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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="494"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="408"
          polarity="+"
          retentionTime="PT724.637S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">926.190246582031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="500"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="529"
          polarity="+"
          retentionTime="PT733.664S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT774.542S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT775.851S"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="591"
          polarity="+"
          retentionTime="PT799.406S"
          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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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="658"
          polarity="+"
          retentionTime="PT815.79S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="546"
          polarity="+"
          retentionTime="PT816.835S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          peaksCount="735"
          polarity="+"
          retentionTime="PT916.95S"
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    </scan>
    <scan num="645"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="539"
          polarity="+"
          retentionTime="PT918.702S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">711.3427734375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT940.958S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="387"
          polarity="+"
          retentionTime="PT943.531S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="702"
          polarity="+"
          retentionTime="PT948.998S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.076049804688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
             contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="388"
          polarity="+"
          retentionTime="PT950.015S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT961.137S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="335"
          polarity="+"
          retentionTime="PT1021.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.827514648438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="584"
          polarity="+"
          retentionTime="PT1034.48S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
          retentionTime="PT1046.47S"
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          polarity="+"
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    </scan>
    <scan num="758"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="625"
          polarity="+"
          retentionTime="PT1070.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.930541992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1072.22S"
          msInstrumentID="1">
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          peaksCount="255"
          polarity="+"
          retentionTime="PT1283.97S"
          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="282"
          polarity="+"
          retentionTime="PT1342.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.111511230469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1166"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="161"
          polarity="+"
          retentionTime="PT1626.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.19140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1208"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1686.61S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.552307128906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1250"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="247"
          polarity="+"
          retentionTime="PT1747.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.573577880859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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MAdUQuIcJGzLJBRC5fYEa0poJELoKrR0mq2EQurR5F9PtlRC7iuEcas8dELxigRij3BEQvYqZHOrXTRC+nZkcgMAJEL9tQR1eo/kQwFX5G4qNPRDBfx0bIZ1NEMJO/RhCV6kQw3rBF93G7RDEiqEdSDctEMWIkRsw+jEQxmFRHF14GRDHvwkZigWtEMk4iR0TqaUQy58BHkJntRDMgfkc1wtJEM12WRtdanEQzqlhG3zvjRDPXhEcGRFNENGf5RsQkaEQ0kRBGlvAYRDTWPEawhllENSiTRxGjakQ1ZC1HNn4SRDWYwkcrtYpENd35SEv1SEQ2GidHD1NrRDZd7EdBIqBENp2CRunSy0Q25cFGjfioRDc7SUdbmalEN3ByRfPqm0Q34A9HAaEXRDgJf0a/QxJEOD22RiL6J0Q4ZDdG53/DRDigD0cjPldEONu4Rl9NyUQ5KhxGyLW6RDldz0UznG1EOa6dRtRhz0Q51QZGIEPeRDoAQ0agoiREOiAARMfLvkQ6WRRGA2qARDqWfkdl65ZEOtQYRmeNskQ7AEJHCJi5RDst1EWb1t9EO2vZRzezKEQ7tF5GV88QRDvZPUcS4Y5EPCbcR0PAr0Q8TpdHFOQXRDyVvEcoAKxEPScKR5AC30Q9ZC9FhBXFRD2U5EbBNedEPflPRgFgs0Q+XBRGvVe1RD69I0bVDDFEPuPeRdPZTUQ/NU5HXjIwRD9ybkTlkyFEP5yuRwEjw0Q/wa1Go7MtRD/dZkWs36VEQCCDR00H3URAbXRHKHQYREDTP0eWlWlEQSELRmp5fURBXcpGdtjdREGXlEcCDz1EQdMcRu2kj0RCHMZGkJvrREJ7DkcsMfVEQuFMR5ufokRDPrVGiUV6RENnGkadOHREQ6g+RqibTURD8OxFRcdyREQZHEWvA6lERH6aRrZEkURE3ClGkK7XREUomkdbBIBERVtMRzrNjURFhJxGYXZ/REWmhEYPMG9ERdttRfpBkURGIKJHprCFREZus0brcypERrY2RkavT0RG6apGiV7UREcZ50duYs9ER2LDRzCZNERHs3dGv2llREfccUW63ZpESC8HRvjMfERIazhGMDxSREinP0WGcFdESOEwRjUsgkRJKUVGUyYbRElknUYuHcxESZCwRawGs0RJ4vFGwaWeREosGEcFtUhESmWVRs0X30RKq6RGqLleREq3nEWIJSRESuXiRSFr5kRLD2ZHCu4SREsu+0ZxIgtES2HHRc3MF0RLqUVHMUlKREvkykdrVR9ETBhBRdhwIkRMWqhGd0w5REyVPkWxi+xETNcoRpRXdERNHzFHa6UFRE2A7EcEV5tETaq3Riuhu0RN5qBHglZwRE4qd0bchLZETpVARjYdI0RO0rRGyDTTRE75UUadf1NETzkFRitZpURPbtVHA5RiRE/askcRI39EUBnCRo35qkRQVBlHGB7cRFB9MEX0B91EUKFURjEqakRQ13VFWd66RFEng0dRdQhEUWq3Ramtr0RRnOVHKdnKRFHmU0ZV3wBEUjM1RwYbokRSYXFGQ+ICRFKlJEc55n9EUtEDRbEokERTWWRHHq1IRFOQuUW91cREU8a3RjGJ6ERT7bpF+1AnRFQbwUbjlIREVKfYRzlMfURU8mBGvmbfRFVm0EZG6YFEVcqzRhMsrERWK15HU1cJRFZsREdWTwZEVqGvRnxSz0RW1sJGVxkbRFckYkbf7LVEV2qSRo76xERX73VHEELcRFgzDkZ+dvxEWF3bRdiHAkRYoMZFX38dRFjw2kb30P5EWSz7Ru8x8kRZVYVGbwdKRFmLc0agY1BEWdHvRNumTURZ9VNG/xQ3RFomn0WwU0lEWlbnRpNCKERasOtFNo6ARFtEF0ePMWVEW4ogRt5mkERbzTpGe4m6RFv1wUal8vhEXDv/RmqeTURcrzZGe85cRFzxdUYXj61EXSipRrvdtURdZqpHPZbuRF2r/UaJvzZEXedaRzPeFEReAwpG30tJRF5o2kcFbMREXr1rRuzOc0Re6ZlGCzS4RF8mzEXR1V1EX2zBR3wYQERftKVFntLgRF/XdkXkDO5EYMayRw46U0Rg+stGlgn7RGEqC0WA+TBEYV3rRu6VBURhrc9GhSJxRGIek0YZhldEYnCoRyv+R0RioeRHNHU/RGL170XqnNdEYzDlRZB8J0RjpABEWP8sRGPuF0Y9UflEZDV8R2LQzERkZ6dGwoclRGSs1EYnVcNEZODZR13wBkRlUvpGMcXBRGW5GUdfti1EZjnlRJITxERmaXlGulBERGbi2UcIpJ9EZvsvRglAnkRnbpdG/QAaRGell0Z6VShEZ/WvRqW9TERoMbFHMnodRGhjakZvl/JEaI8IROt5VkRo8O5HLo8FRGk9SEcKL9FEaWpdRtU1jkRpjuxHDR8SRGm5pUV/HlZEagVtRh34B0RqQpVGKTQwRGp3EUbrgtdEavgKRYlgJkRrOvBHHMs6RGuJOUapmL1Ea7T5RKSRp0Rr9SdGjSMYRGwjfEXfEyZEbFe9RU+3HkRsg6BGs/efRGyxokaerohEbO6kRplyxURtJc9Fb6MmRG1kAERJYKNEbaYXRpnwE0RuBABFDcKwRG49R0bRPNxEbmgARTWUgERuuoJGuuUaRG7xI0diN4JEbywqRkkb4URvbPpGB1ZbRG/CZ0aixbNEcBLdRiehd0RwQzZG1XEvRHBww0VgRUtEcKFiRscGcURw5OFFE+RZRHEq+kabdXNEcWHvRfDt7ERxujlEf+cURHIU/EaZyZJEcvM7RwkSD0RzJExGrHUURHNYqEcD8hNEc24URcXrEUR0FgFHbO4oRHRpz0Z6oMdEdO3GRwwa0ER1HqZG16GIRHVjG0YDojhEda1FRrFVBER1+a9GP0BsRHYva0UXT5hEdmKZRq/J8kR2nZpFWQd1RHbs0kYDlFhEdxsiRpiTeUR3vABEnjUVRHf49UadLnBEeFGARS5PIkR4ddRF/N7GRHikPEUCgOlEeSk7RrcEjkR5V2BGQ1lWRHm7bUacG5lEefSYR1/5nER6YyZHQT4zRHqVokUvNCVEe+mvRkygkkR8QW1HKadRRHxxmEcRHLhEfO5URb1h5ER9IURGr5LwRH1pwUYQYVlEfbYARObnSER+JDZHBKv9RH5ouEbeH6ZEfrE4Rg1sD0R+5uNFoW1mRH8LYkWzRjpEfzJhRrBwQ0R/ZpBGmOZZRH94rUWqZhtEf78KR2wUpESAHUhGWlGYRIAxEEaXZidEgEftRpYQikSAXqVHKf1NRIB2hEVCyztEgJdIRkXzmESBFR9FEb+ARIFzREaoHrxEgb/ERhF1XUSB9WpGml6XRIJdJkWVt7dEgniWRo2TC0SCnJpGmx7BRIKnP0XTVjBEgvN+Rg2Z2ESDEZdGeId7RIM7fUVHxSNEg1RwRObzYkSDbqZGll8xRIPuv0WepFdEhAxgRjteIUSElhxG14JpRIS8jETnrEJEhNNpRs0GSESFDTNFID8FRIU4hUaa6ipEhVUtRjgt60SFeBhGI31oRIWNuEYIhvZEhbJ6RWB3WESF7PhFhprYRIYJT0aq8fhEhiu8RwYhkESGfVRGC5f2RIagtUaIAZFEhu+TRV1d2USHFoJGHTQ2RIc5ikYV1sFEh2/CRi7PwkSHkzBFg2PsRIef/kSrhBJEiBVTRl6vaUSInnJGBRC5RIj5h0aZH+tEiSO0RUBu4kSJt2ZFKrvPRIn5YEXBPIpEihRsRmlQH0SKOYNGpg9ORIpcYUaGEZJEi1GARoGDeUSL0JVGSZECRIwmPkbhU0pEjD+uRkjx40SMggBEdtzhRIy0r0YzKppEjRzYRIvqj0SNdZlFuP9yRI21UUWj8ZFEjddoRokTVkSN+IBFVSpvRI5Y7EXHavNEjn6mRrNduESOssFFOuG9RI7WtEaXzPFEjxlIRkC3hUSPSHlFfFSkRI+iSEbKHg9Ej7f8RjNXrUSP1/VHBfXrRJA3hkWYTohEkNKwRQBtAESRZF1FGdkWRJF4MEay61VEkeuWRol2u0SSOppGFXvsRJJNqkVzUc9EkqeMRVlhvkSSuExFXdkPRJMbmEWVxOdElDuQRZ+9lkSUoV9F1Uf3RJUZ4UboRBNElT3oRb7SCESVTupGhw7YRJW6j0V40qdEldsGRe0KqUSWSOpGhMxRRJc7YEX9XVxEl2OARjnfW0SXaABFJacqRJeVikdPC6pEmFh6Rio+OESYenZFDL7/RJi/yEaHeUJEmgMlRgTUJUSacKBHG423RJrBGkYflK5EmzlTRZfqg0SbdVtGLQqTRJugmUbV65FEnDcQROM050Scv3pFyETCRJ1OsUaJ95tEnXwARElecUSd3gBEPxF5RJ+UxUXP8fBEn/7jRx87MESg2YJHGrVORKFYFkXyYa1EofwoRhzyz0Si21JHDl1CRKNK1UUKB/1Eo+V6RqOuXUSkqKJFEDDDRKTbd0accbxEpSrtRtibeUSlTPNEho75RKWEgkZ1eAJEpqSfRuFhw0SnkVdGFLpoRK4/lUadZJNEsXmLRXCbWUS1epdGQMAsRMRtf0WiI3ZE0+yPRR1Xm0TUm4xFztjoROJwtUYYuOhE4s6iRi3fWg==</peaks>
    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="253"
          polarity="+"
          retentionTime="PT1755.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">588.969482421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1332"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1859.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">444.706390380859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1338"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1868.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.769134521484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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1GnN84RMhBe0ZeQwxEyggZRo63IETKPUNGrE3TRM2nHUaKn6lEzjZkRZ6GrUTPrJVGceg1RM/uvkWAZ+hE0LBcRa3vlETemxZFDPf/RPmGskZoyrA=</peaks>
    </scan>
    <scan num="1374"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1920.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.230651855469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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ZF2/9vRQOqtEbhvIQ=</peaks>
    </scan>
    <scan num="1380"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1928.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.237548828125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1937.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">925.902587890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="192"
          polarity="+"
          retentionTime="PT1946.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">622.007690429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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9G/+TVRKng/UXPdHZEqgT2RlQX/0SqIJlG1dBdRKqJvkY4URNEqqUzRp3s7USq7rZGVApERKs8AESgWbBEq4S7RrWEF0SrpylGVbryRKv6jEZecjRErGMgRYmp40SshKxGFQ6eRKytQkdrCl9ErMPdRmy5NUStBHRFHRknRK3000aEHxJErgcRRvyAjUSuXp9GhiSoRK8hJkVx1hFEr1+XRtyXpESvgYBGjt8zRK/220aV9n1EsMNcRjDIU0SxCKlHDNZkRLFVR0YPo5NEsW/bRl9rmUSynFZG+ymRRLLWakcx8ptEsyx9RdFIj0SzfK5GCfwERLPGpUaWGZ9EtIanRr5gRUS0vn9GQ6tFRLTgXkXAOQhEtUsqRrQQ5kS1mIlFjiWHRLW53UYuNgtEtjhXRn3fYUS2WYFGWXocRLcSZUXIZ6JEtzpiRe3SP0S3p/1GkwJ1RLf4qUaf7GREuUQARMbBRUS68oBHC8KKRLsagEXVDblEu7yuRjUokkS73LdG6oehRLwUmEagaWlEvZ6ERujze0S9yvxGJrThRL3w9UUDcRtEvj4ARJWp/US/ih9HgdzURMA7n0cFYeNEyGiBRfD65ETI/YRGRCOCRM31GEYosm1EzuJ6RcrM2ETQhJ5Fp8EoRNNQAES/eGxE1mBqRfWQrUTZ72JGkkiUROP/oUbSIzlE7pR9RuQytET76TlG0QT9</peaks>
    </scan>
    <scan num="1398"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1955.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.555816650391</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1416"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1981.39S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.854553222656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1428"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1998.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.558837890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1446"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="99"
          polarity="+"
          retentionTime="PT2025.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">573.995239257813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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             byteOrder="network"
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