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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="16"
          polarity="+"
          retentionTime="PT357.848S"
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          msLevel="2"
          peaksCount="387"
          polarity="+"
          retentionTime="PT704.947S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kWQEYUjWJDSfktRMXHcUNNQABEKRG8Q09EpkXwBBpDVPzCRQEYB0NWNZdFyYy4Q1eEq0YDlLRDWURCRirvN0Na83VF59rOQ10kIUU03TRDYAW5RZdLAkNjVXxFTPdyQ2QiOEY9B/hDZPaURX5JpENnBT1FmuU8Q2sbPEagIwpDbAVpRiDQRENtTAJFhJ6FQ3EcTUWJmoBDciO3RSgv7UN1MyZFIrEFQ3b7zkU08o1DfUojRUU1oEN+6X5F3GUeQ39y8EYKPOpDgIvVRieSOUOBEZNFIrEWQ4GiAESoUbdDg/VxRig6vUOFgtlHB96TQ4cowkaHubBDh3nGRY6B0EOIhB9HUz1vQ4lxskSjjxVDihxtRiOBe0OKk2JEjBTPQ4ukz0ZDiWtDjIY+Rdlw2kONihpGQpJUQ48aAUXxBuJDkIh0RtDLHkORohZG5CUPQ5ImXkWchflDkv0bRa0LrEOUnBJGMs7WQ5WIhUd56b1DmAclRU0fxUOYkYZEz/hGQ5mICkZgxUZDmlJQRgxTh0OangJFbUw3Q5uBIkW+G35Dm/5RRzvhA0Ocg0dGVScIQ50M2kV/S2tDnhJiRnWRJUOfIpxF1vZfQ6Ab7EYhN/hDoIWzRpESF0OhLAhGrAlfQ6GEvEahKfJDoo0zRf+GhkOi9eRFjcfkQ6M2Y0Uc4a1Do5y+RzsHokOj/7tHHQPHQ6Rjpkbn/XxDpQIMRorE/kOmhw9GqOkHQ6cCa0WJX7pDqa9YRbkI5UOqLNtFeXgWQ6qglEa2OzJDqw1SRbyPRUOrls1HKCLXQ6wVQkZWPGxDrG8qRe7U8UOtkb1FuDGpQ66UGkTmJDtDrwWURoU+TUOvfw1G+vn/Q7AIAESPIs1DsG/kRhwN9EOxmGtHx20OQ7IfBEZx8N1Dsok5RjrCqkOzFYNFj/wnQ7OQ/EbRe05Ds/2WRiUnyUO0H05FA6gKQ7Rz0ETHcbdDtXgARB7OOkO2JKdGpQnaQ7cSPEcDYFhDuARyRcN/m0O4lABE3E2YQ7mGSkb6aUNDuiQgRxNhzUO6hoBHNbKLQ7rrQEURUv9Du1VgRaVkeUO78VZE37z6Q7yfqkbow4BDvRzzRhoUnkO9myBGzrqyQ76Qy0XPiG1Dv+rKRiU3BEPAL/RGqwUUQ8CVgkYBH+lDwQpcRhclgUPB4PRF5uJVQ8IrgEXpB+xDw5w4RiQQW0PEIfBFt2cTQ8SYAERKMjJDxZPHRNQLh0PF+6BFmCqwQ8ZZbEbiO31Dx5iaRn/mJUPIoIRGZOT4Q8l4AEQezzFDygAARB6s2UPK6plFnB5SQ8ucYEXAgL1DzQHnRsve1UPN6m5GEJHzQ9Ads0atBclD0JxmRhekUUPRMexGDVScQ9INCEZIvVJD0xqmRi3O40PUIjRGmad7Q9SK6kcU6zdD1hiyRfLiEUPWrO5FipIWQ9cUZEX0UQBD15r6RgxtJEPYJRJFh3+uQ9n86UYDTKZD26T6RjlpEUPcjLxGwILoQ9z+zEaWlF1D3ZcIRltSV0Pd13hGb/PaQ96ZGUe4t4RD3xp8R1bXYUPfkyRF9HzDQ+CgAEQ+FZdD4q6FRpL7PEPjsmJGJj8eQ+SCcEYWF8ND5PNjRJBvTUPlkmVGcG7MQ+YCckZfHBRD5rCPRuZegEPnAblFygeRQ+i6BEZPzDxD6ROHRqe6kUPpnsdHGiKLQ+oMy0VSULdD6vfVRtwwq0PtI0NHI2teQ+2ppkWPJM9D8NKfRj6V90PxqWNGW5E5Q/QjoEWLfllD9JnuRYKycEP06WdGk7ziQ/WV/kd5eG9D9iVwRiEyEkP3J4FFcVaZQ/eSU0Y+maFD+xmaRYfeH0P7dY9Gy+nmQ/x+a0XYUNVD/RycRqTYVUP9f7pHFRmNQ/6+A0eBUFVD/wAARmQ+8EP/qjNF89EjRAADJkdiH/9EACFORp4XT0QAS9BGYt0ORAB5TEbrkUhEANsDRyXwPUQBOi9HMF6eRAFjvkUd4SNEAcUIRK3PE0QCO9RGx9mHRAKZKkYt8MJEAsXDRfMR7EQC6zJGWLCFRAMUKkYn2apEA0LoRRMPNkQDx8pFrxcKRARQGEbgr1NEBIp4Rm4EiEQFIvJHiZ0MRAVzZkZuWjFEBeEYRmfrUEQGGcpGOWrTRAZ20kYAYRpEBrT4RZGRCEQG8dRGJmh+RAdNL0YUhmNEB7a6R1HXW0QIP9RGve++RAjFUkcLqFVECWQKRt1oeUQJk5JGYAtRRApuVkbBmapECtWWR00tuEQLEAxGBAy2RAs/ekdOl11EC7LwRyKGakQMC3ZF0ae1RAxLmEY+N4hEDOWmRpBMCEQNGYxF2mUHRA1z4Eb45WZEDZ8QRxySBUQOB/BGiJkSRA4kAEQ3bO5EDr0ZRrSxmUQPdCxGyzDZRA+8bEcnjdBED/fURpkQzkQQPppGCf30RBC9IkbgghFEEQp+RpMYQUQRQr1G97ZWRBGdOkcIBWpEEegIR2FRMUQTt7tHpJKSRBPmXEbEQO5EFCpaRhbqoEQUWw9HDXc6RBR3Ckb5UylEFL3+RdjGzkQUz1dE6ctSRBUCKkRxaupEFUiaR6Nk2kQVhGJHtzHuRBawZkWcxsREFxr9RoMn1UQXl85HB3/2RBfNDkaRd6tEF/kQR1CAaUQYOVZHEwkBRBiBEUYgh5dEGQ1wR2yNv0QZQ3hGaOzTRBm2QEZZw7pEGhDGRy7/FUQatr9HIn1pRBsWxEgT2KpEHADjRzx4H0QcTYhHQFvURBxeHkYQQ7VEHIPgRhUsA0QcpHJGjsjWRB09RUYBlIZEHZexR3xNJEQdpLhGgZr0RB3byEc63DREHh9eR1oWt0QeX6BEx4fKRB6BSkcPvjlEHrtaRYUCLUQfDUBGtXI1RB9q0EbGbk9EH9PxRxkHFUQgAI9FZhn7RCAswkaNcrpEIF1pRr6OAkQghrRGLyDhRCFcj0ZEHYBEIYZiRhqBQ0QhkoRE/RArRCH5WEX8XKREIoENRlSr0UQi1hRFJzYWRCMWEEcZBHpEI5rLRmqwA0QjvSdG5T2rRCP1/EegxsxEJCgARJIqHEQkiqdHDgxkRCSwkEYOXp5EJO0wRk0O0EQlH+hHWButRCVhXEcgWP9EJYTaRqW9tkQlvppFs1iTRCYcqUbGuCNEJkDURyPdDEQmrH1He27NRCbTZ0fEVjJEJv4vRj1KmkQnZWJGEEVYRCgoE0cck0REKKVURi/uV0Qo5U1E6g66RCkacEWwLjpEKVcMRgIBGkQpjnxFX4OnRCm3KEZl3sBEKdqSRtpkwkQqBwpH2fhKRCo0kkaUSlpEKnJQRow+C0QqpE5G4G0WRCsFXEY1XZ1EKzZTRtuDzUQrUFJGDAKTRCuBqEXdqINEK8FKRxyumUQr/qhHJlDZRCww9kY6TltELHoGRsK/ZkQsxihHDXE5RCzWjEZJv5dELS4aRwIHaEQtgo1HwSGmRC2q6Efz6LJELdlURxN0yEQuO25GmygURC663kjcxlJELtKCSBmf1EQvAbZGkiDmRC9XK0beUiZEL6fCSCLNzkQv42RG0YozRDBOukbeghxEMJP0R4HgrUQwuMFHNIl+RDEIK0bPkUVEMRgARklEgkQxXDBHgQ6lRDGVy0bETU1EMgC4R5yehEQyebhHIsduRDK8ckePAlZEMubeRxVuZEQzK1NHef7iRDNglEbPsdtEM5MDRxx0+kQzzsZG5J8zRDQCCkcNK7ZENDtrRx7cpEQ0fvBGkZv6RDSoTkeZioxENQFXRigzBUQ1P3ZHq0IGRDVr/kXGbAxENZqERxqBSkQ12A9HUgN1RDYC8Ucd4MdENob4R0FCOkQ2mZxGJ3GvRDbWL0eJsUhENvkwRpdOuEQ3i9dHP+w5RDgaa0eckOJEOHImR6gQgkQ4jl5HHndeRDi0XUdckgBEOP/HR6BgOEQ5hsRHv/YZRDmj/EbU9ttEOhBGRpePlUQ6RYZGynKFRDp6/EceyItEOqqFRxtwkkQ62cNHJ4DXRDsfF0az9YxEO137RrvpX0Q7l5lGl84FRDvdK0cLH4FEPArER0p/9EQ8KchGWWkxRDxjxEc7DflEPJTIRxftvkQ8tN9G5Z6BRDzOn0aojp9EPPJIRyh7+kQ9MqJHVk6ZRD2ZNkdss31EPaQARgtbV0Q+CdJHZFJ5RD4qTEcT09JEPmAnRujhpUQ+nVBGkbqQRD8TJUeEs/VEPzHxRpoKR0Q/VJBGP9vBRD+580dHwx9EP/0yR52k8kRAQDpHSCsMREB2/0e6fiBEQKSQRwLZTkRBA59HydzqREEtlEfAK2pEQU04RybUMERBt49IBysJREImxEfUV1ZEQpc4R4KXAURC5c9GR6YDREMH00axoiVEQ1xrR+a+nERDkLtGiI3FREPkk0aH8dpEREEbRofH6kREYGdF1f5JRETXk0aFYMpERPI3RjzjMERFPNBIAOSoREWJ9kbDSFZERbNIRokVU0RF+MJH4AmTREYmaUShd/5ERk3ARmLPmkRGsLhHRHcMREbU6kYfe9ZERwydR3pWPERHV6pHS8PSREeEL0Y5dD1ER+9SR4/i90RIFSlHNcQIREiYIkeYbXxESMbORzf+10RJH0VHPv96RElLYUY2zNdESYbURyhYEURJ4bZIC9syREoNtEW+L7pESjDdR5Ok5kRKX8JHhjBKREqVQkbTMVFESutbR0co/URLXA5HHcT/REuiO0cQ1Z9ES8OtR0V9ZkRL9KBFwDCAREwezkettrRETHQNRirqOERMmeJGvFG9REzU6kbjhtdETPicRf2JHERNEABFJi7cRE1TGEbqovJETYNwRptjxkRNvM1HMk0GRE3muEdTxZNETj7IRoRbU0ROodJHJK67RE8rqkdUHKdET2QARIjlrURPyrZIAYfuRFAW1kZPBCtEUEi1R+XwckRQgg9HaDXRRFC9BkbI/RpEUPA7RzbGg0RRJ0RG/tS7RFFgr0bgwltEUYo8R7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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="326"
          polarity="+"
          retentionTime="PT713.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">699.08056640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="535"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="530"
          polarity="+"
          retentionTime="PT781.813S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.176391601563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT783.144S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="545"
          polarity="+"
          retentionTime="PT806.417S"
          msInstrumentID="1">
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contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="436"
          polarity="+"
          retentionTime="PT811.567S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="566"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="615"
          polarity="+"
          retentionTime="PT824.294S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.361633300781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="687"
          polarity="+"
          retentionTime="PT825.589S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
             contentType="m/z-int">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    </scan>
    <scan num="568"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="365"
          polarity="+"
          retentionTime="PT826.954S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.986328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="500"
          polarity="+"
          retentionTime="PT861.641S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">884.609741210938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT862.966S"
          msInstrumentID="1">
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    </scan>
    <scan num="599"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="411"
          polarity="+"
          retentionTime="PT864.316S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.443359375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="716"
          polarity="+"
          retentionTime="PT871.739S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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          msLevel="1"
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          polarity="+"
          retentionTime="PT873.88S"
          msInstrumentID="1">
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             compressedLen="0"
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          msLevel="2"
          peaksCount="588"
          polarity="+"
          retentionTime="PT876.61S"
          msInstrumentID="1">
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    </scan>
    <scan num="639"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="662"
          polarity="+"
          retentionTime="PT911.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">941.733032226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="359"
          polarity="+"
          retentionTime="PT912.014S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">474.229400634766</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT939.028S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="500"
          polarity="+"
          retentionTime="PT944.564S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.826049804688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT949.315S"
          msInstrumentID="1">
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    </scan>
    <scan num="674"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="522"
          polarity="+"
          retentionTime="PT953.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">776.431945800781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="709"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="468"
          polarity="+"
          retentionTime="PT997.137S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">946.459106445313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="304"
          polarity="+"
          retentionTime="PT1043.42S"
          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="553"
          polarity="+"
          retentionTime="PT1056.8S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="769"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="522"
          polarity="+"
          retentionTime="PT1076.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">716.234497070313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="529"
          polarity="+"
          retentionTime="PT1108.56S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="1255"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="162"
          polarity="+"
          retentionTime="PT1742.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.487213134766</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1267"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="222"
          polarity="+"
          retentionTime="PT1759.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">533.779663085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0k7W0aI5NdDTQWARZaeSENRJJhF4TEwQ1MToka0FqpDVPWrRjM2xENbF31FXm2pQ1wjIUVXI9hDXQuORoJ71kNfRPdFCxY7Q2D0GkYSBB5DYyYaRm7icUNkQjtGlTCVQ2Yl4EZISy5DZ0LsRrb5QUNpOZVF3BQwQ20skEXhveNDbyPGRdB7kkNyKgZGj8sMQ3UxA0bzSylDdktERdydREN3QcpGsvZGQ3hfTkcIUhZDeR2RRfMIH0N7OzxHZ7OlQ34QAESh0U9DfzAAROfu2EOBH7ZG/RKzQ4KfAka+0FdDgyF9RgQRnEODilBFtj2lQ4QMtkagxi1DhKdlR7m6AEOFEkZF7v4gQ4W0wEWrfuNDhqTyRi7NckOHMh5Gi3CyQ4ijvUa5UgdDiiHFReLxMEOKmlpGadTIQ4ukc0ZdMchDjH5/Rdxmi0ONK8JGT8C/Q42sLEgFEW1DjjN6RoSPZEOOvS1FMaejQ5Aq+EX6VU9DkZU6RSlo7kOSi1JHC6c6Q5SN2EXuhypDlZqPRuwes0OWICpHh8j3Q5aWpEZ1zZRDl3O9Rxc5j0ObmlpHhBxYQ5wdVEWk7bhDnKyCR5J200OdlXZGFgWVQ54CBkbeNitDn70gRaOvoUOgl/JGAFLWQ6GQy0bEB0JDohrgRq1zbEOjEjxHRB2NQ6Ox6keZ8xBDpQGmRSJWiUOlp2dHVCJeQ6YyJUbfmExDpoZ0RwVDPkOnHH5Gl63hQ6doP0cEoOhDqCmmRaJWq0OonNZHnmrSQ6kjCkfA/YpDqZ/CR/DZXEOqLL5H299/Q6qkeUf6AyVDqyV2Rct6fkOrlN1Ggpy7Q6wSVkZXt41DrGN+Rwv1bUOtDRtGTbvaQ61ThEcoUGVDsKIcRjS7aUOxI2lHTDbRQ7GlxEdoMElDsjXIR0K4PEOyqd1HwOKNQ7NEpkYL5MlDs5mKRsGnjEO0JBlFRmOFQ7Wjw0adu6NDtrCwRt6S3kO3t1BHceiGQ7i1wEeqJ9tDuWf2R+Nb90O5rsJHNqTSQ7otQ0bGKoRDuoX6R0WiSkO8rSJGmHrQQ71+6kcddBZDvjjaRpStW0O+6mZHHCV0Q78xIkZW4eFDv6xbR6y+p0PANgRG5ZfMQ8CtVEeExTxDwRP+Rr3dlkPBsM5HBpK5Q8IxJkdE9oFDwypARo6JNEPDlhpGymb6Q8Ql5kacASNDxTVJRwObDkPF3UtGhO8oQ8ZzyEgx7NFDxreoR9gBBUPHCABGGT0kQ8eqoken7YFDyCcIRecqPEPIkFdHDaalQ8n6wEbVG6xDy6pYR6gAlUPMJbVGf2xgQ8zm1kasazdDzjiaRrw/X0POljhGysg2Q8+oLUg8l3pD0BemRlWDwUPQn+BHJt/zQ9GVlkaGTZtD0i70R0GpIkPSqPhHBUA3Q9MvfEXdqERD03UeRrI+3EPUJsZG3MfrQ9Ww8keNPVJD15C8RxrFVUPYHBJG7x1LQ9iMekVowTVD2R7KRtvm8EPaJa9GPc2bQ9tgXkYhfkpD27egRXzpT0PcTcBGjr7jQ9yfNUQAByJD3WKpRrRvBkPdt8VFki+BQ94HyEcGG2tD3qy+RrF3l0PfKABEoPHSQ9+1ikZD0thD4JiARwCp1kPhGjJFmt8tQ+GgfEdhaVZD4iEKRsXDZ0PiuadIYtLrQ+MoIkeKzMBD41JERebRzUPkUzhGBrXjQ+SzxEaA/VRD5bHvR25H8EPmHNtGDWwuQ+aoUEc2OOVD5wgBRPXcBkPnqZRFsb00Q+f+ukSw0ShD6LlvR2FJCkPpJJdF38IyQ+m5fkadlqZD6jSLRrgu+EPrETdGkNY8Q+ujhUfz/JZD7DPZR06p6UPs5YNHJ8oPQ+4xMEZmsstD7p7vRp3w9EPvnwFHRLvtQ/C8AEUkbqBD8Sq2R9UDSkPxreJGcz8KQ/K81EadbdZD87DERpFVxEP0JBBGmmpIQ/S5jkalRW5D9dJ0Rm8bFEP2NyhFXfX7Q/aiJ0YbiJFD9yiER1cA30P3rQVH+84nQ/g4jkc5PfxD+KlpRRPUUUP5PwxF/BkMQ/m/i0YB2CVD+qIOR4N4RUP7rmxGL8wdQ/v18UedmwhD/DYBRxaKtUP8s5dGdLcfQ/0IyEaw25JD/aVVRpcd4EP+QZdHNnm6Q/6um0dy7ahD/wLRRsTEtUP/SpdGLdb4Q/++jUdbe/REABMSR06tREQAXeBFF3MTRADYGEg2byJEARr4R+SZE0QBWGZGUYRDRAHebkYV6utEAiLURbAqr0QCTjxG/O9HRAKRZEZW5X5EAsrrR4AmjEQDBiJFY2DqRANZUEWrsKlEA6GUR1PHz0QD465HDomhRARg5kXMx89EBRZzR5VMM0QFYcRG4Sb9RAWYgEaKsrtEBdy/RYnrDkQGGpJGDBjCRAZRo0eU985EBpj+Ry/Xq0QG4K1IHSUSRAccRkemIYhEB1U7RTj1f0QHq6lG6cK8RAffUEcY7KpECCTgRarhnkQIY19GOicXRAjWtUcTOS1ECQBRRsVOd0QJXc5GpEuqRAmxmEYcK6VECdxqR0P6f0QKFXJGtZiGRApXckelQLVECpsTR5AIAEQK3ShGCZTqRAsWZEf7CytEC1dARsIIeUQLoIJHartSRAvafke+8v9EDAFlRkDw20QMF5RGpVZhRAxcgEdWzNJEDJiQRyB5g0QM35xGknrCRA0ZhUcM0hBEDVIIR22CjkQNlWBHjsPyRA4ZnkcBDHREDlMoRfnFsEQOmr5HL+1bRA7UFkYIvdNEDvlMRgqoXEQPXyRGnFalRA+LG0ZG/zJED5x+RcWFZUQP3uJHnKRSRBAe0EgP2rhEEGU4R8ckB0QQorxGV6d+RBDiqUc3sohEERrkRhBbfEQRTqVHBGGkRBGwqkexOmtEEd2CSBYOs0QSGrZHuDr5RBJUuUUoQ9FEEt8yRuDD2UQTHDBGSrQ7RBNdqkXltEhEE6GSRYeU/UQTxDlF0pDbRBQWnEa5hEZEFGKCRyOMlkQUvwJGGenORBTlGEf9kUhEFSCqR46qikQVYIFH2BxmRBWwP0bycH1EFeGtRucq7UQWHx5H390LRBZb80dtEN9EFtxFSKulJ0QXHdhHhB6HRBdf0EeBiiZEF5/uRsObpkQX/JZG7PZaRBgiskXODyxEGGShR5Ij3UQY3fZHK+gmRBkiGUYv8p5EGVLkRvNkDUQZnFpHGLooRBnmOEcLt4lEGhsuRzzLREQaYSJHTXVhRBqYMkeIHyhEGt+/RsL42kQbHKNH+3CuRBtTe0fFT4JEG54kRoIAfUQb7RxHkWymRBxlx0WCQFpEHJyORdjz3EQc2GhICtDBRB0dGEf6athEHWN8R8t040QdpXpGvKpERB3hjkcBcEFEHiIyRoueFUQeY5NHKf4+RB6hVkZ9HE5EHtrCRvu+f0QfHE5HoaQaRB9nuUctUEhEH72kRvgn9kQf3DZG66SSRCAhN0cBjSVEIFsaR4zxbUQgmw9Hd+YCRCDXhkSnh75EISKeSGdXwUQhYYhHQ2l7RCGmXkdqQgJEId3mSLYh6EQiJnBH3da2RCJfg0ZLDYREIqTWRwzK40Qi3ElGO51fRCMASEXSU4BEI2JuRbfIakQjnXNGgomgRCPI6UX1E5tEJBzaRrv2FEQkZDZGXjbkRCShmEdRn8FEJNz/RuM1n0QlCw1Gk9lyRCVbFEa1kHlEJaYIRZoSF0Ql3rBHKFNaRCYhEEgIz0FEJl9URxE8VUQmoU5HKgVeRCbVOEcSg/NEJwr9Rl5P00QnlHZHFCpWRCe4LkbnoypEJ+KSSB/EOEQoJb1Hm+qZRChfqkaeJAtEKQRYRqz0qEQpKxBG04q9RClpeEY4HHxEKaCBSBFe2UQp4x5H88uSRCoiKEdSR+pEKmb8RuRyI0QrI+NFrOdjRCtfM0ZLwltEK5NGRju+OUQr49xHh3ZjRCwm1EgctwpELGhgR4evaEQsnxhHJhZWRCzdPkhMPGlELSQWR5fwVkQtXRdGEFv9RC2lzEcNlThELdk4RS6KjEQuEbxGss55RC409Ea8rDdELmA4SBlH2kQux69GWKttRC9jT0fQJjFEL6oQR5wwc0Qvz+1HDZPFRDArvEbDx/pEMG3cRU+ggkQw6SxHVBbvRDEg4Eh9G1JEMV0ORsr07UQxooxGGqt6RDHc5kaQfwZEMjJORb51iEQyZLVHawNNRDKZw0X25AFEMuIfR5cdr0QzJYZHXtRqRDNk40cF+4dEM6UMRk3nfEQz6txG94LFRDQnTEbjIthENFx+R0PYEUQ00VlF2HJGRDUhQ0ZCaTFENWadReihhUQ13MpFp0TARDYlC0YxPvVENmV4R1apEEQ2n15FiqwfRDbeUUU4aWBENyODSBjql0Q3aL5H25QcRDeqxUYV9JVEN+hISI9E+0Q4KUVH73mvRDhjhUay7iNEOKJARJB8aUQ44KNGpojjRDklWkXAEUJEOV/rRupTLkQ5iABFVcWxRDnk5EZg/gtEOqW8R00+KkQ60c1GIbQHRDrmwUUahX5EOyygRh1bEEQ7a9VGLdDXRDuo3EZY7BFEO9RoRrxU60Q8JFFH4YBeRDxSEUYOo1ZEPJ1eRnRzuEQ85kFGFQQXRD0fO0efIuJEPTLQRoDopEQ9cb5GOiZKRD2oREcbZgNEPeZ4R7o5FUQ+LXFGb4W2RD5lB0Sz/i1EPs1IRyPL5kQ/LR5GgMF2RD9l/EYlw+1EP4+rRlNsuUQ/0WVGetfLREAVU0bh6V1EQJ7ARg5YJkRA6pdF3H3RREGDX0c3ewVEQaN+RqK4BURCKJZHiIQCREJxpUcr9fdEQqcpRti9nURC6HxGpFb6REMkPkepo3xEQ2xKRbu7xURDl1lHh6zQREPixkcHaHhERB1kRtRv70REW51GyQ54RESDT0cLG/BERLvCR2b9QkRE6+hG3845REU1PEcSgzRERaMrRxN8f0RGIUZG7DRjREZmV0dae6dERp9RRo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    </scan>
    <scan num="1345"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="174"
          polarity="+"
          retentionTime="PT1871.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.377136230469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1363"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1897.61S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.010070800781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1369"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1906.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.689300537109</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
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          msInstrumentID="1">
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1405"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1958.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">735.474670410156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1435"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="176"
          polarity="+"
          retentionTime="PT2002.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.529052734375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1441"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="101"
          polarity="+"
          retentionTime="PT2011.39S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.025695800781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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