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          msLevel="1"
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          polarity="+"
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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="13"
          polarity="+"
          retentionTime="PT357.826S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">824.613342285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="13"
          polarity="+"
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          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="569"
          polarity="+"
          retentionTime="PT712.255S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.382446289063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="497"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="414"
          polarity="+"
          retentionTime="PT729.478S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">770.121276855469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="671"
          polarity="+"
          retentionTime="PT780.376S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">781.81787109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="571"
          polarity="+"
          retentionTime="PT781.72S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="554"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="431"
          polarity="+"
          retentionTime="PT808.642S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">689.9423828125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="348"
          polarity="+"
          retentionTime="PT822.871S"
          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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          polarity="+"
          retentionTime="PT909.307S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT910.114S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.129760742188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="599"
          polarity="+"
          retentionTime="PT943.98S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="671"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="744"
          polarity="+"
          retentionTime="PT951.98S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="672"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="540"
          polarity="+"
          retentionTime="PT953.08S"
          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="475"
          polarity="+"
          retentionTime="PT963.115S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">948.64306640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="576"
          polarity="+"
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          peaksCount="71"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="549"
          polarity="+"
          retentionTime="PT1019.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">826.417663574219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT1035.93S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="642"
          polarity="+"
          retentionTime="PT1044.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.133911132813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1046.65S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="486"
          polarity="+"
          retentionTime="PT1070.41S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="585"
          polarity="+"
          retentionTime="PT1071.69S"
          msInstrumentID="1">
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    </scan>
    <scan num="757"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="482"
          polarity="+"
          retentionTime="PT1073.02S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">715.777954101563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="761"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="376"
          polarity="+"
          retentionTime="PT1080.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.01708984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1252"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1762.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.534759521484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1258"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1770.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.270111083984</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1294"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1822.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">713.782775878906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1306"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="120"
          polarity="+"
          retentionTime="PT1839.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.872802734375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1318"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1856.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.201721191406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1330"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="189"
          polarity="+"
          retentionTime="PT1874.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">735.507873535156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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JFIbuwRNFsgEa0Xz9E1jA1RjKmNUTWdUZGU9BfRO42F0Ynv00=</peaks>
    </scan>
    <scan num="1342"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="111"
          polarity="+"
          retentionTime="PT1891.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.769958496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1354"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1908.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.016845703125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1360"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="178"
          polarity="+"
          retentionTime="PT1917.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">621.656616210938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kaCUVdxoRDTTsURlcQzkNQMABEgYQRQ1JEq0Y1zBpDUvxQRTQAckNUSeZGBJGTQ1VAAEQgksxDVih4RFD+XUNbD0xHAahaQ1zkJkYP05BDXhtRRYtve0NfFHhFv1iLQ2A/bUZc9zZDYzvsRsZko0NkQx9FwttbQ2VGr0blQxdDZjqtRoKddENnFytFU1gyQ2g0yUXzqUtDaTOgRXRDN0NqGL1FnoThQ2r+TUaAqkBDbDKCRfjMnkNtQalHZHD4Q28VkEa9J7JDcCZWRiXRA0NxODpFYOVRQ3LjWUVEjyBDdSxURYDxuUN3M4hFmpteQ3lU5kUVIKRDe1SwReAgZ0N9Gs9GoriuQ34tNUasS0lDf0HxRyVtZ0OApvxG47naQ4El8kZj4EJDgZprR0XqEUOCLpJGc5XOQ4SU5kaXhP1DhL+mRT1wckOFJN5EhPefQ4cYAEQoO9ZDh6SoRb9d80OIE4JGW7B3Q4mf/EWp9MVDirIsRZJy+0OLnNZGGQWlQ4yX/kYVAh1DjTIeRMGaL0ONl5pGCoywQ44gUkZVU0ZDjphhRffAfkOPyvFGhGxIQ5AnGEaIHedDkJ+TRmLxZEORlhZFPRn2Q5IpeEUpZ8RDk5teRoRadUOUFQ1GUEwVQ5SU+UWZRrZDlQ36RsneVEOVoqhHJ8eJQ5aio0aI5g1Dl6NORnjk+UOYVxJGgkwAQ5ipm0UjHP5DmSTTRX/YrEOZlL1GBlPRQ5ocQkYtf7VDmp9wRuZXMkObQdhE3cADQ5u3H0b93kZDnCE0RPSKJkOcr+5Gmv0EQ50qlEdo3pJDnbLJRem5BUOfziBFvFJLQ6BKUkVDtVtDoYgRR10sqkOikflGOY4kQ6MMq0Sey59Do6ytRzMIcEOlpSpG/ntlQ6XclkVukCJDpkReRXavcEOmlpJGfDp3Q6caLkV7RhhDqCuWRbWqOkOor9pGphqUQ6msGkfuT6xDqioBRywt5kOqjjJHB0dCQ6uT10SPAMxDrA0kRckGWUOtqfZGTc8EQ66t2EaCQQNDsKGwRVcz5UOxKa5HOvalQ7GsxEbjOa5Dsg7ZRm4SUkOytwxHTlQsQ7OIhkYGA/VDs/04RqqTGEO0hctEwRueQ7UIdUWzkNZDtaHzRWy/QUO19axGRxryQ7ZWhkZ78ONDtqGyRi6bFEO3Mi5FV2B6Q7eSV0cLjS5DuCgDRh3JRkO4q95Hn1pfQ7k8AkYJnKJDuZpiRq8bOUO6L5BGaD5IQ7qm6kY77qxDu0yRRpbm+0O8JZ5HVhBcQ7yonkbzQLFDvYV9RWog3UO+KjVGcQ0gQ7+mbEVybhpDv/qyRtwK/0PAoc5FSNJXQ8EyXEY1EyBDwapDReLcREPCErRGDtQjQ8MdsUcKs9tDxDwkRKb2+0PElwhGMBXxQ8SriEUSsVlDxbWvRg88P0PGbwZIDLZdQ8a5vUeV9FhDx6yTRZ9vD0PIHzJGbMhiQ8iw8Ean3dZDyTrORkQ1p0PJqsJF5jm7Q8n0nEYSS5tDylpiRhT5O0PKsABEMZijQ8shPEZyihtDy3QQRpEsH0PLwnpGDVS4Q8ytjkWJw7pDzYQSRT2BT0POCyBGzKmnQ86iqkWnVXFDzw0RRiqXYEPPpDZH6mPzQ9AlKkZzMz9D0K1SRpjcMEPRHCxGjb2DQ9Gba0dBgv9D0i9fRhOHXUPSpKBGqhVyQ9Mss0Wrl/1D07y+RJs4pUPVMw5GAxmsQ9W5S0a292ND1ikYRo7QbEPWdp9GCc37Q9a9iEY5lMJD10MMRsMDc0PXoENHEIo1Q9gNFkcKrS5D2bV1Rm6tMUPaNApGjTstQ9qxjkbaqIxD2zHYRsAHyEPbvkpF1EruQ9wm5ESuvqpD3JwARDBZCkPdj1dGLjcKQ93BYEWx5wND3izmRsyBhEPeo+ZHAUIWQ98UxEbMsoVD36PYRtmfmEPgncNHJ2pAQ+EMckZNRddD4Z0ISAcgNEPiFF5GcDIWQ+KqzEf/T5tD4wPyR3TZkEPjRWtGHVFTQ+U1tkUQdulD5bauRn6ZdEPmKDxG7ls9Q+axmkVFx4JD57BsRtVTSkPosMxHseU+Q+lGvUbhLtVD6pU0RhgajUPrc5BGIic0Q+u2cEYFcCxD7CY2RkQT2UPs53pGpb0SQ+20j0YoV5BD7h6QRjl6VUPuunNGA2U0Q++rcUVm5c5D8B/VRsY5EkPwq5BGinVXQ/EsUkcZuKVD8aANRagl80PyJDZG2lciQ/KhzkcHHDRD8yz8Rzit0EPzm5dGnDIkQ/Qm4kZZDQhD9cnzRgR6yUP2PrVGl+XTQ/apXEaRHLRD91GGRhWtYUP32XJF9F41Q/hYokbUZH5D+KbXRxd08UP5LSVHFfMxQ/nEzkVs2JRD+itOReeg10P68RdGo7lyQ/tjtUVqWWxD+7zpRyQ0VkP8JedHkWEiQ/yj6kXfLPND/St4RZf0fUP9rPRGB9siQ/4r20ZJWK1D/rSRSAhtJkP+5DNGNP60Q/80tUZIVltD/8qwRv/TCUQAGrpGMR0jRACK2EXO3uhEANcPRt77dUQBPpdGsW2BRAGnaUaApwdEAcj4RwzRuEQCCr5G0N1pRAJdfUa96VNEAtO9RvSqukQDCpxHELtWRANQrEa7pCxEA6KsR9hmS0QD6ktFTKbORAQKgkWcOvFEBNMmR5AVjUQFH2JG+XqlRAVYN0Znz4JEBZvQRu37QkQF06dFjkXURAYaQEWcwXpEBmAiRs1U9kQGkm5Gw8CQRAbU1kaMB1REB4/uRoZtPkQH2ZpEmMq3RAgSjkWQvUZECGZYRkWcLUQIpMdFTF9rRAjinkfURK1ECRL7RpzGAUQJaKNHSNUlRAnB4UaucUNECe5VRsSa70QKWRhHv+7QRAqZrEbCx0tECsPHRjg+vEQK5dpGExv3RAsRikWc0VtEC16wRyatmkQLoTZGpHxSRAvSwEbQU8FEDCbjRmsxI0QMWGBGInJyRAzizEYmYQ5EDRRMRY8pgEQNZkpHoAA0RA2dZ0YOBRBEDduKRglRuEQOIQhFsW6qRA6XtEdSuv1EDtdYRgdvt0QPHKpFBYBRRA/lrEekTQVEECBlRyf+E0QQYsZIETOjRBCiUUfDazZEENzyR1xQRkQRJqRGMe1QRBFlBkcgwjVEEeHuRwSGaEQR7sNFrGtNRBIWvEWxCWZEEuGxRkN1XEQTHtRGNngARBOaVEVziGVEE9lCRxQ2DkQUJjdHVL3+RBRdaEeCWpxEFOPjR4VGb0QVLHhGafm4RBVhikaPJ4tEFZsQRlEUB0QV5hpHAVyGRBYggkYP4UxEFlylRoebMkQWnnJGcdwsRBbagkewBDJEFxxiRvG+6EQXY/VGGKN0RBeeBEbd1EdEF9nBRpkt2UQYFv5GtIkgRBhScEcOLTpEGKbaRnBxg0QY6b5FAC2TRBkiPkYbDPFEGUxQRxYn0EQZoJVHtKV9RBngMkdM+CNEGip4RqE/PUQaZQxG6kmwRBqhwEWTbrlEGtsIRzaNekQbIKVH/nGfRBtkukfOzQNEG8RARx8CQEQb5+JGVv3CRBwpP0bJAtREHFmsRxsQjkQcoP5F0kJ9RBzv3EebVL9EHSGARypeUEQdT7RG72VzRB2P0kdHtn9EHeGMRpDWfUQeJO1GFIL2RB5XGEalPrVEHpaqRfADJkQe51NGbU0zRB8BkkVIRN9EH4MqRyvOc0Qfv4xGS8zaRB/cJ0ZXnrREIF46R9e0oUQgoKpGuWUVRCDrxkcolaVEIRWZRvSwIEQhYrxGHCg4RCGi1kZWhnREIdx0Rz19x0QiGGJGnZEHRCJUkkcQ1aBEIq32RvtVwUQi25xGnqaXRCMqqkckMZtEI1eiRoOlT0Qj6lhE7MnCRCRKfkXgNE9EJJ6uR5/6nkQk5CxGhUZ7RCVgjkYiMoJEJcDURxZBIkQl34xG6VAWRCYl4kcshI1EJm3wRyhRYUQmlnRGtMyNRCa7EEa7wflEJvnpRTULdUQniABEh36DRCetPkaEC19EKBccRrlom0Qoow9GHMfxRCjqmkW1YmlEKWasR1IUjEQpuGFHbvj5RCnlIkfLoSZEKimGR0ATZEQqZBRGkkzsRCqrxEU1/gREKtzFRnhEV0QrH2lHHiVGRCtjsEdnP25EK6E9RzCBS0Qr7dZG3+neRCyf30c/boZELN7eR0ZDpEQtHlVHGJZnRC1owUdI5BpELZhmRWEPpUQt3VxHCToJRC4kvkdYCdZELmKQR2KGTUQu3bhGyyNpRC9aMkf0ZdtEL6U+RxSBdEQv4BJHIh1JRDBh0EaGd19EMKDIRZcHU0Qw29JHQILPRDEsckeczLBEMV4iRof4HEQxrBdGJft6RDHhO0XihoxEMhlLRn4IFUQyWrhGuVLkRDKPPUaxIidEMr0wRdBlokQy0whGFUkPRDLwSkVf+nFEMybRRsHXMkQzo/dGGAdvRDPg7EUT1bRENCUIRqzgeEQ0UP9GjL63RDRwoUXVfoxENOnaRUtP2kQ1Gy9G0oU6RDVdKEcbv7VENdXFRjA5bkQ2JQpFnfExRDZk3UdqKVZENqF3RbcD6EQ3jodF0ahLRDeuLEVs46NEN+GMR5zi+0Q4MClHPzLrRDhi7UbKPPZEONNURr6Q+kQ5HEBGgx+xRDlwIEb8ZnNEObCiRqEUqUQ568JGpzgPRDoWbUamn2xEOjVpRs9z8EQ6aABETam9RDqoukdBDkVEOuJgRxfyX0Q7CAVGlSbtRDs7okXsRf5EO2nJRk00ykQ7mttHonB2RDvlNUYCyGREPDEqRrjmQ0Q8aLtGv1fARDyDj0VT9+FEPKsGRsk/1UQ8ydpFfpCmRD0qL0YC9SpEPWKCRWOPpUQ9nINHBSZrRD3MxEVTkwFEPf8YRoJLjEQ+HvxGX28YRD5xtkXHMzBEPpmERSvq+EQ+1ABEdS3MRD8ExUWLFGxEPymeRgvaikQ/VLpF6kOoRD+k4ETQX+ZEP+IRRqEunERAMI5GQDAzRECYB0cNQAhEQOo1RLJx3URBH75G+gqJREFh4EchNTFEQaQNR0KfyURB6tFGtFgtREI6CEYxQ51EQoJmRwQuPURC9hBEyrm3REMegEXtovlEQ2ZrRcgjNERDpkFGv6Z+REPYs0bZJ0tERFztRaV8IkREilpFd2TVRETmxUW7mYpERRwpRnfTfERFPK5FusX1REVzMUWOLmNERa4sRoLXDERF8mVHMnwpREYs80eFpP1ERm2QRrUmkURGrMJG5wp8REcYy0b2thpER2rYRrppWERHpyBE0cWYREffcEalti1ER/QARMpaF0RIWIpHcaYMREhkqUXuLP9ESKEdRmS8a0RI5gRHFhPSREkUAEUhewVESVrQRqWJY0RJr8ZGgsglREnpTEXWFQFESkDTRV1FZURKcf1F9XS4RErS8UbUDmhESu18RZLhcURLbpdFliNYREuw5Ue/PAhES+OIRzf4XERMIBtHiOoTRExd/0Yo7ghETLAARMLWaURNGlhHa35xRE0zRkYUUMNETV9HRi+hqkROWZNE2IR3RE7UEEaMCGZETy4FRmJ+t0RPaeVGPlFbRE+hB0RASoVET9E3RuXmAURQHeJHAzfkRFC4H0bmGZxEUOyCRnqZeERRMFdGn6cYRFFeKkXriEZEUdnvRtsY8kRSBUxGtUsBRFIya0Zl2ytEUmQlRXv+DURSnMxGwg1/RFNOaEdLey9EU4jrRwZ8yURTugZHVivhRFPh+0bk3DpEVC0rRYgn10RUVtZGkg9uRFR6P0YhM/REVKgARKjMuERU6nhG5wsARFVeWUaivItEVarDRTihrURV8ZBGGiN/RFYdA0TAfmhEVmvBRTIKaURWytNG1HxGRFcMAkatgcBEVys2RmW+xURXbEZGzgnDRFexlkZVbRNEV97bRheV7kRX/LFGAWIdRFgpYUYDnG5EWHZARihAoURYn11GYYnORFjtekbtkZxEWSI1Rhyq40RZcLRHXZw9RFmuHUdTqUhEWjlGRps67ERaczVGGoPdRFrPpUaE8NdEWurdRhpKCERbfsZGhBZkRFuzPUdQD2NEW/pPRkY6/ERcKthHQLHTRFxJkUYxHW5EXHj9RgzsUkRcrX5F79DnRFzWjUZc/lBEXPPxRjqVYERdM7dG3vvqRF2jg0acs/pEXgQWRa9EVEReKX5GQ8i0RF5s7kcc4hxEXraRR0g21ERfAhBGjASBRF8ukEYgOJdEXz5jRXmyzURfcm5F4vu/RF+4YkeKq+9EX+/rRabAakRgG4xGCgQnRGAuIUV0VxdEYHAARCE+IkRgu9pG7NWtRGDvxUWvJaxEYSffRYtA20RhtpBG06XRRGH2bkaKfs9EYgPJRWt1oURiL19HQHjLRGJmlEY3HttEYq8KRtyurkRjD25FyDsCRGM0JkYsWttEY4DpRa6AzkRjtmFGNDtdRGP9eEXesIlEZDzPRaktbERkZPpGUtl5RGUAekdJqmJEZTtrRqhFhERlellFpt/DRGWgz0bXEjdEZdqiRg0bCERl/6RFz3tPRGY6ZEXECWZEZmqoRyqZYkRmqIBGNqm4RGb02Ea1F3xEZ0QjRyMCFkRnfuVF826yRGe2ukXfSIJEZ/MaRsdu90RoM2FHYSxDRGh4LkW3RzhEaLqURsoU7kRo+FlFPXiIRGksZUdrgM5EaW7nRv2UA0RprOJHE83ZRGnYMUafUyNEagFGRLGQKkRqQo1GgjW/RGpuC0b9KQJEaqaZRmDHLURq+slGmbOXRGs2HUbB4+xEa3UpRmBZ90Rr0D5GjtAFRGv04kYWW8REbE0RRhqMGURsdVRFhI2MRGyoEUaIsAZEbPAnRwYSK0RtJsBGdxYVRG1f8EaSFqhEbaVBRreEO0Rt6o9GtLAYRG4QJUWbUPxEbmI/Rh7zJkRuldZGR25BRG7MQ0cR/SlEbwDFRlEZRkRvOuFFw7+ORG90jEb4ATtEb7rGR4br70Rv+iJGnJ7gRHBhHEaiUm1EcKdPRlXSO0Rw8eNGhyjuRHErREb4afNEcXLdRo+HyERxqMNGvQ76RHH1hUZOyuFEcnhKRsJiIURzIy9GLAVBRHN54kYByi9Ec63MRjtnO0Rz7ERHP+ZNRHQu9kVGcAZEdFnVRHoFkUR06NBHI6TtRHURIUXwV7JEdWErRugDY0R1khxGRAK5RHY9NEanWo5EdrpbRsYJD0R24VlG2N63RHcAAEWe5i9Ed0pSRjIDiUR3cIRFn9tbRHfCgUZiizdEeB7mRw06bkR4a4pGvnU8RHjPREaYY7pEeTY4Rt6Aj0R5fdVGjEAtRHnmZ0YAfElEeiiaRxZLW0R6dFFGSQF/RHrOYkb3CjdEevWhRk8to0R7M1JGF5EHRHt5eEUgj0FEe76sRsAwPkR74glFwT8NRHw+O0aAJvNEfGLERlDEFER8ia9Ghz6cRHy3akSSC2BEfPEARgb+1kR9KsFFvm8QRH1WMkZnuLdEfaG3Rgl8TUR977pGkxdQRH4vIkbP0kdEfnqARa6ZJER+sh9HBXNFRH7wcUTPagBEfzA9RlnqGkR/bN9HJG35RH+gvkUmDHxEf+9mRpBA8kSANmpGrRNFRIBZzkaMCVNEgHWgRiXWXkSAmNlGDHj9RIC7iEXCAuxEgPI6RqsjjESBJWpFcdjJRIE9ekXTPrNEgVzCRsfURUSBdtpF7u/MRIGYWUanXmFEgbIARI3v7ESB08FGWHK5RIH5uEcOKx1EghZ2Rgl5g0SCX6lGtKrjRIKMi0WWGupEgr1uRuAdt0SC1XZGrm93RIL3jUbxQdxEgxBuRpnpWkSDM1RGpPbiRINftUZnKRJEg3yzRhOq60SDjt1FlaDvRIOhCEVMm5BEg7vERkm090SD1iRHQuOaRIPvREWbrVxEhA7ARkq+a0SEHP5F6fPQRIQ7y0ciPbFEhF6gRiFAi0SEddtFq0wwRISZXka+fIREhLsIRiBBIESFBHhGQq0zRIUeQkSVM7xEhVXtRspDIUSFeLxGKL6mRIXKAESNqCBEhfkIRbZgIESGHUJGAHkgRIY07UWp43hEhmKMRSZxSESGtmhGz9ITRIb8qkYdB19EhzAdRvGvqUSHWXRHRgD8RId6m0YvK9hEh5EaRpRcFUSHpFpFF7xBRIgCxkW5OxBEiBotRgAZ80SIUGdHBdesRIhkPkWjfBxEiIEARsdRhESIlCRGghCkRIiiAEWWhyhEiTrSRJBxYkSJVZRFtZrmRImro0XE7wBEicbXRoMO30SJ39ZGGQ6HRIoK1EUyKZhEijKmRhn+10SKefhF1cK+RIq9K0Z40GtEivqqRkk/IESLLTBF/fxjRItRFUYHCPNEi3xjRljVa0SLlH5GLqeURIvTT0YTrSNEi/N0RoMEhESME7BGDghxRIw8Z0a3TeREjIGCRpvJB0SMqNBFYtNWRIz8OkaA6YZEjUj+RYAi2ESNpCBGDMU5RI3NX0XuIC9EjeEgRYYzwUSOUoRGEdyZRI5zCEZEmEpEjopoRMDyr0SPBN5GRRFTRI8e+0YK1mREjze5RcK8dESPWoZFAk++RI96nkZlwfpEj57mRj8K3ESPxPJGZnh4RI/eAEQ3z/1EkBV9RUOwhESQY3NGLpnNRJCCpEahcjlEkJU/RYkwuESQ24JGi7YyRJDrGEYkGgtEkQD2RSCbCUSRIJpGTCLvRJFjhkZwq/9EkXcIRvhNr0SR4kJGV9+aRJH1DkaUH3BEkkUPRRIvgESSnRJGh01lRJK5tkWUBbtEkuiIReiDeESS+nFFFgzcRJNHPEX0SXxEk15ARuI5K0STy8VFnkVtRJQzzEaHOohElHs2RuVUl0SUo55GetBhRJTWfEaeKVlElQiwRptTFkSVIahGhjM/RJVIxEXNahhElV1LRrCZNkSVvm1HBpWARJXfx0Up1M1Elh4URqX9m0SWTnxFthmARJa8pEbgsUBElveCRnd/q0SXKmxGAwZNRJdj6kX2enxEl668RgSqWUSYBJ9GnQp5RJgedkW9jWhEmH5ARjLHzESYnxJGltxbRJjHVEYQPoREmNpmRRBM3kSZFx5FFT3nRJkrEUbkAwFEmT2bRs4TPkSZXVxGhXyqRJl1P0W3M5dEmZBwRwiJJkSZwp9G2wo+RJolFEY+nhREml7gRjf85ESaeIZF38bIRJqhUEYakW1EmtCBRcp3qUSa5ndGV16fRJseYkVcUD9Em4NfRTL5e0SblLpGpbXXRJvKgEXzcOlEnAAQRk9Jz0ScOaZGRsD/RJxsf0XAVN5EnIQ4RpvwhkScn8ZGRNzWRJzChkUI/wxEnPZDRckYdESdGeBGWFFxRJ039UV/iDtEnXLARoMyIUSdhtNFbTB5RJ2hSUYJMlpEndcsRpIwBESd5gBFYq+bRJ44K0XoO3REnm6oRfeXzkSepFpFgMAaRJ8XjUaB72JEnzi6Rs8dI0SfTuVFmQ6oRJ/mx0YYo9ZEoB25RgFU1ESgnmJFjPh6RKC+AES2ROdEoN/ZRowje0Sg+SZF7c86RKI1V0ZYDfREokQuRcwLx0Sim55GOaRTRKK7w0ap8dJEotqPRjJtUESjHIZFC7nzRKNflka4L5tEo8WGRpVeQ0Sj7HxE0YrzRKQk10aP6LxEpF8PRjbMckSkkQ5GKgwsRKV6lkU4YmlEpflARgHZbkSmMKdHFdKnRKZ8lkWiMDtEpwaURe1i40SnJWpFf6DJRKdTrkY5KIREqBegRhEiKkSovqZFsvCuRKkMqkZ1DhhEqSp4RhhPckSqZPZFxg9PRKqKt0YEYkpEq1sIRY67fESreWFF+qfWRKvp7kXD8WBErBHARg/2/0SsQHZFxJ9BRKx6XUWi8h9ErMVrRohaZEStaIBGi2j5RK1/yEVF98pErrtmRjRqmESu6TRFejzaRK79U0WtjgZEr32GRgaS6ESvpTFGW5X9RLBWnkX9B/lEsIYJRTRQ10SwvGJF8udGRLDhB0Tm3cVEsV6hRiQoZ0SxdbZGCM2mRLMqpEVkZXdEtAl0RdePfUS0+vFEWg60RLW3h0ZAzAZEtet3RrGWY0S2ObRGihCPRLduAEQ8VZVEt7MmRqt47US5PQBELw4sRLmqjUVEisREugZRRSDDlES6SuFFu1zrRLrNe0VWguFEvUCjRbvVa0S/PBhFoASDRL9pq0X5RNZEwiCPRQxc60TDanpFmv44RMVM7ESVVOtExnsiRYiIPUTGmNFFlLL5RMgAlUY6qBxEyd6JROmAyUTKQadGmiPkRMzBrkYiQs9EzZDKRnUiYETTzAFGeKFLRNcslkVuo1VE2daIRcTtPkTaXWdFhdKWRNp3qkZAncRE21slRgLMs0TdyIhGUow+ROrQnkYMmt9E+GgAREdotkT8naVGoPmNRP8ZJEXZx84=</peaks>
    </scan>
    <scan num="1366"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="97"
          polarity="+"
          retentionTime="PT1925.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">525.947509765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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FF2A52RKpZpkYcjRREqsNARhusY0Sr4l1FxNRvRKwIAERJHZNErGB4RZyboESspttGU+B3RKzDHUU2wztErSYARBoH1USta9lGcNVZRK29H0YptdVErgIARFnf7kSvGqNFBRxbRK9EUUY6cONEsAJmReDobkSw/qtGJbLfRLH7Y0YLczNEtrWTRsqTs0S6ABFGlA69RLqFIkWzoWVEu4+LRbngxUS8FJdE085JRL5AZEXK0j1Evp0kRlQMAUS+6mJFD5frRMIwokYizxtExY1nRcf8fETF3GpGj8auRMZnmEVbIOpEznKrRG4M6kTRS9ZFRZJnRNND5EXXMc5E1IJzROGnbUTUuXRF+dUURNTNAUZMNqFE3qGwRrPmv0TgKYFF1bytROszp0U2BYhE7ReVRsfWMkTy0Z1GNDKGRPk3bEb31txFBh1DRaeHr0UKoX5FrGb4</peaks>
    </scan>
    <scan num="1372"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="107"
          polarity="+"
          retentionTime="PT1934.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">559.787841796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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             byteOrder="network"
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