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contentType="m/z-int">Q0k6dkWEQ9NDTUqoRW93AUNP5T9GQkegQ1EjUUbQFu9DVBVJRlDW/0NVOABElOrCQ1tHi0ZJqTFDXxBdRoFGfENgJFhFrbKHQ2MvfkZDJYZDZAsjRorhIUNlJHJGG56tQ2Y0J0YGZrNDayzqRrVd4kNsKgxFqFyYQ28D0EXBLuZDdENrRV66p0N1RGBGMcg4Q3hHbkT04c5DfBUARKRJvUN+RFBGJZX4Q4D7AkXq8glDgYHHRukfmUOHJctF4tKeQ4eJ5kZavdZDiBvPRC/XoEOIkjVGLwxuQ4mQAERpK+pDiqi5Rj8uakOLnVNGc5J+Q4ycG0Y1eUZDjRLBRcPIDUONoxpGzu/xQ5AiGkXufeRDkYdVRjujmUOSJd5F+CwYQ5K5mkVRp7VDlKQIRq2wQ0OVjXRHBd/zQ5aSAEVwIFRDl1oARWE/RkOZbd5GN93wQ5m7cUXyrNZDmqJeRomFFUObkABER/QTQ5v/AEbgJiVDnIKHRq01ZkOc2tJF/I8RQ52bWkXZQiZDngzYRgB8A0OemwFGYRGuQ58Nk0XHyx9Dn3x2Rj+w4EOgAZRFXc8JQ6CJXkVR/bJDoZJTRumy4EOiFDRFMs+MQ6Kq+kSVRptDovOFRhOVGEOjVe1Gd+zSQ6PU5Eck44tDpLkkRsfMuUOlCaxGmL21Q6aJyUVySrBDpvbaRUeSe0On7EJGnIK2Q6gqZEXGYs1DqOzqRlppUkOqJ8ZHmL46Q6qadEYAODdDq/ShRqXQV0OsfcZEpZCNQ62KWkZTtUJDrg2fRYyp30Ovg15HcLsLQ6/7oUUQPHBDsIsRRZw9dUOxorhHKZtVQ7IfvEbBYERDsp5BRgewt0OzFNBF8SJvQ7OCmkXt86FDtHAARD9JwUO1JONGPuHtQ7WMfETtKnNDthkxRjrwWEO3f7pGHT9OQ7fDHEWXZpFDuHUSRa0oEEO5hsRG8m/7Q7oSYUejz3ZDupVIRtqn+kO7QGRF1nV+Q7uATEXUf85DvCG4Rct7r0O82bZGwraEQ78A30aImctDv7yuRY+00UPAlphGavXLQ8IAakWP+WBDwm0uRdIX80PDqiJEggu5Q8SMsEXp2e5DxQWYReQaT0PFQsJFmLTrQ8XrjkYETg9Dxp/cRoNXLkPG+3JFwl48Q8eh9kUfDT9DyDDyRWHWbEPJXdxGb2AAQ8p5fkVGMbhDy8u0RTeebkPMGsNHVQTqQ802r0WTqWRDzfKiRils7kPOF3hEgxpYQ859SEaPNDdD0AQTRhH4okPQRCdFk4ivQ9EFWka/jfFD0bLwRh5ZSkPSUkpHG3JOQ9R6IEY8twND1VJGRd8+j0PWXcNFK9BkQ9avmkZ+bKdD1w9SRtAF8EPXm1ZFIWIfQ9g0mkWXI5FD2JTmRUAwFUPblrhGq+MGQ9wS5kTD41dD3OAARF+wJkPdL4BGsLGvQ92pM0ZnzOtD3pjqR9h4VkPfIDJGqfn4Q9+DNkX4TjxD4Eg2RqhF30PgtpxFDbpLQ+GKBEbC5ZBD4lo2Rrzj6kPiuAJEMoTRQ+Wm5kXvCABD5jStRjj4o0PnH25GSU0kQ+jNc0YayadD6XOtRKHDtkPrVlRF1NS6Q+uajUbaD1ZD6+Q7RvBdOkPsOABE1fheQ+yiOkXB7XBD7RSSRPdmTUPuC3BGzPyCQ+8lxkcXm7FD77JbR3eZMEPwJbNGOIAaQ/CankXWq2VD8R1hRoY4t0Pyme5EeyUbQ/RpukZhdKND9LuBRwHH40P005VFovVdQ/UwAEQs5uxD9YqJRkTX1UP3U89GtCekQ/e2C0VWRgZD+LWFRtaqPkP6IfhFJl+GQ/vvpkbk6PZD/H1ORXa3/0P8/StFpLqfQ/2Jg0Sf2b9D/shQRjfloUP/dx9GrVq9RAAFM0csgPpEADt8Rwl14kQBUsRGgot/RAGNPkWck9NEAcwIRphNzEQB+KZGzPvaRAIlvkcDYj1EAn6QRJO5W0QC1PtGfX9zRAMuxEdULYVEA2nWRwBTd0QEGVJF7FlhRAQtoET81sxEBF2wRfe5P0QEeABEIT6mRASpFkWSD2VEBPk/Rp+qhUQFQghHcpU4RAWgrEYyDIZEBcwARFVg0UQGDhdGTqt0RAZ1ekZhRCtEB1jJRRi49EQHfXxGNXD1RAeoaEZrEZ9ECAAkRpBPNEQIRQNGlOZqRAhwAERk649ECJTyRZ1X10QJLrpHAsKwRAlbxkaS1TVECj05RzrqQkQKpdlGkeF2RArV6kW6eXlEC0j8RTCcpkQLtQJG7jTQRAwQtkYnDQREDLriRL5AC0QNKUdGlyO/RA2JUEagsetEDb2DRwD14UQN9LxGwRlERA4y50bY3fREDmXyRj6RWEQOkN1FqpsTRA7q4EbGx4lEDz5VRxr3sEQP9hpHBFMYRBAhnEaM1vlEEFoORqtaxkQQxqpGtuveRBEGGEYk71tEEdkmRkbB0EQSGuxHg4lsRBJQokb4nc9EEn1oRo9n80QStRpHLtGORBLcJkYNZTpEEyUWRqn9W0QTNfZFTaV/RBPBbEbUyXpEE+WxRlwy7EQUDY1HhZiCRBRDtUb57wZEFI5hRsbUWkQUxgRFKtk5RBVYrUUmLqBEFcDuRLodqUQWyTxG4qczRBcCEUWroyNEF2l2RWekMkQXmTlGW174RBfWE0cnTrhEGAFORxxVtUQYWchHQP6+RBipXkctvDlEGOk5Rp65R0QZKsFG/eNvRBm+6kXfwuNEGenWRhkyf0QaJ4RGhwfSRBp1KEZZNk1EGrpWRNtXpkQbOpZFuBsjRBuDLEXzV9NEG79wR2WiG0Qb7VhGXDidRBw9tUcK8rlEHHXsRqzsRUQcripG2WRFRB0fr0a9Zf5EHU4WRojOVkQdof1HlV6JRB3VikYPPzBEHgIiRmN110QeLyhGDNo4RB5pOkdl+XxEHscQR7yKH0QfQtZHEQGcRB/pgkcLhoJEIB26RnkKG0QgS6RHBKJoRCDA1Ee8IzVEIXsqR4ekrkQhzz9FSf2MRCIH1kdXfhREIl8qRyTvBkQiy+VGZ4foRCLqpUbY2GZEIxq6RwZg3EQj0JBHJ2ujRCQKuEdgaGxEJDUURxgyhUQkbdtG/nDqRCTRaEeDHTFEJU9sRrwN60Ql9fZHMrJnRCZPGUeSf75EJpGvReXLXEQmzdRHcNxuRCczYkWcZ4JEJ37dR1BANEQnp/BHK2HcRCfMBEc2S2NEJ/h7RyAj8kQonQBHQgaoRCjq3kYVvElEKRWoR6M2ukQpRJZFhQVwRCltW0dggVJEKaI6RbucMkQp5xxG+KUORCpdHUaQPP1EKotqRhOynkQq1X5HG4QcRCsH1EcoqUVEK0xHR35ck0Qr6ahGyytFRCwMAEUex7ZELEOqR2DJQEQsuFVHqj48RCzgAEY4ujdELS7eRkZrKEQtUhhG3+RKRC17akbOwNlELbBqRf0dJUQt6EpHHyhPRC48HEc6+OFELs7GRmHgA0QvaAZG86rmRC+Xh0dpr3hEL8tuRvoQlUQv+0BGjRgSRDC0GEbbsyNEMOYTRwJIkkQxDCNHBVF9RDFjkEbh4z9EMYW2RqIELkQx1QZGJrbERDJ720dcwq1EMoWARkmjhEQy2rdHjohMRDMJ4kaXyCtEM0NLRy8KaUQzdMxGPgkTRDOduUbptphEM9NzRwF2YUQz7VlGXr7iRDQmVkb4e1xENFAeRulNYUQ0sqpHAIKQRDVHYUeNcT1ENZhRR1fD6EQ111pGBdTbRDX6HEbg8xxENiU+Rp2sSUQ2Ya9GhXGdRDag8EajHsxENu3CRtetm0Q3CrlGGWf5RDcuS0Z7f2dEN1VTRlSYSEQ3fcRG3kPVRDe1r0cs/35EN/woR1GTikQ4XWBGwYRbRDiaEEgI+/9EOKs/RopHv0Q4uEdGFnR6RDks20ej04VEOVcKRrICxUQ5jzFHU9CGRDoCvUimmm9EOk3KRx+RfUQ6oa5HnO4gRDrJ4Uexy7ZEOxemRzPsgUQ7SqlGguZpRDt+xUWGBd1EO9PiRtbeYEQ78VVGzsgYRDxdAUchCldEPKJWR8ZbwUQ86sRHmxAXRD0hh0fLXzVEPY0wRsEgjkQ9v9NFLU2ERD4sGUdXlI1EPl34R1FkWEQ+rSRHAWANRD7iVEeGeL5EPuiuRh6Gr0Q/P0JHE9x4RD9o90cuzt5EP5v0Rza77kQ/vC5GtJsBRD/re0dEKC9EQBEFRvQ75kRAQs1HRAnMREBjzUcGUXREQIVBRxp+PERA+79HS+2vREEr10ahWhlEQXJwR5zf60RBtUxHHqP/REHs5EbjeMhEQhCORgEm+kRCP4JGlComREJoIkai7e1EQpuiRtFKyURDExZG7myeREM5t0a042lEQ4/oRxgoikRD8iNHlQBsREQmZUeK6JlERDmzRozgwkREgs1Hu6gLRETHl0d//lVERQcERrizskRFJTlGtTyJREVwdEcfQ6ZERbWYR3Nu70RGCWBHB7JmREZelEZNwIBERpmFR4wXo0RG3A5HyO1CREcsc0e+AmFER1AARYhQHERH9eNH4MKlREg/8UgvmIhESGNGR5SW7kRIhaFGsKg1REjMwUeQqEhESScNRyUY5URJTVVG6rWMRElynkToovhESaPNRs/Q/kRJ+HdG3KfZREpPqkf5uKFESnojSAzzlkRKrdhGq1j8RErjyEc1O5VESxqXR4UtkERLWENIDGtHREukF0dMtBtES9t0R6vTPERMF8FHwdBVRExd+kc1vohETIsQR8yv3kRMyFVHiPjRREz/jkbf/l9ETSksRxvti0RNe0BGpmLfRE2/wUfiwYBETeHbR1F3mEROB0pHFQaFRE4iOUZj+zFETkT/RrYtOEROZABFRjglRE6F1UcuetlETrIKR5s4q0ROuVpGgZzrRE8mMUeF6eVET0AARm/tc0RPbWhG1rKJRE+lCUeBEFJET9WNR2+8/kRQRrtHjfLDRFC2c0cUxshEUOidRx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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="331"
          polarity="+"
          retentionTime="PT696.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">868.910095214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="605"
          polarity="+"
          retentionTime="PT714.154S"
          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="354"
          polarity="+"
          retentionTime="PT725.777S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT740.555S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT741.903S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="507"
          polarity="+"
          retentionTime="PT749.15S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT753.11S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT766.768S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT782.453S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.923156738281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="610"
          polarity="+"
          retentionTime="PT783.587S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="536"
          polarity="+"
          retentionTime="PT791.079S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">749.84130859375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="572"
          polarity="+"
          retentionTime="PT793.78S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT811.731S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="568"
          polarity="+"
          retentionTime="PT815.009S"
          msInstrumentID="1">
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             compressedLen="0"
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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="568"
          polarity="+"
          retentionTime="PT817.288S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">794.676513671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="424"
          polarity="+"
          retentionTime="PT825.305S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="632"
          polarity="+"
          retentionTime="PT826.298S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">964.732543945313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="570"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="563"
          polarity="+"
          retentionTime="PT827.494S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">654.605102539063</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="453"
          polarity="+"
          retentionTime="PT833.001S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">654.431884765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          centroided="1"
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          polarity="+"
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          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="577"
          polarity="+"
          retentionTime="PT856.738S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT862.573S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT863.602S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT917.561S"
          msInstrumentID="1">
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          centroided="1"
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          peaksCount="495"
          polarity="+"
          retentionTime="PT930.679S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT931.604S"
          msInstrumentID="1">
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          polarity="+"
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          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="557"
          polarity="+"
          retentionTime="PT933.667S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.791076660156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="674"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="585"
          polarity="+"
          retentionTime="PT951.711S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.247680664063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="681"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="581"
          polarity="+"
          retentionTime="PT960.101S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.427978515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="710"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="419"
          polarity="+"
          retentionTime="PT995.116S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.902587890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT1034.4S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="1226"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="180"
          polarity="+"
          retentionTime="PT1700.82S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.426513671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1238"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="93"
          polarity="+"
          retentionTime="PT1718.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">829.680419921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1250"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1735.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">444.568420410156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1268"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="177"
          polarity="+"
          retentionTime="PT1762.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.451690673828</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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lGzhccRKJdrUW2R8hEopaaRxEOeUSi9YJGSPV5RKOKY0WPSZhEo7uMRoA38USkc3pFUebDRKV0qkYKwWVEpcKJRSLP3ESmAQtEb3zdRKaqqUW/JXdEpsFHRSJEEESnqqJGJ+6GRKgQyEYRQC9EqE0jRqch4USoY7ZGJk1tRKkgjUUUUTREqVL0Rmnzk0Sp/oNGO3BvRKszh0Z5xy9ErPsTROeU5kSvFQBEu0DRRK84zUZRU1ZEsJ9ERgoLK0SxGupFBthfRLO8AERPfy9EtsZgRaQ0KES27+RGkcDBRLhkX0Wzn/JEupSERjfkYkS7QRRGE8FtRL23+UVE45ZEvwZqRW1TPES/UTBGiXSFRMIWgEY7QGpExRRtRTDun0TNSKFGJ7jsRM10a0UzzmZEzaKlRff9n0TN6IJGYNHSRNAwp0T6p5xE4mCzRcXUNETspINFAzk1RRLMhESW9Hw=</peaks>
    </scan>
    <scan num="1280"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1779.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.407806396484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1310"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1822.72S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">803.502807617188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="40"
          polarity="+"
          retentionTime="PT1840.38S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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contentType="m/z-int">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    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="165"
          polarity="+"
          retentionTime="PT1857.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.041778564453</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="176"
          polarity="+"
          retentionTime="PT1866.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">593.513916015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1883.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.786285400391</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="164"
          polarity="+"
          retentionTime="PT1892.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">663.361206054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kppEbBgfBDSvn9RiLmS0NPLL9GYBduQ1DkU0VO0SVDVDFwRq+45kNVOb9GLmyHQ1kq/kbrTYBDWyKSRwd560NfS1pHEpS+Q2EvC0cEXsdDYgycRe86EENjaF5G1kKmQ2UTVUWADU5DZzThRurGsENqNVVFjoEBQ2sod0fjlRtDbDrORrJ1mENxSV9GKXu+Q3IFdUbTTklDcyUmRrBb3UN1B65FBM1tQ3deuEfZmNBDeDjBRokJV0N6NhFGX3z3Q3st2UZNFShDfCwwRoXo8kN9HvpGn1HfQ39VLEa1NLVDgDJNRxQcBUOArHhGJWqVQ4GbDEdJjsNDgqmaRbqsq0OErTVHeRpjQ4WqO0a6EJhDhhyXRMvvSUOGpHJGr1JAQ4ehq0XAE5tDiA0MRcaAoEOIo+hHVtbYQ4jS+EZcW3tDiZZfRu5pZkOKOeNHA8azQ4upJkcb9xxDjSsiRyLWS0ONmK9HsqdsQ465f0caI1pDj4m8RvfGikORG3dGcNAiQ5GO50YPo5dDknY4RraIikOSuiJFunbiQ5OC+EWmkaxDlHXSRkAqZUOUzqRHZG4dQ5UgjEYS4/5DlYu6RaN9tkOWK0ZFuZQIQ5aLOEYbVglDl4dTRw2VxkOXqS5F02NDQ5gse0UHdjpDmjItRpXT7EObhOdHKn5BQ5wWZkdHYGJDnKo2R7ronUOdqkFFud42Q6AypUdGZ4ZDoJ2ERgCd60OhKgJGVrZEQ6GJoEanEuxDorMiRXH/OUOjph5H8ZkRQ6QihUWrZV1DpLKqRVqYY0Olo+5HEORbQ6YdxEdyjMdDpxMgRwuctEOnoEZHHGiTQ6iZAEco3O1DqS1AR8t6yEOprNpIBz18Q6o0zUcvtQFDqqMNRzvQrEOrgmpG86AjQ6yktES4dnBDrUWTR42ghEOtuc5GuPqjQ65R/0cwm9BDrq0yRvW4g0OvG79G60TGQ7Cy7EaZq+JDsSXuR4WXzUOxnMhHiR5qQ7IdgEca8MhDsq9uR/l3H0OzFpRHXSz/Q7OQQEcRRERDtKzeReGmoUO1M+hFZIFVQ7WzgEZCssxDti1UR1IHu0O2rcZHG32lQ7e5hkadUV9DuCMlRvW8DkO4vNpHves4Q7kvV0bZPLRDua/URq7wV0O6FKRHFaoqQ7qTDEYiE9RDvCjLRyh/IUO8uIFHG0CeQ72s7EUWqVRDviy+RqI4QEO+oABEzsIFQ7+2T0bx4AlDwD0YR0VU6kPAuCRG1PoNQ8Eml0W/VpJDwxMERhnqYEPDpE5HENaTQ8QDGkdWMdpDxaVURsx1eUPGZnpIU6mXQ8ay3EgEkQRDxzZARhtxl0PHrElFFRv2Q8gQAETG75JDyKpWRQZG4kPJO/dF7+jEQ8m5r0VKxNBDyu1IRzL9rEPLuJBHxEa7Q8xZGEbfl7dDzLQiRsIggkPNN+pGEs0QQ82IKEa0H4pDzmHURfBKGEPPkGxHOwDAQ9AJbkYGd89D0K07RtC2ekPRIIBGQn2+Q9F7Xkak59BD0pnjRsKrS0PTIcJFi3CGQ9O7IkZb9hFD1DasRqrHN0PUxQ1HEFExQ9U35EafoI1D1a9YRc3vFkPWDVxGE+6TQ9ajTUaScT1D13UKRoO5kkPXwk5FNmOVQ9gsQEdSnx1D2LTiRllYKkPZm8ZGPmQwQ9oRKEbLPFBD27UYRqBpzkPcgmxFy5NcQ92qk0eTNRtD3jm8RvY5hUPeqTxG+wefQ9+sfka0iFND4Is6RorWUEPhSVpHTEPQQ+Gndka0EN5D4sq1SCgw+UPi/yRH2I4tQ+M4AEYxPaVD5BpuRzmhE0PmLSVHWKiOQ+gLLUWz86BD6FUcRYShqEPoo2tHL5lpQ+kiF0cJshND6aVmRvOkXkPqybdFwysNQ+uwlEfsv0tD7CyURXOT8kPsoHhHR6pdQ+1K+0cOn2VD7jHORSzzjEPuvZ5GMsXzQ+8Nl0XcsFVD77TPRwnOgEPwJXNH0ZhJQ/E610aqZolD8cEhRzeUakPyNdtGGe4fQ/KoAETTjXpD8v1RRukkbUPzUABEy2kRQ/O8h0YNlPVD9CpwRvcfNEP0e25HKQz5Q/U1uEZ3NAFD9gYfRmJ60EP3PGpGnKpsQ/fDA0ch+qBD+GI1RqmS90P48uVHEdGQQ/nEgESkuhhD+sTuRkwcYEP8NSNHg5U7Q/06qUZtNihD/dqHRoNFMkP+oExHIbdhQ/70/EXN91JD/z9fRxYJP0P/wtBHNAJ5RAASDEbpJnREAGluRhxFy0QAnjZEwGzqRADZBUdwVjBEAQYJRykGUkQBR/BGO9o1RAF3wUVOJtxEAcMOR6HIPkQB+YxFtg33RAJlOEUAwLpEAqPvRrXL+EQCyjpH18mNRAMdLkeos4BEA0mTRw1rBEQDpkBHjm94RAQdWEcKRpREBFYwRqEbT0QEz5hHKMoHRATjHUaghXFEBRrZRxhGZUQFZYBHsNhQRAWaakYlevBEBcYcRupXPUQGFphGANrXRAY7kkYgLRtEBlvTRZti40QGpqlGpxtzRAblEEeLDzZEBwWsRzXWgkQHRNRHNIg7RAdktEcba7NECBnWRwEITkQIZkBHHHd0RAjxCEaz8vpECVquSDRldkQKBbpGMn1dRAplB0Z9fJxECtogRkKYxUQLVZ5GPhU/RAvEDkfLLOVEDBjsRcUKukQMZWxGjJAeRAydSkXWd1pEDOFyR4JDnUQNFFFHLUuSRA0ebUXrg9VEDWJiR68iJEQNmkpGbc+nRA2mGEUpNUVEDdu9R626xkQOLORGL7WkRA5mukbGPidEDtacRYLBrUQPZFBHdOhbRA+gbkUxochED9l0SCoNKEQQHHJHer10RBBfPkfMtVFEEKPERwbeQkQQ4kRFir5sRBFeJkcFoTxEEY/1RYq8D0QR2nxGlWKQRBJc7kZIqflEEoe+RulD6UQS2TRGoY84RBMjTEZakc5EE6juRZWLqUQT5qJGtptKRBQVxUeVSP1EFGLyR1z++0QUnPpGwdLTRBTnkkhR43xEFSYcR8XauEQVW6lHCsMQRBWLVkZAiKVEFcYCRp9s20QWGYxGDW31RBZn7EebJrBEFp1CRggpnkQW451ICITmRBch2EcKFVpEF1mxR3+1HEQXmSJGYM6dRBfhxUVrV7hEGA/KRsNHYEQYWCZHJRWyRBioikcMyLxEGM1GRqetq0QZIRpHAs5oRBmWe0aUNVtEGd70RwWTUEQaJABEnjanRBpbI0cXDLdEGp3nR1ZZxkQa3bZHQoFyRBsj2Ecu8pxEG2EiR5hSRkQbo3RGD8iVRBvh0kbbxjFEHBuNRReKAUQcXhBGxA4pRByjSEaANDxEHOThReSs+0QdYLZF7/q5RB2qSEYRXZREHgpMR2KMQ0QeYvxHu8LaRB6gTkWxZDdEHui4RyE3tkQfFI5GntxvRB9jLkbIGEVEH6Y0RoT4PkQf4PlHAfOqRCArxEW7G9FEIGGUR7GHaEQgtU5Grak7RCDXu0aVyXREIV6tRiCXLUQhnaRF7XriRCHh8kdJZHZEIhx6Rgx91kQibhJHPh6cRCKfGkaQ+MNEIujsR4HUukQjFChG8solRCNO4EdqdXZEI4IdR6NxeEQj2apHLZ2nRCQoTEZDvhpEJKv3RjjJ7kQk0BJGaVBIRCUlB0dVKz9EJXWoRf/vaEQllnpF6d/eRCXstkYv2vZEJiTRR2R70kQmZS9HWkEXRCbcUEbFhcBEJzXWRh82gUQnbMxHC986RCemzEbQcQ1EKC/4RyqR30QoYH9HLYAWRCjnzEdZRxdEKSbxRs7seUQpZs5H0DeBRCmcBEfdHsZEKd8mR5m3OUQqAV5FO4msRColAkaYxZhEKlngRpVIkkQqoIRGq6ykRCrluEezX/dEK2XwR1OoFUQrp6hGvj/iRCvRF0YdbzZELCJ8RbfMq0QsYWVHG4skRCyqgUaol5RELN4IR8HERkQtLFRHJGBmRC1akEdMELJELZiURyCYekQt6DhHE1drRC4wdEfBK85ELm4AR1lze0Qun75GbSVURC7oLkcmUpRELzLOR1guuUQvWIxHNV8TRC+850UwklFEL+U2Rmovw0QwGtBG3+QmRDBS1kcFnp9EMKTcRZ9oDEQxLAtHKVeZRDFgAESTp+JEMZktRTMj8UQx6WJGvcg+RDJlykaQIgZEMprxRw8iUUQy6/1H6fEKRDMcmkYIFYhEM2X9R30WfkQzwuhGICUZRDPzQ0ZhTL1ENFVAR3pTBkQ0gqZHuyggRDSsdEXfep5ENOCVRziKfkQ1ahJHHK9nRDWeWEaWIWlENdsbRkMNlkQ2FthHBhh8RDZuJEewNGtENyV0RuVWf0Q3cNhHNHC2RDfRekfBJfZEN+7eRqdObEQ4Sn1HbeqqRDio4kWdeiBEOOZsRnLkCUQ5N9JHix+jRDlwoEcmb6REOZeYR0tlPkQ59uZHYSP1RDo8t0bHKaNEOpzSR1U/EUQ6rABGp3DoRDra4kcjOjlEOyVgRxqmRUQ7WwVHM8RSRDuDPkc6BmJEO++RRdvOGEQ8KZtH5DhWRDxeXUbBw/xEPKoQRimoW0Q82S9Gvk4uRD0tNEb59jZEPV33RpY8FUQ9sTNFnTHqRD3qmkaBk/dEPh3ERwtta0Q+Ve9GLl8vRD6wyUdN/jtEPs6HRwYZDUQ+81lG1WVxRD8xkEaWcdZEP3cTRtJaLEQ/r2xG7yeCREAGI0d9OKhEQCc0R0GjsURAX5pHBWT1REDk8Ea2JHBEQQu3RuAARERBL1JGYsmvREFs8UU1nYBEQfAgRuKBTkRCV0hG1nQSREKnE0boLVJEQsnvRqPamURC8lJGIv6pREM+zEasnudEQ3XTRufHTkRDocVHF5nkREPgD0YxzFxERFz1RfHLYUREo25HJ08ERETHe0avyTJERRGLRj7eFURFbuVHBUb/REWlsUXYo3JERerBRs3Bn0RGLHFHwuTAREZro0d3u2BERq2ZR49Cq0RG4UBGsitRREclBUctQ61ER2JORqvuTkRH3HJG0ltwREgvJkZaRTxESO/dRrEvjERI+SZFqh0tRElh2EaCZjBESZgwRx7EJkRJ5XJHrUdGREoss0aXIOdESnIXRiMAX0RK685G7++nREsjyUYu5fRES1pDR1OVgkRLq8VHm4dzREvpZUb+BeVETDvWR2t5K0RMZDJHLLXHREyW8ka0w75ETLHuRkkZa0RM5kVHLuDERE0kw0b3jZZETWnQR1+eQURNpN1FCsNrRE3X+kbl30RETf0cRwuZiUROIR5HGbRhRE6E60cCc4JETrf3RnbWB0RO40NHgA4ARE7s4EY7nQlETyGBRMjvEkRPWWdHcEeNRE+290ZVKZBEUAjZR4QhkkRQNktGUyehRFBnYkZIzZNEUJMYRw5LHURQsABGCHZlRFDlXkcdGyFEUULcR76pl0RRYhFGt+UFRFGAC0WC3dNEUeMnR5bib0RR7ABGNd9PRFIqW0dEcGNEUnEIRx3uNERSkABGOU4oRFKyZUZDy59EUvpgRwul60RTVOhHYlQXRFOKlEZLYTBEU7XdRcGSRURUQfFGkgrxRFRlWkY1Xn5EVPDrRoGStERVNMFHkHSORFXYRkc4rLFEVm5JRtNg3ERWqDxG98fWRFb630WtfEpEV1aURmiJvERXlKxHs5zYRFfnSkd41tNEWDOBRxemykRYb1dG5NBcRFjn1UeDcNVEWYWwRtz9RkRZualHDsUKRFoPNEWi9CFEWjboR+KwlkRaabFGwqy8RFryKUck2xREWzC8Rdc/akRbbb1HJGZZRFutSEdt6ypEW/L9RzWqh0RcMztG6Fy8RFxpiEYqtwREXJiNRjctZkRcwABE2dAIRFzrjkY6qtxEXSXFRgS7UURdStRG7n2QRF18p0YAbpJEXa+ZRoB0GURd8ylH89XNRF4IUEbfdFREXiw6RgRCLkReVyBHDq87RF52IUZfmilEXtcjRpJt0URfAe1G3uykRF8yUUc3tANEX3k1Rn/Z70RfoqFH0y4NRF/dUUcch6pEYAwARXd+I0Rgd8VG6QAyRGDv8EbMxWlEYT6+RpcWlURhbxdHTfvaRGGv30aTTUREYfJ0RqyATERiDBVGG3L6RGI100ad+rZEYmXuRyQP5kRiuAVGUpu6RGLzV0WN1mxEYyF9R5WkpURjZ35HRM7nRGP2hEbxMlNEZDajRok2dERkdl5HCxEhRGSfJUXuQsFEZMrLR2c3TkRlNIJHVZtdRGWWikeEMWpEZcSyR4KEQERl9fxG36D6RGZF6kgifI9EZnq/Ryw3iERmwRlGe8VGRGboN0aYECdEZwwpRkV/UURnObZGTf2XRGduCEf6jOBEZ7NER3c9zERn9I5HePMWRGgsO0caTvlEaGTSR3O7hURottZHq6s+RGj6HkYWKnlEaTu/R+LdlERpixxHvZz7RGnugkeNw35EaiUYRscLIERqVaFGVTpxRGp5MEc3uHhEarAARKUt1ERq8oJGs1EGRGsAAEYtbolEaytBR+de40RrZ49GvjMKRGudRUeDjO1Ea7x8Rx4DY0Rr8h1FuqsgRGxY5EggCHxEbK4+RWghJkRs/VVGmoYsRG0nnkaWMu1EbYQ0RzVmnURttF5FXw+URG3pVUXraGREbhkHRLbUHURuPMZFqmJ6RG54uEYnxx1Ebui+RserjERvEy1Grl5NRG9DV0cp7VlEb76+RxkWUERv9Z1HZ4XLRHBA9EeUTJJEcGaCR69a/kRwrHRG981sRHDq3kdUuN1EcRPSRqcGOURxORhGmsXERHGA9EZsPplEccN5RglbskRx+4xGoAp1RHI6cUaEpxJEcnfTR6SSykRyqRNGA9pvRHLf+Ua9jVdEcywARLQx/kRzfJVHgkCoRHOxjkXjyOlEc+PRR3eR3UR0TxJHxfd0RHRtFkbJKX5EdK/AR71PmkR06gRFy01wRHUxbkd1vcZEdXIxSEDNhER1s7xHT8LORHXty0azgGpEdi0ZRsMXwUR2kXdG2KQJRHakUkUDJz1Edv71R0AReER3MgFGXrUpRHdpPUYKT+lEd41+RmpnEkR3uFZHtTKKRHf0BEcRJLtEeCYtR7WYokR4RABFoElURHh8F0e+G/lEeLDhRuHbR0R43tdGqPb/RHlqNkcSoDZEea5+Rr8nm0R5331FlhzkRHoxgkY69XxEemEfRWz1GkR6iNFGAzY4RHqy/EZNNE1EeuR9Rt2xsUR7HY5GYb8QRHtw2UUwGW9Ee63pRpUuRUR7/NdGxWx/RHxJjEdXafVEfHiARjkx3ER8nABFGM6jRHztHkaBQ+1EfTWaROWRHER9fVFGrXP/RH27lUeAAwFEffT5R2OaQkR+L4FHO/ODRH5mD0bL3adEfnjORcc5xUR+5NhHsPRTRH8txEcNscdEf1/iR4StWER/myZGuJ9uRH/i+UasHxtEgBB4RaSFpESAKopGnLlSRIBYskaY1glEgHanRyNOT0SAln5GGxvKRID7bEck0klEgRW0RwbSUUSBNGxHEkzkRIFW+UZ8VR9EgX3NRnTk7ESBkYtGG/HuRIGvfkavq2tEgdAJR1Avh0SCM11Gfl8SRIJiYkYMxPJEgnsrRUZc+USClGJGONonRIKtVkadx79Egr1hRzmx5kSC3jBHdYcERIMbEkZ7tO1EgzHhRu/xr0SDYtZGtRolRIODLEcbxWJEg5h+RpdAF0SDtl1GN8IvRIPTCkbRDBdEhDV8R3knLkSEnHZGgZKdRIS9pEcK5a5EhNcIR2fd5USE/JBGyIkbRIUR6kZgDRFEhTpmRTepjkSFjvxGHLsHRIWgAESscFVEhb6xRczDaUSF21pFQYGFRIX6k0byyOdEhhTnRo7xn0SGYUBGV9YtRIaWckYYVoxEhrczRU2LD0SHAcZG3npYRIceiUY24khEh1mGRZQiokSHkERGwKT/RIe4+kem7VxEh9nYRq0ZgUSH6mRGH1mBRIf+o0VCpmhEiDpGRsHPTUSIfxhE7j6+RIidbkZK8otEiLegRqDU+0SI5QxF2QjCRIkorkdWlQtEiVWWRxAKn0SJer1G4lwTRIn9fkZlx+JEiif5RkWE1kSKXpdFo1bhRIp+fkWC7CdEipGsRjWugUSKx5FHNZVaRIr8eEXwWjhEixyTRqviJkSLXVpGR+FtRItwqEYrUylEi5gSRsDXwUSL1idGjqNwRIxl6EXu2QhEjHu7ReQJ3kSMsrxFg57ORIzdckXrD+FEjRVbRoJaTkSNOu9GooVlRI1XfEaJ7ktEjdygRlHXO0SOaQpGg/FBRI6DWEb4K69EjvqeRoMxk0SPbJpHKfreRI+nNEax1CREj8LER1qlJkSQInxGgjxrRJA+30bWY9xEkFm/RwFFhESQuGxF4sn8RJDqikZQ7B1EkP/OR7llR0SRFpBGuXgWRJGLckYeaCpEkdKgRzFqIESR8qZHn+GHRJJEhEVDhgFEknqoRtYzoUSSmLpHioPiRJK3lEabZU9EkuMQRnR0X0STHGBFqpTqRJM57EcJ4rtEk0oeRrUqG0STfwVFjPQcRJO3hEdW2rNEk9PARsSn8ESUFQJHFHHtRJRDwEbQWHVElH0ARppGoESUuGZHmUvORJTnCEcKMBVElQqCR4IrykSVHoJGhF5LRJV8iEagfTxEldQ+RyQfM0SWCIBGqYgVRJYtAEcIPhtElj4HRzwBcESWnqxHF0myRJbg2EZLEXlEly9mRpomSkSXUHRFun3yRJetzEZnvvBEmACERxM1mkSYGBRHQRjORJhzgkYnfgBEmIXqRWxzSkSYv4RF0tWJRJjstEY+r/tEmQLrRgyjz0SZMV9GPzRARJl1JUZhRt9EmZBnRyh81ESZua1GBwr/RJo8AESWwgFEmlWYRb6GeUSafH5GvPAgRJrNKEVwFy1EmuarRS4rl0SbPeJF8FyxRJuXZUYjnRtEm6BYRYvsvUSbushG4vZnRJvayUUWl+lEnABVRzNGXEScPx5G0IIBRJyArkay7u5EnJW4RkJbKkSc5IBGDf1WRJ0diEYoGfdEnVLARmHY5kSdiyJF2o4YRJ2/JUa4qZFEnjT0RmdL80SeRjpGUJtORJ6Sn0ZItWVEnxgaRnfUOESfXmBF0cqjRJ/hXUadzRREoFGsRogAaUSgYnJGDowFRKCuuUYVmrREoPcuRw4B2EShCoFHAahYRKESNkXVVlhEoUiiRsU9P0ShiG5GtdH+RKHZpkcYbHJEogR8RRrya0SiJ4RFdkdTRKJggEXqjxZEotWBRptZBkSi5GtGAwVJRKMAj0ViakpEox6xRmC+nESjXDdGskWFRKPqpUWWH7hEpASBRoMIQESkm6FG+lijRKTAvEY5lMxEpOhYRshDiUSlLIVGiH6vRKVFJUWCIWlEpgaERTsh6USmTrlGolO+RKZlh0Wl+wFEprboRpG2aUSm5F9GL/ktRKb+q0WTx4ZEp0vmRroDcESnt5dGwEzRRKfae0WDaj1EqCaVRbEQyUSoPmFFk5teRKhcrkWXr+BEqIMjRVGLH0So9dhGC4eORKk76kW9EXZEqcLmRSbKWkSqgVhGFH/mRKsS70XpY+dEq1yNRjkvxkSrwAtHUetuRKxgqUbJ8JxErJmqRpOWg0StwXlGAWAjRK6yhkXSd+VEr3uxRcBxJESvk4VGJuHiRLCfkUa/BCdEsQp+Rsz9/ESxM0dE/z3DRLFEXEZMa1JEskC+RoOWgkSyf3xF5w/TRLLkkUWwbXhEsxJvRyMjbkS1eopGX6MQRLWZykcEKetEtexiRaRHRES4TGxF+V+GRLmHBkYlHKlEuiUuRppHSkS7RJVHR2xVRL0KukZ8ASdEval9RpF+XES/4H1FzQoDRMBF8kb/MP1EwIVdRZqt30TBYxlGIn8iRML8jEZJqcVExFdeRs9RmUTE7eNG6B9aRMYcXUXr7M9ExlWYRpIC8ETHsI5FTYLyRMf4j0XFdndEyqGXRyD8kUTLhH5FwxByRMynnkZqAvlEzPlGRZ+A1kTNapFFsG1gRNZGv0bRfh1E12tFRdJCxETgWYJF08RuROC5ZUUwAA5E78U+RiVsgkT/xiRG6TYkRQAYxUbGeIM=</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="171"
          polarity="+"
          retentionTime="PT1901.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">549.23388671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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contentType="m/z-int">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    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1945.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.454315185547</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="80"
          polarity="+"
          retentionTime="PT1963.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1056.740844726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1980.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">907.756042480469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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