aCLRpEZH1bRt95BURksTpGvHYPRGT6hUasgxhEZSurRol8n0RlprpGtQbARGXn7kadbJVEZjC9RW/Z3URmW3lHCE7iRGaB3kaQTAdEZqmPRosN3ERm8mtGsgLsRGc8K0eS7rdEZ3VwR7q7HkRnuENGadczRGf2MEagKHpEaCauRudq+ERoUUJGlICoRGh5J0YspJ9EaLvQRj2ny0Ro/epGZfH8RGk/S0ccbs1EaW19RvopcURpr01HNsKERGnq5UXDkpxEaiHbRQL2skRqUpJHCDlWRGqYzUb8whJEarkfRd9dqURrK9JGrKASRGttYkWp0+5Ea8ReRwii1kRr20xFqsc3RGwAD0YCGOpEbEFkRgII+kRscyVHUnubRGy03kdBA7xEbPIBRu6mekRtIfFHMJe2RG1uV0W8hItEbbC8RqYxdERt2RZGxe5DRG4EmEZIhP5EbjABRxDKeURuTDJGb2svRG6E8Ea+fUJEbqReRt85YURu2ThE7yYXRG8GaEXFGuBEbyquRxtbjkRvaKxHI5j1RG+nzkY+pLtEb8WCRd9Z60Rv+55HOMB2RHAqG0Ykz/dEcHY6R1DQGkRws95GNEdBRHEFN0aQvAZEcTeVRt8FbURxo3tHWzk8RHHd4UWGtgJEclEORl1YHERynv1GZeOuRHKtnEV1zuhEcvC6RqI29kRzfClHH8IcRHO+uUbGcvxEc/AeRoeeQkR0HttFISDiRHR0yEXDDkVEdLllRZAvOER0+mhGWYfARHUtykaUbYVEddcPRx3FoUR2HStEpMOXRHZ0m0bX3PlEdr1NRk37PUR3C2JGukqlRHc/5kZDDj1Ed2IlRoJzXkR3leJFuQUCRHfDK0bIxg1Ed+fTRixzNER4GlJG6KLGRHhmJEafVzhEePBqR19PQkR5NgNGkRidRHltjEYsC35EeaxWRoQln0R52RZFi5ibRHoT50a6iC1EempvRozUoER6uBJG2aEVRHs86ke3XsNEe6D7Rw7G50R7zbBFi9f7RHwXDkcB1wZEfD5fRl6TmkR8clZGR6YcRHyglEa72W9EfQTiRjKKfkR9w8NGbHb1RH3ylUZ1ywJEflmaRkg2UUR+vGJGhMfURH73MkR2dUVEfzGlRogpWER/cM1FI7QBRH/BEUcmialEgBynRSLnuUSANNJEks7fRIBSmkYirVpEgHZ9Rh8s60SAkkJGcftcRIC8hkYmP3ZEgOV2RxuXvkSA9ABE7MpdRIEcbUYkZ49EgUAARGLp60SBXNBFVYL9RIF1Dkc5L2BEgZx4RzOdOkSBuYZF4XU8RIHjaEVlmQhEgj9ERYHP20SCUwJG1O1cRIJzGEb8X09Egpe4RteVLESCxTtGsrAlRILnskctp15Egvp2RtBEu0SDFq5FKaTlRIM+kUZdnwdEg1hqRUMkZkSDiqpGZrRIRIOmS0bbRKhEg7q8RhPSe0SD1O9FGd87RIRBkEZMhlVEhFz+RQD27USEc2xGQJu0RISXqUdAe9xEhKoARLAkDkSE2rxGvQfuRIT1/EZbmv5EhRoIR4Hs9USFMxRGnG/SRIVgOkah7thEhaMURoqJXESFt4xF4b1tRIXb9kYVFO1EhfnqRhf6U0SGHp1G4NHORIY2AESBYPhEhk+YRbXXr0SGYNZGeu1lRIZ8iUdFaLZEhpdeRdnWg0SGuOFG3q3fRIbYTEaAqxVEhvFYRsYYfkSHLpZGnhvhRIeDJkYJvMJEh958RhTrPUSH+URGUgQsRIgtWkXrBStEiEvKRubq/kSIb2RF3ag+RIiKT0cKtz1EiJoARcuJQESIwKFFpo2oRIj2XUZj5zFEiSZ5RsDaLUSJbVtGz06VRImSeEUnoNREiarzRl/rbUSJx3lGrDZkRIn0CEcmTfFEihhlRfMBnESKc55GtabRRIqJ8kXjTlNEittpRXeChkSK/etF/5cDRIs15kacrS1Ei5ckRrIdTESLnt5FyvHdRIvAe0WlnMlEjCTIRkmsrUSMVVJGDku7RIxnikWUHDZEjHpYRomx60SMlnREhMryRIyzwEa2lZVEjNUSRniBSkSNC3hGlbaiRI0iHkae7BdEjTzuRxmT7ESNWu5FaIshRI15NUYDhf9EjacmRs1d4ESNzdNGMx7yRI3/ikZP7n1EjiDlRpmlKkSOU2hGZ2HgRI5sxkam8oVEjqvwRoayEkSOv21Gny5tRI7ZAUWuNahEjwE1RzPDj0SPHw5GDGcGRI98qEaeJ6VEj5lsRd6WrESPxnpFCxrdRI/toEcWbzhEkCwURgrCtUSQQF5GOHeURJB5kEYavwxEkJViRlLUnESQyoxHCFcpRJEDiEZzi9pEkTDIRkug9USRSPlGucc3RJH8qkY1DK1Ekh1ZRp3+y0SSNyxGnCkcRJJfHkZAGY1EkpaORojUE0STCDBHHbkqRJNCRkaaL31Ek1o2RSERQUSTedtGFQDPRJO7jEbLIFZElCaCRnfDS0SUOqhGBMDdRJRjj0ZEfWVElH/YRiINakSUo5tGk8d1RJTE8EaagrVElPZcRkSYokSVFTZFha/jRJUmvUVI3tdElVDrRo6260SVYeBGMoNdRJV/2kaPgSBElZcURm4hV0SVyoRFXZqPRJYAnkbI5sxElmaSRiScskSWk5xGvzsLRJaiTkY1NBFElsbSRupzFUSW+rpGBZFWRJccqUXUGrVEl1VqRaa/bESXfrhGMtdHRJfKXEWEhJNEmAvGRrsm30SYE2lGIQAjRJhYpkb2m9ZEmHIARIO2oUSY4UxHCknXRJkbE0Y0HKVEmX82ReonrUSZn2tGBH5nRJnlMkXZZHtEmhzvRvSo/0SaOABEXRDdRJp/O0Wo1A9Emp2CRmQA9kSasHVGctAERJrPBkUlzaBEmvvyRvRt+USbbPxG1x37RJvCSkazsydEm/wgRYVydkScSltGOFqTRJxcG0YCpZVEnIVARhsT3ESc16VGt2MGRJ0lMkXNkIpEnUB4Rakye0Sd3KpGDLKWRJ4m0EXlOR9EnjxeRNDV3USeWRxG3LMQRJ6UgEWEpDNEnvtQRoiEp0SfAsxE/LTIRJ8aO0aE1n9EnzrjRqFLaUSfW6tGaVodRJ+x3EcQv69En8gARW6F70Sf/qtGO8YbRKAWE0YSI9lEoFylRrXo0ESgoq9Fs4+ORKDXl0aFg+dEoPZ7RphwxUShQSpGXbCKRKJXYkWLrPhEosC9Rr65/0Si9NpGGWhyRKNAu0ZV2TdEo+3RRbsoqUSkaWNF3klfRKTJrkcj4oFEpPi/RRQdqUSlSABERd46RKWCvkWARFREpaCvRbQj/kSlyCVFRVU0RKYGgEZF/4VEphnURcSxAESmNbNHC57WRKZKKkXEMhdEpmKTRWQ3mkSmhaxF5tahRKafaEW39fxEpt78RpJmykSm9VdF5yBHRKdjCkSwmItEp7RzRVPOHESogqNGlodHRKia7kbLuY5EqP/PRlysKESpVphEvN5KRKmHMkWxb0tEqdMNRkqyMkSp5e1FutcrRKpYtEYokelEqnYARF7h6kSqoZxGw3w2RKrjMEXGJNVEq4SSRj/M1kSr2GRFKJwrRKwp1ka5+yJErEt5Rj/TekStJGtFF6QfRK4+8EaT285ErzQtRmg5uESwDH5GTFhtRLBAaUUgGQpEsQWqRpyL3USxPptGDBe6RLFdfkU4uOtEsXZxRXzbYESxiHxE/sCIRLGuakXgAqtEs16ERoX6f0SzwYdHAMjRRLS/i0Xek6JEtP64RfaxN0S2aIhGgt5LRLc6XkUh6bNEuH7cRszAwUS41xtFlZftRLmHPkaQDdVEu8adRoub50S9Y0xGbOEvRL/4NkZ555tEwtR5RkKAZ0TD6YZGlUCHRMRAxkYdsxJEx73fRW5QnETM6sNFxO6lRNAk/0YJcB9E0D0NRrUFuETTggBFseIGRNSsgkcNJ4BE2PCIRwBDrUTcNIFFwqaTROHokkYB61RE7MlORJsmd0T27yJGZP6hRP4vRETKMjVFAauORX0+9EUB1T5FBtmYRQb//kaSLm9FCts1RVd2ww==</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1945.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.125244140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1953.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.154205322266</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="110"
          polarity="+"
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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1980.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">957.200012207031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="37"
          polarity="+"
          retentionTime="PT1988.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1267.19189453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="91"
          polarity="+"
          retentionTime="PT2014.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.675506591797</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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