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          peaksCount="463"
          polarity="+"
          retentionTime="PT710.536S"
          msInstrumentID="1">
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             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="494"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT726.381S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">694.42138671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="492"
          polarity="+"
          retentionTime="PT734.896S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">830.851257324219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="1"
          peaksCount="677"
          polarity="+"
          retentionTime="PT742.106S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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    </scan>
    <scan num="506"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="575"
          polarity="+"
          retentionTime="PT743.309S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.410705566406</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="419"
          polarity="+"
          retentionTime="PT753.291S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">736.354797363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q08pbUbeXXdDVzmkRts88kNfKrRHL10VQ2FAAETeFVlDZTncRyj0jENrHwhF6OM1Q24ZdUZdFdtDeSQuRpRln0N+6x5GR4pYQ4AKW0Z0i2ZDhaEcRxQfLkOGmbJF1Z1nQ4oSYkZYE3tDiqCIRzheAUOMHLpG+EVDQ4yOx0byzhBDlJl9RY0mVUOVgYlGbBDOQ5ZohEdDWWpDmClxRuUmgEOaovpG2tmSQ5v96EZSmgBDnFa6R6u1dUOcmcJGxKtOQ5+epUZv4c1DoYZ4RqjScEOjla1Hrl5YQ6QYLUawrBtDpJAARSw5TEOlBpRHJM5GQ6l8xkfBRD1DqisiRs+PNkOqixRHGXSAQ6stW0ab+g1Dq9PyRyr2yEOsPcRHOpafQ616dkWrlyVDrpvaRhgMIUOvkGRGnjwKQ7CaM0c+zIFDsZcUSCXPQEOyFEZF2h9bQ7JeokfhN7RDsq3qRzgEHUOy8cRFsbrwQ7OqE0aj36lDtIKIR0UWDUO2opRGiumTQ7cRmkW6M3lDuR2SR4Dtg0O5pYJHXwFtQ7oxNkgEnhxDupDFR7BadkO79shHQcdcQ7yN9kYOYdlDvzyaR2Rh9kPACwBJIslgQ8BwQEcR6VxDwgp0R8WlREPCdoRHjZHFQ8QKO0fW3yJDxX08Ruv1NEPHp/lHXYESQ8jp3Ebd4sNDyhVWRlfyikPKooRGzxG4Q8yl9UaHddJDzeUrR0qOIUPPmZpFwhk8Q9AZX0cpzptD0KRiRmTbYUPRviNHYpGTQ9JVVEgBM3FD0uJiR8m1wUPUO4tHzM/gQ9T6WUaFsMtD1/eiRnyJeUPYOABFN+v4Q9jdmkbNimBD2io3Rx0JLkPa/qBH0ShLQ915dEakGWZD3bhuRsEK50PelJxIN/ncQ98NpkdwA11D4NlORbGlVkPisfxGyfSQQ+NtrkeKXk1D5QvBRgLb3EPo+txHaHHYQ+np8EaEpnZD6loNR+gUgUPq3oFHW59DQ+wcMEc7iXpD7SlUSBft50PtjLhGhWCyQ+6r20cqBHVD7y6iR6JJ10PvcLRHy0tsQ/KjIUeWdaFD8xs2RjN6+EPzYwhHTv3xQ/O7sEYFM+xD9Jg9R6LOWEP16J1HpFDeQ/ZeJkcN7MlD9sAARVEufkP4DaBHeCnNQ/h+IEdlrepD+SXsRvhnN0P5srJHcCVBQ/pMa0dqjopD+oUoRt7NYUP7GulF2HyoQ/tueUdrhnND+7AARQ5D1EP78xJGsqrpQ/yipEcabhpD/aYWR67F60P+RdtG5gaNQ/7bbUfyowtD/+wTSj+xiEQAHBpJZKk2RABPgkebF2VEAGvUR0CXEkQAsnRHwgrjRADjnkd3QIFEARk8R5Wg1UQBP2BIWSy/RAGOWkUVcsNEAemqSIwYe0QCEMtHgHoxRAJtGUfN0VBEAq50SC182EQCwJpHAqG1RAMvk0cbtZBEA4U0R1NhVkQDvMpHrP1oRAQAhEeMVXpEBFD4SGWy/kQEg2BHzXqTRAT5kUiI1SpEBadiR4wMjUQF6bZHgcuLRActZkcKFUdEB5VJRzM8okQH2rpHMFGMRAgDNke0cr9ECGMUR0eZYkQIirxHTLWkRAistkdSR25ECR0QRmp0I0QJjTJHhkUPRAnCJkeG7NJECdwtRxntjEQKFPhHoJXERArHYEc/Sq1ECuuWR7iczkQLKz1HswJ0RAuDyUgyasVEC68SSBM5h0QL11xH4ij4RAvd+kaNKpZEDEj4R1jh9UQMdbZHcgFPRAzUpEckUg5EDQL0SC2nWEQNh7JHo1NDRA23QUe/5YVEDeLHR4Tm30QOKrRHSK0lRA51JEekt75EDqUzR7cmR0QO4cpGJ08mRA8faEcl6WZEDz12Rp7SYkQPst5GzIYZRA/egEdEWKxEEB1WRwOQzUQQQzZHmuVnRBB8kEa3rC9EERdjSFrM2kQRkZJHjGikRBG0QEbrt11EEf1fR2KZFEQTBPVHZ/FKRBM7HUe5XUZEE9VGRhh3D0QUGixH+pIaRBRjykcZh8lEFVL8RzZGcUQV1fhHmhsbRBYitEgKtzlEFsD8RtoUJUQXO2RHiV1aRBg1OkeUO9NEGTIQR2kgakQZYsxHm6VxRBmMSEZIfC5EGe4SR0IkIEQaHohHjknYRBo9bUc7tilEGneaR1TfskQavtRH6AnnRBr51kgB/rdEG0uNR1e9UEQbgWJHng2wRBuaTkb5jtlEHEpWRy3/QEQcuT5Imr8BRB0WR0dlZ9hEHaR4SGJnhEQecvpHEY3oRB7PQkgSlEhEHyqiSIqYsUQfXCpHrG6qRB+G1EeP3z9EH6eERuWP90QgVvdHR0NjRCG/MkdRSPVEIen+R6/u3UQiAkxHDNXWRCIykEepAx9EIoHER5d+fUQjOjlHhuqWRCNdoEaCEWhEI6uhSIrMdEQj6zhHZHxLRCR1i0eSMGpEJKr8RrxJWUQlQdhHzCS6RCVr30eUvUdEJaRwR6lbSEQmGlpHsEIkRCZ+qEeNbVBEJtcGR5gl60QnAi5IB7LpRCc52Eg5na9EJ2WQSFyZUUQoE/VG7QRWRCia/0hd7ydEKPaySAz+K0QpNMZID4KhRCmb+EeaJj9EKc/YRsijWUQp9X5IGK+qRCpQ6kiPbGZEKnyQR5OAmUQql4pHC866RCr2mkbBYnpEK0ZwR/VW4EQrbM5HGaw8RCusxEd8kQxELBywRo5Zr0QsbYBIL3TSRCyyo0gIGNZELQi3R6BPaUQtVQpHkhdERC2NckiUzGZELbgARtCNj0QuDRpHsl2ARC5OP0fuYbRELtAkR6GW2UQu+jBHGwBqRC8jbkeBuUBEL0x8RxiyBUQvdrZIIXJTRC+eGkgroshEL8sgR9FGJUQv54pHIgeDRDAGwkccVHlEMGTMSRkOc0QwmNRItkWKRDDAukfZiS9EMRcaRzA+AkQxeYhH/9cJRDGhwUch4lpEMdA5R7XIkEQyWcZHlV3PRDKXC0eHK6ZEMr4wSAcq10Qy+ctHW/G2RDNQIUjALcVEM/q2SDeGtUQ0IfxIFfzMRDRoxEfcjm9ENKL7SAbMWUQ06rpHQxusRDU7aUhPFKtENWsMR4uD+UQ1kDxGf+kFRDXkMkh+Z8hENhd8R/i7x0Q2RwZH8PrmRDaX9kfIio9ENtCvSB3oUEQ3LO9H6pTtRDdjV0YK0JJEN4ZZRzWuIEQ3t79HjbbhRDftjUeFw/lEOCVZSAyOGEQ4RbdHpez9RDiA7Ug79IlEOJ8wR/Pzd0Q4wRtIAhJgRDjonEacPXBEORsSSCT3WUQ5ZXNIfgKSRDmQe0d3nIBEOdSeR9AZv0Q5/ZNHHidARDphGkc9F/1EOsSoR445G0Q7ELpHhIDZRDsZIkYfQipEO13XSDHWIkQ7njNGY4Y/RDvjxkgQUD1EPBNuRw1wYkQ8IqxGi6A8RDxZm0g64NJEPJuGR950gEQ83PlIWmB6RD0OmUffq4VEPUeISDFIIkQ9gqVH3Qm/RD2rI0ej9dtEPdvQR61XVEQ+CwZHqaq4RD5LVUhemApEPpqTSD/05EQ+2jVGgHMzRD8tp0gpOhlEP2QvSBtwGUQ/y2VJ5oBHRD/xgUmMrkBEQCFTSP2x8ERAQaFH9Yf2REByekfBix5EQKwJRhapu0RBHktJEOD0REFJoUdxPwFEQXDkSBN2OERByfVIm+1UREICk0eDM6xEQjk3R3gaMkRCjtNH+9c6REK6D0ef8AREQv56SFZZ80RDccFHom2tREO6JEbX2BFEQ/EDSIjYW0RENndIHvFVRERvgkdToJFERKVTR0RzWURE6vVIiXNRREUScUgn24FERWjHSEJU+kRFlEVHqJQfREXhpkiBynFERhsTR6aie0RGUVpITJkIREaJBEfVQr5ERsaISESaUURG1ExHHBSWREcuTUgKzCBER1lkSA2kQkRHksdIhrreREffyUd2jhhESAFwR5OQlURIcopHPgsYREicS0cm4lhESM0NRznQ5URJL8tIM6WcREl6FUe8Bb1ESaVNRjmvd0RKBb9IZa/AREoWhUeBo/tESj20SAhCaURKZYNHXIGeREqTfkf/SH1ESrD+R4JPAURK4a9HhqbpREsQqUfNdq1ES2q1SB7jB0RLr75H2Y2tREvxF0fWhz1ETD1gR91ecURMf8hHltbYREy2TkhBeT1ETMZwRpX4IERM2ylHENYERE1qs0gJYpFETZymRvodK0RNvlJH21R/RE4rjUe/ZKNETmPXR7a1sEROjmlH8dqGRE6uVUfUHnJETtUNRuSM3ERO/WJIXLm/RE8wNEgCbdNET1lBRvGfJ0RPqr1IYg24RFAhoEhkxlxEUEvHSHJbNURQjjdHmMZKRFC+EUfHLsVEUN1RR8Jk80RRA7RIODy4RFE2LEf8QxhEUWEDRsO5eURRogNIU6poRFIMNUge9dVEUi5RR6IKFERSWABFgZ1ZRFKQ9UgBGRBEUuVmSA9Q80RTFM9IFM+kRFNh0kfX7yhEU70QRwR2+URT/dhIFq3RRFRMYUebNiVEVG4jR4qBvURUvDNIHmt4RFUhuEdJWSJEVWsoSH4RsERVlvxHZ0F8RFXF6kZNhfhEVirnR5otbERWW1dHtLr8RFajREbzCstEVvLhSHR3jURXFbZIeks2RFd+30c+pZxEWCKZR8/XMkRYP7hH0J3wRFiCnUivy5NEWNubR8SWWERZLQ5H3YfhRFlQ+Ub5+cpEWeYWSAU0NURaEmNHE1eWRFp/5UjQyFREWsMYR7q5aERa/kdHQuJYRFst+EeirflEW2BUSBkWQERboUZG4bepRFvgn0g1ytJEXAtqR494ZkRcNOFIIa4/RFxs1EapHX1EXKvqSFOqiERdDYNGiysKRF12kEfiXmpEXaG/SCoCiURd5WJHQKMARF4b5UhwUIxEXnHiSBXLuERe4ylHngUXRF8lcEhAF7pEX12yR8xgNURfkORIMFzdRF+5dEe53oREX+GuR+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    </scan>
    <scan num="518"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="477"
          polarity="+"
          retentionTime="PT760.45S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.958435058594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="638"
          polarity="+"
          retentionTime="PT761.707S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT776.065S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT784.078S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.714538574219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="586"
          polarity="+"
          retentionTime="PT789.377S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="623"
          polarity="+"
          retentionTime="PT801.939S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT803.311S"
          msInstrumentID="1">
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          polarity="+"
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          centroided="1"
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          peaksCount="650"
          polarity="+"
          retentionTime="PT811.34S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="640"
          polarity="+"
          retentionTime="PT813.245S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="432"
          polarity="+"
          retentionTime="PT814.464S"
          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="404"
          polarity="+"
          retentionTime="PT819.953S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="641"
          polarity="+"
          retentionTime="PT821.212S"
          msInstrumentID="1">
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT822.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1026.320068359375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="491"
          polarity="+"
          retentionTime="PT833.682S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="506"
          polarity="+"
          retentionTime="PT845.649S"
          msInstrumentID="1">
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          polarity="+"
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          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="590"
          polarity="+"
          retentionTime="PT849.915S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="593"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="480"
          polarity="+"
          retentionTime="PT860.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">774.646240234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="600"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="632"
          polarity="+"
          retentionTime="PT869.178S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">956.440002441406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="798"
          polarity="+"
          retentionTime="PT879.762S"
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          peaksCount="452"
          polarity="+"
          retentionTime="PT881.252S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT885.163S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="292"
          polarity="+"
          retentionTime="PT906.697S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="671"
          polarity="+"
          retentionTime="PT911.977S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT945.397S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q1FOFURO30JDU0AARPv93UNVTjBFh6ouQ1ZMOUUcRTxDVz9KRY5oOENZChlEhMaaQ1pE50YE6qNDW2ziRBVsZENiOthE59LWQ2dRZUPHOHBDaWrZRUsbtkNsQZ5EPUyqQ29X/0VZ/LRDcDmjRImit0NyHz1E0SVPQ3M6jkXBNoRDdSF5RZmn8kN2OjpEinA9Q3kZmkNdKjhDfz0DRNaVG0OAqwVFRAwtQ4GgwUSYjU1DgiKDROQq0UOGGABEjyfTQ4a8X0PUUlpDiCz1Q6UUw0OJwdRFFZQAQ4wilkSoNsRDjSTnRS2Ki0ONqJpFiHPyQ44wdUT0GwdDj6p1RUYsFUOQq9pGjmQvQ5FMzUQZAmhDkoUKRG2FU0OTvPpE7NHkQ5SzM0MEf9JDlZArQ48CF0OWH0VFxik6Q5bk5USdmE5Dlw5oRJR7UUOaAABDUZqTQ5qelEQsgQpDmx6dRTSNkUOeJDJE1I5sQ5+g50ULJlBDoB+XRGjl7EOieOdFnOTkQ6MzM0KK9W9Do8CMRDssAUOkOp9Ey0IFQ6WTjEU7Xx5DphmaQ6QJnUOmszNC0QalQ6ef/EVw0cVDqKDzRhJFFUOqOY9EwQWIQ606V0TCC4JDrzscREZJo0OvvuZE0ofEQ7CmZ0OL4tJDsSmDRf72lUOyJOpDuwUiQ7Kt60VcDm9Ds6zRRX8ObEO0hjtFMb/FQ7an60QVtUBDtyy1RbAbFEO4APpFkf1iQ7kx+UUUlVVDug1kRUtS6UO7pypE2RG4Q7xMzkJv12hDvVq4RZjJR0PBKzdG0bmQQ8JFB0VJpOZDwqWJQ30RcEPDX8ZEXqklQ8Qjj0MDGrBDxKO4RK+VtkPFInBEnX/UQ8WtBUWF/u5DxjXbROkdqkPGszND9/tGQ8dCQ0TJc9NDyCj2RRNnoUPIvXNFfQroQ8myP0gO+ntDylK+Rks7jEPK5mdEcz9qQ8upJkXstJNDzKl5Q8GGEEPNMdFE61WjQ84u+0V4NuRDzzMGRpRat0PQZadFgrcaQ9IsT0OK44xD0/J9RUhNL0PU5h5FXaukQ9VzAkVHZIlD1ka+RYEdr0PWyi9Fbb28Q9ec30VO2m5D2EKlQ4qPe0PY7QhE2OUTQ9rUPEUe+CdD26hDRDKk7kPcJfFFGDlZQ96hSEOW7RpD3yrGRK5DPkPgPy9D63nnQ+OlWkQEywlD5KqURcPsH0PlOnNFKf/aQ+YwZUT1lzVD5x5PRcSlmkPpMEVFgTXyQ+mAAESZIU1D6j0RRY/4Y0PsSg1Ep7e9Q+zx90Yg6D9D7cWMRMK8TkPwXupE03AUQ/E+O0arxQ1D8dglRegPB0PzOcdEzfwRQ/QiZEYWMm5D9GbNROffgkP095xFEDlmQ/V4MEV5YNxD9e91RVszAUP3OpNFA+OdQ/hK8UavH2FD+MMaRXcBf0P5RTZGCEBqQ/ozT0aT/xlD+tbDRR0fu0P7MzNDyRAcQ/vqJkX7AXpD/JViRkSEk0P9vEREbXilQ/5+/EYjPb5D/6yIRkd5u0QAZt5EamE1RAEcN0ds05dEAWkLRg8z00QBtfNFPr8iRAIcRkT8s1pEAnQwRX069EQC2stGBv5lRANR0EUS7whEA5QDRPVb3UQD3RhEyNPyRAQ/wUYG6fJEBJZpRWW1U0QFBbFFMaEuRAVuP0WQjnZEBZp/RRGgjUQF3WxFaeSmRAaXUka6NEREBtKuRamGXUQHRohFUWVPRAfjCUWWEXRECCNNRT3lWUQIUCtEFLNzRAi2VkaGj1ZECQMHRW3yEEQJk+tDBRKQRAndF0alJ8lECiD4RlsiaEQKXLJEEQ0fRArdR0TKl4REC4YnRcI99UQMUWtHATCsRAyZhEU/2RlEDU8WQ9J++kQNocFFuVjSRA39XkVxBXhEDl4MRiDad0QO3OBFdQ+qRA9VE0S9aO1ED5DgRJfwcEQQOVtGVAcORBCAAEQg+GtEENviRgwycUQRSXlGgs7cRBGmZ0NmYJxEEhu3Rdlp6kQSYvpEhvIvRBOH2EatwSlEE9ohROmbBUQUGZpDLxk0RBR9hUWJelREFPvvRTIzgEQVWuJFhMuARBWmZ0Npb2NEFiJIRYmwGEQWoxdGQYUJRBb5yEWDByNEF5WKRLSgREQX1pdEqfizRBhvl0WIuoVEGL6eRgkStkQZAytEkKaLRBlc+UUsiv5EGcDbRdZb3kQaIoxGACejRBpoRkStrRBEGy+SRWzIYEQb58NFIx+RRBx2dkQZVQVEHORZRQGb70QdU5dGByliRB2xOERee9pEHiW3RfhFHEQegypGOSp4RB9/ukZXvuFEH66DRTAUeUQgMQ1FEk7tRCCArUXBnH9EIOH/RbYNLUQhFLhEqDxvRCGlx0cep65EIduuRY7EDkQinT9FqyE7RCLevETjQJREI1T3RgP/H0Qjoz1F0vX9RCQQxEYTok5EJGH7RZL/ekQk1DlGhZ7xRCT350VmXkNEJUI1RcyU+UQl4cZIDn+3RCYmMUfDnT1EJnhBRpS3gEQm89dHH/c0RCdGqEZ9eEJEJ4wbRbZ7UEQn3/RFvWwpRCgeHUWh5fVEKI3wRY5jC0Qo4eVFkjNtRClW/0TX7O5EKf2dRj+zlkQqJmdFYJ2vRCrF0EXvGj5EKyoNRTym4EQrhYJFpt2CRCvhpkVpw9NELB0bRbhp60Qsb0pGAFimRCzc9EThxyFELUm/Ro+E90QtnIhGAzHFRC34hEYJ9EdELlQ1RjUIMUQu7tNGVOBvRC8+fEUrNiNEL71RRt0xa0Qv9FFGTHDqRDE0M0Zoi11EMdZVR8WFaUQyEPBGhKOFRDKsV0WDfdBEM1zPRstEPEQzoNNGAm1YRDPgmkY3ZB9ENC3hRlF8XEQ0ZZdFdwzFRDTPh0bFQ7tENRmJRhvtaEQ1tVdIAczIRDYVz0U25chENmoCRgMan0Q2oEdE+A/sRDk2kkSMGj1EOioZRYJDHEQ6fjZE5CRoRDreg0XDFFJEO1eYRjXmZ0Q75u9FDTyQRDxgdUUbVsVEPKBtRg6t4UQ9JIdE4XckRD19Akbsp6lEPdy7RHU0a0Q+B9ZEig/vRD5jbUXp2nVEPuTuRc3f/kQ/uKdH/BSJREAKU0VhmBNEQIKrRJmJ5URA3SNEp4nsREEryUXD50VEQbLmR4wQj0RB6j9GpfW5REI39kUTRI5EQn6VRQ+IVkRC3vdGRnx/REMsXUYEQKJEQ2vtRb3qakRD1DlF3hLzREQtlkYGLWxERIBQRZISAkREwURFunr5REU27UX7cB9ERYUARNhs5ERF5WNHs6EsREYqw0c6/aRERnVgRcs6e0RG4HtGGEGsREdi+kU57k9ESB65Rf63FkRIXthFqk1DREjdh0W7+Z1ESRQ3RZatYERJV79FA2GwREmm10VhC0pESfo6RXye80RKZCNFs8T9REq0o0WUc6BESyGLRSkiOkRLoShFj5qpREwD50U3scFETGlPRXQTp0RMpgpFHaW9RE1MNUX4JnlETZ7GRVVqtkRN3w9EnQfMRE6jBUZhpUhETwqORc+G/URP3QtGj0/lRFAcPkZN1adEUGmVRS4/8URQ37dFs3FbRFFDSEQ2X7tEUfmuR1PKx0RSV1dGjLWoRFLQ2ERPjvNEUyluRVc7N0RTijJFhG+/RFPXCUXreFNEVDpDRyaqCERUk7FF0dZnRFTjakUgzmtEVSSnROoK4URVbu1FJm0ARFX2GkWjkF5EVlq7Rkons0RWpx5Em1LhRFcoEUYm1A1EV2WJRe3yjURXqKdFUJxWRFgno0YnS2dEWHs/ReCVlkRZN91GEas1RFmQf0U1Jt9EWeDeQ7e3Q0RaYxVFqQoERFqs+EXVN69EWxmdRcXl8kRbo9xH3hHxRFvqvkcWQ4FEXCudRkClm0Rcrq9GTUY6RF1fSUTEJDFEXZzXRBuHCUReC7dGniGXRF41ekTiyvxEXtH6RkK6QURfIo5GNTHZRF9tX0XnRVFEYCUAR/ieLERgbD1HIsITRGCbOUWaAZhEYR+KRgeFnkRhXqFGJy6wRGGkSkaGqQBEYe/VRmXN1ERiSftHxJ5eRGKF7kcuiNZEY2DuRXIkQkRj47BGK6GcRGQfh0YWIuBEZIOoROdhC0RkzzpFIGgKRGU7aEW5HlZEZXdDRY2zzERmJH1HI25QRGZnmkanBNdEZwCNRaG1ZkRoFf1GH4d8RGhnp0UfnLJEaP7fRadIvkRpOOVGJexBRGo0LUYpKlJEaqrfRgK+F0Rq9s9FpADcRGtzW0YRKHNEa/sTRWadpURsgR9GVJ+WRG0lN0YI1zREbWGtRnL4NURtpc1GYDvuRG5ekkcWimREbsAlRVmpA0RvNjdFioGPRG9guER3c4BEb8NXRSIqu0RwJpdFNAcBRHCea0dIm95EcN76RiuiwkRxWqJFvRNsRHGtlUT5xTBEciGIRcE5ekRyYBtFkKCkRHLjt0WaspJEczo7RS9ce0RzsFhFm+wCRHP5LUWSCg1EdGUHRal9uUR0qCBFkUHGRHUHbUY3qpFEdWQ9RgjmFUR2LXJE5oCbRHbdBUTE4xJEdz96R2B5wkR3oNdG6q3iRHfpTUds3idEeC3PRv19B0R4p0VFwQqJRHlyeEdpMaVEecD4Rpq9o0R6JipFkO4KRHpn3US+sl9EeuzaRapWUkR7LE9E3NK+RHtv50UF9ytEe+RzRskzNkR8JY9GIUEtRHxmQ0WMbHpEfKoDRTMjh0R9RkBFgxMWRH366EcAZptEflqoRpFW6ER+sRNGaMinRH70JUVXvjxEf1zARYfb3ER/pmdDpYsYRIAgqUftiLZEgDOMRwy+d0SAU5tFGrZqRICcP0UionJEgNMJRVSR9USA9TpFHBFVRIEvBUhPVEJEgVMgRyThUESBeAxGNdl1RIGUBkVOKvREgbRiRSmo70SB3VFFBUqVRIIqb0Y0VOlEgnUkRKaVR0SCtY9FAkzTRILURUTaotVEgxLRRQ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    </scan>
    <scan num="663"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="504"
          polarity="+"
          retentionTime="PT946.6S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT947.862S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="570"
          polarity="+"
          retentionTime="PT949.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">787.28076171875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="671"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="443"
          polarity="+"
          retentionTime="PT957.384S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.397766113281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="498"
          polarity="+"
          retentionTime="PT1015.22S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="740"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="574"
          polarity="+"
          retentionTime="PT1044.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.371154785156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="378"
          polarity="+"
          retentionTime="PT1048.3S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="758"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="649"
          polarity="+"
          retentionTime="PT1068.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.800048828125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="470"
          polarity="+"
          retentionTime="PT1069.36S"
          msInstrumentID="1">
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VckkQrIphGh1HVRCtZUEcHEgVEK4VoRpGTL0Qr1OhHDvRjRCwRjEejF5xELDn+RsYp70QsZJZG2vegRCyuRkcEfNRELRMWRy7Jt0QtYIZHE5d4RC18AEUNOoVELazCRrVAakQt3VJHkbELRC4pREbpDOhELlxSRUGa7kQup5JGvh9KRC7jGkcfNGBELyxtRvMz1EQvZChIRlbGRC+d5Ec41E5EL+CDRh2BIUQwG+ZG2lGHRDBc2kYZoaREMKGDRbwY2kQw0YVGHT+wRDEeOkdpgSVEMVOqRscCbkQxlyRHHLDMRDHf4kbC/iREMh00RoGVQ0QyT/pG9tAERDKQtURJoRREMuEPRwBzCEQzIDNGAT1SRDNK9UWQUeJEM5alRqcIUkQz4rlGRmXtRDQ7ykbRxfdENGVuRlR5y0Q0rXRHRJPiRDT5eUaLwdNENVErRgmaj0Q1oBBGJBP8RDXQb0XJV+9ENiTaRf4TxUQ2TYRGBfloRDaebEahj19ENubSRhhGN0Q3Fg9Fw9KyRDclfkU4bn9EN17KRc2xjkQ3nVtGojr/RDfNr0axVkhEOBKuRnG0M0Q4azVHTo+3RDieDkcddYVEOMnRRmBwrEQ45ABFQktxRDkclkag/5VEOTC4Re+o+kQ5YZlGjRPrRDmfWUb2I81EOdliRwiev0Q6H0hG87akRDpgDUaMuH5EOnKcRZUzwkQ6n1xFp2dnRDrVn0Wrl2lEOwgkRhzawkQ7JyNGAslrRDtbXEVzn+lEO6GLRjlRt0Q7xoNGZ3hcRDweUEcsNEBEPGawRwNg+EQ8mHZGqArGRDypx0WzwlVEPNb3RtMaaEQ9Up5HSMG2RD1gAEYCzG1EPZ5CRoXdxUQ91jxFsQJjRD4O0EXHhyBEPnYjRo5P+EQ+mJlGvjcnRD7am0X+2I1EPyT+Rm6exEQ/XPpGheP0RD+mWkbb13BEP9/9RpGv8kRAJgdGR4vbREBSFEYx5XVEQKuIRwuhi0RA4r9Gv251REEnpkZ81sBEQVDFRpvSFkRBpiBGN/MsREHiMEcxQy5EQgBcRrqjR0RCJ3hGkSC6REJj0UciufdEQpg4R4sEB0RC7ipGn2zUREMi8kcTLE1EQ158RrtQBURDlidGB4aJREPSZ0SOlU5ERBdvRzwh1kREsrpGiZm/RET9s0X72StERUaORvA90URFaABE0l0HREWWNkabRglERbnZRc3YuERGJWdHoVOVREZm2UeUnfRERp/dRw1RokRG3RFGAmCaREcQlEZ+FQdER2C9RyemKkRHorlEvZf7REfsvUWaFXlESBqDRuH+s0RIXaZHSlHnREiqPUWoJk5ESOUSRofGAURJH3VHD72/RElP5kafCpZESWOLRVTOTERJnM1FXgUpREnaX0baDLpESh0OR2Bzm0RKhF5HhR7PREriu0dMR5BESycJRarqG0RLZy5GuIPUREunYUf8ZllES+czR5IAIURMKWBHCR/VRExX6Ub7oEJETKBQRqZ9F0RM5uxG4kM9RE0j00dFd2hETXA4R6cItkRNsjxG2U53RE3hWEV2SJZEThyqRs8icEROY75Gwc9ORE6fWUYd8JRETsJBRwVIfURO7k1GZ1XRRE8Qa0aGlf1ET25nRYeD/kRPoUFFmaJXRE/nyUefamBEUA+hRzNxL0RQUv5HkwrHRFClV0bWKfxEUNvGRkVWhERRFcVEdWc4RFFFekaRfA9EUaoqRnPB4URR6O5HD6OwRFIh3kbCHoJEUmhwRbCI6URSpq5HJpowRFK1rUWFNSlEUxm7Rt4vYERTdI9Gc5WcRFOZVUb5DoNEU9CTRux7tURT4mVGB4BBRFPwAEW8SQJEVE0GRt0z5URUmz9GJLCCRFUnLkWOxuFEVViqRiR7sERVxO9HEfx2RFXoAESnwGlEViCZRjsHfERWVfFGl/v3RFaxHEZsaolEVwTkRztFVURXbktGilykRFegCEX+NSxEV8m8RvxXJERYHQ1Go8soRFhgvkaJeKVEWKneRo3w/ERY3s5GfCF8RFlewUct/klEWaMJRc8JVkRZ2uxGOXjeRFn+8EZhjH5EWjSpR0hRl0RaZTRGBm1yRFqmfkbucatEWtZVRiT+30Ra+BZF2kjfRFsicUXkmBBEW12rRlEzkkRboNFGsYYVRFvYpkgB7v9EXCyGRqYXoURcPLhGIEyARFxl4EYQqfhEXKL3RxrF9kRc4JJG4v+MRF0MtUaX9kVEXWWxRc1bZkRdq2NGhe19RF3ikEbEOfBEXi//RpSwbkReXl1FiPHCRF6S+Ua9IiFEXuhRRwjJ9ERfKjtFnsluRF9ltUU4jDpEX6InRf1RxERf9xBHgMVzRGAt9EgVHBlEYGHARruoOkRgpkJHHQqkRGDqI0Ui2Z1EYRSeR0F9ykRhQ3RGODVBRGFm1kYGcE5EYZHbRsgEMURhv4JF24ehRGHxR0bgxOJEYnaqRolV6URirfBHMVZSRGLf/0ZHsLhEY2DeRiqyYkRjnfJGJxgWRGPikUcjtxtEZC1oRoN+jkRkchxGuiGyRGS20UYGo/dEZPFKRQZHeERlMy5FgWOBRGVlwEdFYnJEZaQnRspNLURmV09HhZddRGaNVkbB8hBEZsnpRsuRtERm8AhG4rt8RGcRlUavY/NEZ3eJReK0NURn8xdG/MvxRGgxzUas7BlEaFW3R8AsaERoy+xG8jF8RGkCH0aK2JVEaSsZRlmbcURpSbJGSjYSRGmC6UahoF1EacAdRxgxx0RpzfBFm3d7RGn/lUbnMk1EakkpRwrlSURqXhhGYr4WRGqW7EapcbBEasUsRR6DzURrEwBGWeM1RGtiHEYJp01Ea67uRnr2mkRr0jVHCZ0HRGv7s0YKnOREbCV/Ru7vK0RsXGBFEWwdRGzZ4kWySIFEbWcfSAoJ80Rtrh5HeXrPRG3tXUc1K15Ebj4fRzKLS0Rup6JGBaB2RG71xEZGRU5EbyagRfSTWERvUkVG/Z9cRG+dE0Z1ZWFEb+adRirMlERwItZGtAFvRHBflEaDBe5EcIaSRkzzh0Rwp09FWYbfRHDTr0YzTtJEcPv/QxvlSERxIwJGjHO5RHGsHEcSVZ1Ecey4RpXxbURyNbhG9cXQRHJdAkYCvGtEcpDsREoWCERy49lHCrV6RHMpl0bOUy5Ec1liRv2MzkRzh8lGAplhRHPHpEdu3P9Ec/4IRpXF8UR0J/9Eju/ORHSkUUawOWBEdNPqRm8+k0R1C89Gb1rCRHUrRUbJkA1EdVWzReqOwER1qgRF3rnqRHXn1Uaot0hEdjEeRlLcbUR2V/9EQ35BRHZ9XUYqqMJEdqt2RflAz0R21JJGsHlVRHem/kUc/pxEd9WQROIHUUR4S6RF4B7tRHhwpUaZoo5EeJkHRR8WxER45clFrIehRHlX2kYbTb9EeaxTRwfvPkR6VINGF+bLRHrBgEXiR2VEeyJPRgMCQUR7hMxGzaMORHuwR0U1is1Ee+wiRqa610R8X4dGCE10RHyZMEZ7R7ZEfNsHRZOYYUR9crlFti0wRH3qR0X8mAVEflPeRoSM30R+bGZGjb9iRH64OkZU1yREfurWRksnL0R/R2VE8E7kRH9pS0am5FhEf9dORoLOw0SAC3FGofjrRIAfsEYAI4lEgE50RNYtQESAdgpGZaRwRID4akV42hJEgSwSRlYw3USBjwxFZ8HRRIGzhkYWMyREgf6bRTBeLESCFahFseBbRIJFKEY8L6REglkGRkB+6kSCeWJG6+bORIKQGkbs8dxEgrepRgLo4USCznRFOUzWRIMVREYYvMhEgzm0RkViWUSDQNJFFr+zRIN+90YSSPhEg5D/Rg+p5ESDsaBHKDpoRIQaikTACXxEhF5iRYa0DESErl5FYf8aRITYQEZHX5lEhPYSRy0AP0SFMpJGRT72RIWTuEW6FF1EhjVNRej3rUSGgQxF0TsXRIaZDEYooENEhvC4RgDcGESHErxFplfoRIc7o0WXX45Eh1EoRhcY2USHfrRGQohkRIe5lEa1X69Eh/MZRosqXkSIFJZFXSabRIhBckZVyH9EiGIARJotNkSIevpFMDvfRIjiAESGSgdEiQN7Rp45hUSJKppEu5vjRIl3Jkab5QxEiZLLRjIyJkSJtqFEqPSDRInHz0V67X5Eigu0RlCss0SKM0hGeujSRIpabkVmwbNEioi8RfYl5ESKqa1FgAclRIrkXkYJ481Ei0iGRRnOWkSLZwhGGYxqRIvHLEWpV2xEi/6FRi98DUSMNABEDm1WRIyLhEWF5G9EjLjsRljKH0SNYblFICZBRI17KkUXFYVEjbhmRKF1QESOU8BF01OERI58pkYrYoBEjqDCRYV1jESOwVpFUyKJRI7hSUYcCg5EjvnARZ/6DUSPEyJGg1FfRI8mq0YAtFpEj3amRsOSKUSPjIhGVtojRI+xhkYNpghEkAbeRjsy/USQWMRFwVRIRJBzGkY4cMxEkIGKRfgeTUSQsIBE7+tJRJDtPEYNcehEkP9yRdOcMkSRGd9FK4kxRJEsTEZsjMJEkW+GRgBG5USRmnRGbi5PRJG70EX1kHlEkiXURSip8ESSPPxFDmooRJJPikXG6C9Ek19+RmHHaUSTeuJGBzjiRJObakWsdqdEk7K/RdK71kST1q5GI6lqRJQA+ESiozBElFsQRjHdBkSUgNRGpEkaRJTRiEWnUD1ElRxcROlRUkSVLxBGDjgSRJX7IkZ/nPdElkOSRe3AvESWv5xFdNqLRJb7e0aPu2xElxSqRiXWpUSXRmBFXCQaRJfQ70SdRU1EmFTgRoXPvESYpoRFPaFwRJj0pkbprnZEmQ5fRl0710SZdaVGIzt2RJnVrEXw7l5EmesYRVEbyESa7zBFgKepRJxVS0VVb5VEnQ7ARK5el0SdUqtGFxPYRJ3MKEaTCQZEnfQARB76ekSePalF+t1BRJ5chUW/LX5EnqGVRnp2UESeuF1FqdSQRJ7gAEP/GFxEn6DvRB1BrESf5gBEYhvARKAy5UTkd7FEoMBfRNnWlkShCwBGd8OaRKGshEWKzONEocCWRUC6F0SiGnVGcnYVRKJwo0YHGitEo0IARDAcNUSjmnVFo6+6RKQWokWnJ3VEpHwTRkGlBESk8fpGdhaBRKXm7kY1EQ1Ep0CFRmE9s0SqTuREEtaORKwDakZWg2ZErC0fRdhp00SsSXpGPd3ZRKyRX0UvmDFErKP6RUD1v0StNcNGChk7RK4doEWWSKZErkaBRYCOkkSvxT9GHWE9RLAE5kSX58VEsPxoRUy7t0Sxo1FFkMe/RLRaEkVx5b5EtwSLRcpqxkS3vqVGR3vWRLtaq0XH4cdEv7NpRZQZGUTD8ltFEPpXRMQ0fEXJSp9ExabrRNIC0UTHxiVHDsi9RMpBT0YdtrtEzVNLRmrg0UTb+8lFCAgORP9mEkXE34M=</peaks>
    </scan>
    <scan num="1194"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="80"
          polarity="+"
          retentionTime="PT1664.8S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">929.311889648438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="217"
          polarity="+"
          retentionTime="PT1752.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">544.670959472656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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BFzJ5cRNOkrkaQsnZE1aZVRZ6gRUTclFtGniPbRN98hEYCgVtE38EXRmuqJUToiRhFlqQQRO5uXUXoLUBE77ArRzwXQUT1MuZGqMA0RPYka0Y90NNFJOg2RVTckw==</peaks>
    </scan>
    <scan num="1342"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1873.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">454.120910644531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1354"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1890.67S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">796.204895019531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1360"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1899.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.1435546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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ZGhrdQRKo7zUZufuZEql8LRov6eESqxKZGO+q8RKrsiUTNBo9EqwEKRiC1DUSrFkVGCSPyRKvm+EYGZZZErCR5Rnuh6USsQnVFQnH2RKxYbkaHhX5ErGclRe6qcESsgLtGQVtURK0VDUb4f6VErSYARfD000StQK5G+koxRK47c0YRBF9ErsFvRmIsFUSvkCpFpG8NRLAAFkaNrVBEsqerRTk7vkSy5YxFsyxcRLYcokX3LQxEtqmgRhJWf0S4QKNGwIfHRLiDVEY73b9EuTzDRpVuNkS8OmRF/ce5RLz+n0YXuNhEvYw7RebcqES+R0ZFGNGaRL+MjkcUbclExvifRasq8ETJMzpGEuTaRMlV4UYVMXNEyoG0RoINm0TPPcxGj3BMRNE/UUWVqHFE06CFRM2LjUTUKQ9GU/hERN5ftkZG+YFE5EKjRs+9hEUDqgBEjentRRbMW0WUck4=</peaks>
    </scan>
    <scan num="1366"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1907.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.390472412109</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1372"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="146"
          polarity="+"
          retentionTime="PT1916.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">594.838684082031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1378"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1925.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.729797363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1384"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1934.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">567.619445800781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1396"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="198"
          polarity="+"
          retentionTime="PT1951.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">620.97998046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1402"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="166"
          polarity="+"
          retentionTime="PT1960.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">577.005554199219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1426"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1995.8S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">647.953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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