Em seu artigo, Cherubini observa que a análise dos ananãis das a¡rvores de alguns instrumentos pode ser usada para determinar o terminus post quem - o ano em que o último anel foi formado.
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8/THTvedmtZsS65dNc96lTpvjtdenyehPk9/P6dPb6/N65PJx68Jft/R+d9FNfnf0XzdT8j5vq/MrNizbNKQ0lFzSgoEsLKIsBCkAKBUFgsoQFgSoiwCrLDv6vn+zN36OHpzrv6eHoTedyzXbej5v5j73ws9ezJdMtSpLNJJfb8/wB/h1yZ3kxz3it2JrW8XO+lxc62yNduO7jpcaZ1rnDXbhk4ezw+2vf6vL6pPFy6eZfv+/5P1k6Y01Px/l+z8+X5Dpy3LYTQKlAKDSCoAABCkFICrKIUTUIAsAIshZaAmpD6nf5v1ca9Ps83rjO9a1NWaPzfyPr/AB8desrRc61iS5Kll9vg93huLneDnz6c63ZZrVzZrbFmt3NS757k3rltlbSduPQ8Pu8HfU+h346jnnSX6/0fF647WXpn5/539f8AkcuXzPs/MrhU1LrI0lKlKgtgoAJQiwsBVJVIUs9nzZerGrFgs1CKEsJUiirAn1vlWP1Xr8P0c6t3jUx5u/CPlfG+/wDn5vrZbpLE1iy5mpZfZ4fd4ri43hOXPrzt1ZZrSJdIXeuepdWbZ1ZZLrNJvnTyd/P6NT39uW8XMyPs+7xew9Fl3l+b/SfJPieffkl88NwlLck3c0qDSCgqBZRACKKoED6XySVssoALAsBAURRWQ+x+kM3twDn6CX5H5ga600QlgRQ9vgLjeROGS1omqFUlaJddhlokUOOivL6Sz30xrl0D7PsE9FN5fPD8f5CrCwF0EaBA1QgKICgJQ//EAC4QAAEDAgQFBAEFAQEAAAAAAAEAAgMREgQQITETIDIzQCIwQVAFIzRCQ0QUJP/aAAgBAQABBQLwqKip7tFRUVMqJ6+KK1QAiWh/5i1BpVpVhVisVqtVqtVoVAqBaLRVVyuVSqqpRrnRH2aKiogOWipk/R3lNbXMq0qwrhlcNWKwKwK1qo1UavSvStFotFotFoqDIXFGqhP6tTwTv7Q56ZjwK52HIKqKl38rZgYA1xQKqfDGpe4DLDn9b+g83xnRU5ShkZEDXmoqZHmpyMo0ONSSjog6uUnmOcim9Xv15BvVHRYbv/50PbryhUqOGS4tDR7FeQpoRRyG5Obk3qUqHlA1BVCmiivCvCuCuCq1VC0WnJpyacpCtKw4pL/QUPZGZ9g8tVVVR5ieR2RRQ3UqHliRcQIuqqezqtcqqpVxV5XEK4hXEK4hXEK4hUD6y3f+W9Xq9XhXhXBXBVCq1VCuCuCuCuCry7Dkr4FUTk0ZSIfXUVE5UVFRYYfrU/8AJRUVFRUVOXVarVarXLVVKqVcVeVeVeVe5cUrilcUririririLiK9Xq8K9Ao5UVArArc5EPM+fDfu7PC9/wDzeHRU5qKioqKioqKiplGD7MqHsDxD4j937orD90a4aVgY76OPflOcqHmHxD1v3yw/dhA4EoAdz+kMr5ce/IEc5UPMPI11rian3QndUnUvjDd4ftPZp5ce+VM65yofQnf3QndT918Ybu/5fpI+pDII8kqH0JCp7zup++WH7v8Aj+kj6vYlQ+w/lJ1ZQdz/AC/SR9Xzy/Cm3Hj/AB7J9/8AnL1ZQdz/AC/SR9R3zOYUu48f49k++euTryw/d/y+PBE2Rrt/bZud+eXdvsU9+lykaGN8YJ3VJ15RGx1f0z49aCtfcZ1H2HNLk2NcNWKxWKxWKwKwe+E/q8YJ28nVmeuTr8enuR9RyC3Lo3N56/WhO3k3jbe9oAT+7JpNP11+jj6juhqqtha41P2YTk9QvskGkb3VnmP6spqxjC5WIj6GPqO6buTkUUw65j60J252TaudXWQ1d/GIeg5OH0DOo5DMlFN6vsAnbnIVENpyFatFGIjI6Hzm7/ORVUUSmD7EJyoScPhKKbSKQ6hANBUjyFUpjk8eezc8lqsQb7h0+nZE+V0EDYw/ofLcx6budi51la5N3KePObu7q5Dy0VFT6yCEOLQgWhaLEQRtY/cL+PDaFLHTKJupRR0PmkgrTKoVVUKoVQqhVCuCuCuCvCuCuCuCv8Joq54A8JrS4xQhpuLJOJIEXucmTSNQmc9P3CHRH6oyFaMynD3MNhHTsnwvBHha5UJR88nwWQkpjKABMiZXhspJhIXoYOJqlhjaJNwh29mGpzORCcPb/F9j8j0+GVD1S6S/WgFxZhuHGEEwJoznk4YdLeJNwFSkX/UU7ESEmZ5TJDdkUQiKe1gsSIWYrFCXxHKDuYgUn+sihfKYo2xoMDoXgxPa5RkIFXZYmLis/wCd0Yk3ahrh/wDkda9hY4xyBBjy4qmbh7TUfEcoO5iv3H1ceHTdv5VsjmfxH7KN6mxj6txEwWExPGaSp3VjembighhaOC7ROpzEJ7eeqqgUfEKg7mK/cfUtaXFjWxoIILEvc8cNy4RTmWsrqmyOiTMTImzF7H7BtHs7OCluYXAm30CjkRy0UjLTyHMI+IdmdT3XO+oYwvOjQ1BBDIBWosBa9hjeFhsL/wBCH40UkwwgZJtU8WLt4OMcKQ2C18qstRThykXNIoczlaaBHxRv9QxlyJ0TUEEEM6p8LZk3AwNIAaHbYk+lx0r+sHHh/j/Vh7UQiiqc07OQ5GZ7o0fvYmAonNqCCCGYHIVjdnDT/R/X+NP6IRRUjgwXPqdcxloRKzhvyPIfvImXI7nIJuQQy3Q5KgAPDm4nd6PfHR+L6U5ONE/QO/UYOUKWMSs+UVHQuktyPvk1P1cbL3ONeVqCGQyrnJJY3hulIthOLFE9H9wOn8T0k0Re5OCtTm1RaiOUGixLcqaDKlE7mH2lKrpGRzCCGQKBzuN91wifegGudjuqRf6AvxpIWoJbU00cnI5HlIuD22Ob2jk3Y78o+0h0PME1Dkuqr7R6noNQYE3bG9cm5/ctX4/VOk4bInVYnIpyNbW8gynj4kbDpkzpO/3NKM5ggUEMt059rWNDXNLWurkFjeuTc/uG9f42nFs4jmttyKKlqAUw1R25AaKeMB+TOk7/AHELL5JO5zhA5VyYKB0yhiL8tAq0WKNz39R/cN6/xoBxGbzTN7S80DQiKcrhVr2lj03oO/KPF+PN/HMrJOKS84QVU2tye25kcNSMq2ofqrE9x/We+3u/jv3Wypq9/r1L6ZUoijzO2lh4saHQd/K+PNwDaQYxtH+wN27BBBVQci9NuLnyBqnDgX9bu/8A3YDTF/NP13Cqa2jTkUUUal+4Vcj0seGrFNue3tnfyvjzAmNsZi21Zz/N2ouqCrqIIppRAJfIXOhhbEMX3H9x/f8A7cF+7jupCyxbAnIolSPtXq4kjrcjmemiIuDm2D55R9lh23TpwuZI213ITpkAAggVSquoDsxVAUYAyxXcf3H993dw5pjWeoJxyonaIXmWTRrpKlseuW2T9k1Yjf55R9l+PbWdBYxmnsgqqHrTdhRNCB1WJ7kndf3pO7BpjdkTkE86EBzY6WESSkNawJ2W+TunLEb/ADyj7EL8c2kZqm0UorEUStlSvONy+1Rh1wyBqrtJeqTuv70vdZ+6c5VqgqlyFXQukbE2KNzSiqirk6tAcj05YjqworNKyx32oWFbbhssTOI2LQHm/kEExoaggt0HFM9Qk6n9x/el7n95VaKoq0Mjb+pLJHE2NFVRWiIrlTVHQDKfqwnelbeNj9o1AUCxOKsTnEnmryjKtE8m0aq2pl63dx/el7h7peLoWOcDbHI+NjmbZSaAkp11gaA6315u6G5T9WE7qnhqPp9Pdw7bpli8RYnHXmKKGo5CbQmVTdE1TdZ65O9N3HdyoCp6eFJMdkUFI4NQuysoTmEegGq+J98J3UxYmLhS/Z/jxWfES8Jh9SI5a6ZUqcqZGoCGQTVJ3D1y92buP6wXTpjQxqc7Uiqc4sZ1AerkObulvpdsZ98H1qPfFgOB08j48r8cp5DJJy78tFRAJlaAJrSqIBUQT+4eqXuzdblhgBDVEpw1LwA2oc1pBRzJTjQfHw3Yiqn3wfUot51M37IKN1mE5aIuQbmEAqKmoagEAqIDIu1d1neXuy9Tlhz/AOdGrVfc626No0yORKfXJrqr+LNlPvg91HvOiNHttPgWkDzwq/pcnyqCqogFRaVtFbQqZ0WyJqQ0gnrPVL3Zd3dOHdXDVNNbnAlUGZKrXKionMLiGgI7Nyn3weyjU+6fBxYvALtPoB2snbclEAgFpU0CAMyApkAnTNaWzFp/6G1dNIVWRfPzL3ZEegUoHuCZiJGpmLaUHAqqJ5AbkBQAiuTdgp98H0qNT7hYZfkIeHNz/H1EWsfsDKiYwykBUVqe9kYdM5xtV7VxSrnnOXuydJ7fIC5hZiVeFU0qa0uRcFQu5GHSvqmWE6FGptwsOFjIeNh/sID6zzBAJgNKKiAzmxFqtJTpQEauQbkAvn5m7r+3/WM25Fqa8sTZLhcAtShpm54C9blG0BN9QmWE7aZopdwoMsfDw5vr2midzsQGTDV2WImRthDnOlNtOUdSm7r+1/WM2r4RVSwtLaF2iJAF2VfVGExoaJlhO0m7Spqw+WPjvhcKH6f454zWPk+WtQVEAg1EgKV5Cc7gDVxHN/NS913bHbGYXxlRVtyc+iA1rrSuTNgplhOyoa2vTd4EERUTx6/T/wAOeJ1r3CjswEEEBk+RrW3ESaMVS9w5/lS9x3bHSMwgVXOlU3YAAVqBmzYKVYfWFqjCl0Q3gQyxraTTN+n/AI+w31xoIJuiogj0tfcTqpOKZMS+54zqq8g6lL3HdA25BlVVzG/IzYFSrC9ATFKgsPsMsaysNKhwtd9L8exG+1zhQhNQTNRWibqrdaLEOtQ1OVeZu6l7ju2zlHtVV1G6h0qwfQExSpu8OwycLmkWvmbUfS/HsxuuATUEApBWNgTRljzRjfZG6m7ru0zceyNxtyDpuL09YPpTNpVuMM6rRnjmWyp7bXfXg3hqaEAukhuqK/IJvs/Kn7p7Ldx7PzyBUBCf1YLZ8msdzQ9MUTQGNzxrboApG1b9fC+x4FCxBUTc/wAih7c3dPZZ1e2a0zGyfvh6lBoaupr03ePpj2ycLmkWuUjaO8yip4WGkuDchkdgS4Y/ZvtBTd49lvV7I35Rk7eAmz5bQKTdu7TozkxrbZ1N0+Y9tkNfCBIMDxKwZOQ3stf+Qb6R7AXwFP3j2Wdz59gbjbkCqnb4bIJybvHsOTHt/TJUkl3m4vtnw/x3dC+HZUC/IdA9gIbBT97+hvUd/ZG3J/IIrD5BFN3i6fjPG/tn7eP/AP/EACERAAIBBAIDAQEAAAAAAAAAAAABERASIEACMDFBUCFg/9oACAEDAQE/Aem0ggggggggtLS0tILS1EIgjGCaSXEk0kTJpxH28CSR9CJxeSFI81TxV9qcH4TBcSSSSXEkkolH4SSSSSPJ4xg6v404SSXEio6PfS7lRD8iOXnRfS9NCQ68vPzVgjl50XuIdUcvO1xUnJRpIdUyC1EIhELWQ/GkqPCSdiSdR5ztPSgikEEdbUdno46dxcXFxcXl5cXaUYejjSdP1sLD0LV9aqWfoXyUvopaLpP8gvpL+lWo/krB/BX0l9JdUVRHW9ldEYqkDXS9lZpEYqio10PfRFXVU40Y83tLFEkkjxVXm9tYuiyVGP48jF0vZfb6EMXke9//xAAhEQABBAICAwEBAAAAAAAAAAABABARQCAwMUECElAhQv/aAAgBAgEBPwHTOEqcJUqVLSpK/c5UNC9coQRQ2+ShhrDjIooZluaBX60PDRh+4woQwIYaR8+GLD55ccIoWxSKlBxZDCsULIYUw5QtFA0xd6YfUFIZxWCKhhSlS0qa8LtFp0TphQvVQvVeq9VCilLlDlFQoYUe7BwHKLS4of1VnMco5D4ZOgfJJog/IjA/G8thzm/5VB9MfJOkXDtOAyFs7TrFry2nM3jqlzp6cWTolvzGc+n8bJ0S0Ylucen8b5RcYnUEULBxChQoQxOfTi2cBwhv6cMULgodYlAWwhzQPFL/xAA1EAABAgQDBgQGAgIDAQAAAAABABECECExEiBxMEBBUFGBAyIyYRNSYHKCkUKxYqEjM9HB/9oACAEBAAY/AuViiZv5StPhK6vltKysuHOaLgrZeCurq+Sy9K9KsvSrSsrKiugvy3S06cybqnivO+6MJBfluNN3xHnYX5boyAhLtzy6urq+3Cf/AC+jKbuET/llvK6urq6uryv9Kwo/ftL/AEvCj9/1GF+ab6jBpd6q7/Rz7oNCj93LhzXsV+XJ3zjmvYr8vp8ZOxX5clHOgjPsV+XJRyEa7yEcn5bxFFHEwh5cwUA48d5M8S+H7vyUbLgrhcFwlcK6ur7gd8hHtI8kGRgvNTm4hRKA9gigeo5IJsmh9XXnGJNxiRXYKE8kE351jPCZHJBz00OQDkYz02rcnACxeJ+kaTFzJgqlMeQDnTQ/tdYuqLJnyf2qyHIBzn/kPZMAwVTImGFjMKyeG0n5VeV1fd2VNyYJ7lRaqkUX7XmJKpHEmMRMwoSZWG4GLEAyrH9DPFT2m+EPoqww/pegL0vqnhhAmENFbcYvu3eLlzBfEirF/Wd0dJhDyiipQdFdVL7cwl79EzbqFFry2luqICwnisJzMCyiiMQNJv8A5KGLEKr4Z8Py9V6D+lY8lCj5Y/ifpNwC1TngnM8MFPdPjKr6hKNuiMmuxUEXtJ2Za2zPv4UfKmCp5ouuTDDaZM3gLFMYiVGH/jOL7kYIrQ2Rw8KJoi6obdM/tvwTnlNP2sMH767AhGGLhIu4hHFV8SqiIiJpOLVYut1iAJHsvPQfKFTOxTHM/D6ArQJhQbLzwrj+00NpVshQJmCOq7r32WLN8M+nn+KP0/3uAQXdRdlEPfJVeYN0TjM30G8XpVKbZzQJ4bdVehQXdRqPXI/RdM/uMlbLyjnvQcSmFALDbOxPsED4/aBDwxEXi6of/UJRrxJDy8dniHeT8/wDvtmlSvAr7f8ASh0UOi7qLReJhug3mc1Jl1OzYqPtz7F0ttfKieigIF7vL2VENENF3UWi8QO1EIA5NgOKD345K2RomPHM49QREzzuEd9p5v0nKJF4kISanhkGiGi7o91E/RYm75XAcyPtnMUNiJnnUMPVRbXCiIO8XROXEJ/cUqpzRUQ0XeVemfD/AA69UwzsmMjzoxfKjszJkD4nC0MzFFfp0UHi4zh6I6Idl3l2k/FYA7s6d6Zq5v8AIW3478/zFPsbJjlohW6ixin8V8OEYouEK8583GXdd0NF1Rjfg3sqXQe/HMzU6r3GVyj4kMLA76d+EI4J9g8q/rJWQiaoXw/BrFxPRdYuJRl3XdAaqLGvhh61fK1yg4uon7IWzsiOcwD3kRsaZNOKfgmXVelnkZd0dVTqUIsx+Tgn4poA8X9LFHWKTZjzl+glZYtpFCRRNliRR1R1UP3ZaIh00B9KasEH+ymhGxPOYoupVl/6jJhdVOwfimFYuixRxdsjKJHVHVFD78nlITeJc0KHhjzRfKsUZqeAtNuKdUT5Suy9ubwzMN4jJtlTIyicNVF0dUdUV+UmFSvVUXhWEM11F8KLy/M39Kl+uRoUYSXyGZXbnAHSWGD1Jzxz12HlkCKI6o6o6qKWF6lHFRjRAm8dyywEUTTovKdUT1WLIZlHSWKHhyiu1gHvLBDfbvKoafdd0UZQxmGtrLHCHpbqn8ctD8gTSuqo45HplKxQyKOkz0NuaP0C9zZOc3WdctM3dd1EihoEPCgpD/KJCGGwkyrZEmrIEw+4Wmc6KlimRUWnN/EKJ4cMtVomz1Ejl7yModFDpOqrTgo3L1oi9RmJkZlRZH5nF1jOwc5sWdoarvKJdlDooNJPdR+GKRAXQhi8xCrfMOEmPBGZUXN4c75QOqxbCNy7ziQ0UKgANWXluFDFiIHRPDfLRXkHJ/8AVU+XomGWPKWuOZQ99nh4rEeC+WD+1SeEeaLoER4zBUBjXCF16yhKJQfaoZUjK+bVeYMnBebxTxCyYcFTNFrmxC0XMYvauzxMsUYaHhDk8xRwDA/FP/sq7qgV0JRKDRDXLSiaMd0OLrE1eisgTcJhUrzfrI04tcxHEVHMW6htiDEPNmwwVKxxnuV5A/uU8RyQyKgXfNRe3ROF7qtB0VJtcqpwjon4r2lFrnJFjXmLjjXOaGk2nggXnrF8qeLNDpKJQd0ddjRUk5m3VVsUwtKLWVcr/LzFvlynK8nPYJz/ANsX+k5zjSUShUWx9jJhU9E8VSmVeEhM6y81+KbIyih4jlHfYObcU2xd2CZvKzuj4sVWs/EoxG52A0kVCotlh4ycKuaIZTN+qxcw94c9Low18t0ywlYIfTDTY9jIqFRabIFGuwOuwf5ZNy91S3DIyZVvPF0Gy/GRUKi03Cqd5Ra7Ag8UYTwT8wwfrI6eHbH7ZRKHVHTcaUHWUWUZMXzcyxjvk9tsftlEhqu24VkVEmgqf6VS7zpkfpzKvpN9yP2yiX5bmUQ7BMFSKxrnIPFEcywG4tkeQfq2zi0lFqvyQ2b7CJroFWm2V+u/wn5tzcXCxDvkZGo67OLSUS/JQ67h3kUdkIuhkw33w/t3SL7cttnFpKLVH7kNwGqi1kcwyHef/8QAKhAAAgEEAQMEAwADAQEAAAAAAAERECExQVEgYXEwQIGhkbHwwdHh8VD/2gAIAQEAAT8hH7FUX6KCCGQSJEhsQxUWpS1Ehxy3rsJzSfHsNWmPYHaOwvyfxJDlDXgR/wDBDn6EnJ5DzijyI4kLoJFdJ+D+IJdvweL8Etfo7hyORNvDZflisyWZoqXM1imQ4Eg1WOwuyhwmJhM0jqRPsXeAmlZPlktuLhYx8CTCZPp/inJbIbf5HbnKbo77/B5SOLPIdv2J4vyPt/kni/JL6nakNuVZKShIQJSEWZ/YZcfP6LjP/gk7qQLySSK/RE6EvchNWdGeSbiyJZuN6gWvoe0MlIOZJdURLuNNOkRgyM2TYdxIMSbZYl4IjZhMmZlRWOjRvon0p60oPIzIhtCFiCTyhcglvb/Iu7Fm44eDyxdqYG6MWD8EEEEMwLDIg1oeCwDytfaexkKiTdVCSDOiKXi5kDRAlLI2Gcje2y5ggT0R3opKyJeaINVdjyTamCBiEgEvSJRskGaCA8maFjqXs1kbx8ElpH70JgyOl+ibkDIrJJ7JY3NJoOTuRRp40XdvsRe/5YZhRONmaJjJubPLJk+QxmzRYXCNI+S3prtcjVh0QkLBkfYeg79CR3MBhSxNi3ZWQ+7OBrZGiwmTJGHR+CPBBBHsUWQV5RLqCPLp+c77O4xFfDJ4SeEztELmnlAxSieUTwJLrkd6NeHBzMVF7/oiXRf1DDGSFtkLkxRWLaEQV2qeRT4qoE/slk2ijQi3BGyzZ5juLiY2IbnFqTBIZU0TuhrtSW2Q+B80dGhh6LV/Qn0ZjAhZQ2j7LKIIILl+WX5L8lzyJEsTHfIiHpCP4g8BA93x4FeFlf0QYkIfzFyOgXP9GsTvA7E7YQOxO+iTQ+J8o+TZ5E5E5mqZJZtEzSOCC9PirxRZGXjIxpplmBuaTNfSN9c0mOvwMiRqGyOmxHTBBBBHcihBYdhvujwPsv0Sh/luuSO7EnyyHyyHyeUUO1uhvAuT0iHvs7rFzCFF4j4nw6BEjQgJbqbK/I3ZoJUiIxTWh+6Q16KPSWTvEU1R4Pt/4Il38sM3dmuub9LzSxCkhckDIgiCCCPQAeFEDDa4pkaaFcavYY6aUPry9mhPXR46iVFrpaif0LLH8giFy1mifsV8j9TFUJFvA0IbEKHVEo09EvZrpq401n0ULoWTBODWLI8GHw/0R1fcnaS2b+XSafjocGEpyxoSvc7P0UeD5pc4okTNHQ/Q2/bnLin5HPbfTvpVPmmVJ76MLP8ABYhg1j8DH03ijuMYJrI/Zo2YyaO6CB2HIZowovPp29JdT6GNHkT3J9BdGXQLfIaFtP8AoIzjP+NH0/PRBHVulot7DdazwHRhSHHRX1bN+vvpfWI9BdCyXKI50eCbSP4Q3Ynnt7UYvWn2SEYx5dUMsM2Zrpvo36/HpPVY6MVXQht/NUY8Y/8AgfFf8jGIv6ce1WaZ0RYl9BGAx9vFj7+ijX0l0LJ+5GF3HkeD+zsRz/qo/RnonsT7NVGSk2JGJNGRiMaQR1PqXWhJXnA8Y9HBD9VZPsDT5h5otnh/oe/9tRi9D5o/R1SESLLbYiVnpoxmUdIGYp3MQliCCGQQQR6DXSqzZMhsRVzc29Ji9TIwUG6RDYadvoz/AChHI/NF7RM8cl2T0PqVJk6LA0JHik6HFhyV3+Q//Qef5Hl+R5IXMIcKBccd56tdKq0XGnzekxdUdWRjMlEiGn/S4l6Fj8w8U1WfYu6iTsL+osn5owk1pbb1BgEuBxyRC6kiII68Lv6+upi690iuRioPWZYuTNkfGfqLV4/QscMFJwRSe3TPsGuqOpZPNLkMsUXp7Ccbcs1gdjKlVauQWp8DpHS3Pr+epi9RrmaORFcE48wSmq/9Ey0nCM/+IFcdYcyohZHDY1Iajp+eienVN116O6o+wNdSyDRKKhy6Qx0jsea76UvwePbqm+nfTmYx8jZebkLKXHsiZIlK1l5EQ1ohlj9BVXtRm6d2xcMmMUWnqURyjdLbIorjelj/AOJkcxjTmJZWyR6Gm3cVkUNjnGYHQaFCSSaTX56tVn0lVZpndqtalvg+Qb2R0TXQh3NjcKHz7yPQmjMyAbI8ab1wFViJluTbSnJBkii8jvjQ9288EjkJrk9yVY6FW3BbofsJosn2hrsmjGrfcbTeRK0JQYH1Rc0MhJLP/wAZZIW222EIkLuRGmZQNYzYMkRaSW2PwPLDbTyG2QR94WxtXpaEySabNdS69jQx8mTyQ5EMSv0lNRBo+SCYUD/+NsnsHndi0ksjSEEqXkTZRZkP8UzJiGieUK83A1nC3sTYu5Ua51ZCCrYlivz1Ino36G+tOBpInyRK5R3EQ5HyI7iO4d6g7qqp3DvIfN9DcQXslKbBikErn2GiFMiN8h6FcTmSZqVdg4jyjkYtoTd3LEhp2bMImfB9MbYmiIcs/VRiE91lD6LFqaFSRCEWi6GyKfhD6MeiqWH8l+aIfInCSbUl+S/JfkvyX5IfJfll+S/JHchkeyTacoYyIxSbk+qkXgbMVElCJnCJB3tsYTQYTA+xMWg1sCTgxn+Bv9xJaIyFYMaENUI7qu/Q/k7Ulis1j01jIjMuUsHDqopYt7yCPTWEtt8E+xYFwF2QeCVkFYlFlwRuFl+qM34FceX/AIGhJJ5EqZaERon4E0tG4uOiZ6DwfJ46Iomy6Vv+iVRvx/0WDQjdJ30Tyix8kdKFkQ+ofmb/AOMuu2MTu+EQgcpw2xywBk0i32OYdwhMCHKmE5Gqsnig9/gWLufpE9qxtsachZVL8jBqWNphSX1YocIGpGiWxDVhmuie4yDcz/4LFXX49J0VsGhcbyjh136cL1V7BXcItKeHdLn5MKWwLg5cCOvSRrPi7CciHJOvgg8/DbkkkkZu4pZE3zvMPgaOzJ/vEvY1sv8AAdKpn4Eg25WZ3KSWL8jQ+41NG3DWTfS3CcyeAhEZmlnFXz06H0z04GYfY9kvcL67jVTWzVeP914WT5EFfe3sn0Ka7GLrwi5m1didh8nWSiBDFzcZGSu+0IpvuJWlmP8AB9R+mPhihTeSRku8+BMmlbyQ2lPHsNkDQ1aaQQmGM77D6cOhEmk9x01SGQR176Bmo3tDHvl8+w37mPwSWWwh2hbewWhy4glIk6YlQKqhtQ9mfDJtkdNyhEvphfyjD5Zgv+sNPif5LSV3+h4EDl2L9suS/bIJEF2WBIIHbBjsMwNCXfEMZkXRCDIpqJwy/QV1z0OrwNCG/Yr289ux2JiuHQuiMXCUPJPA0SMPvvskEP2CyhJMJE8CzTuQhMkzkfkXFyy0lZryScneH8EF35CVMLYoo5KPxR0gi47FYyKuBsnIkl4SyIzQ+ldO/ReOl+svawcKNcibsuFoYusEzZEN3kT70V9kmIoHgsEcjW4S+Fjxk5C3pnkuyWWNnkk48jpF81GNSIbWSV110rCM0br5outUx1fJv2K9okJy0r/PYdOwk0uKHUTMB4ExP4CJYPIuwiaesjbJny2BfNM8Bj4sw+B+j+y9UaGHguQraJcEWtfKwl66O9ho8PJhjgSo9zAOAdmTV1UiPzF6VITNDNG6rrXgm2ETDjpfoarqvz7iDcQ34EJgjC4KMYi6iBNzuE+BBMnVhG8IWRiYKFpwv9k6Jr5QMac3TvkxbeJ+0b8H+T7SoHHDK5EucTYbPKhfsRlcvEC7mRVyBMxRIkbN0wslmR4HAu6JdLo16ceq/QXs0zQlLZC4zLl9R6iocgmhOw1WGJWXxZsucCbZjH6RYSl7L6Iwu4zB4+Bj/WRciS0RI7ewHMGNd9/9Iq7yCCCDaiwu0IZbgVy2NZHvQyHf/wBhrnwJL9iyhegv3pLjNNnx0voXW8e7ST/2V2MfRNeSRCZ5kbeB3NMJaRLkaV2Jx/gwPhWcfoQVpUsLYkQSFo+0oX6Al/IJpzynBfg1Iy/0RSMVhyPA004t2J9jIxY4Q9kmEmOGNQ4ZBFCEwvCM4LV6LxSyoVNmxe516C9jFhIhuYl5ZodXTKg9EpKS/Ev5cRePgRXGwQUyIIJjyPu/rNbiXH9H9B01VL7GkJVaO4Wls8jVq+JQ7IR42OdHeVmsCTLaMqiETp0ZklK4YuhiF0I10660Po1669l3kXOJunkdXRnSTUEtK/6IbV272IW5xmRd0pWbH+xMudTLBfY2gWHZCZcIL/EpMvh/pjclTV0EQOwoiRKO8I35wZxggpxvt2EQpJdh2ckidOqVFzB6+L0K7MhGuhdex9ay89L6I4I9ihUkNYfshtH0qhhXwxoDiNCuNgNrsnE9iESjBwjyE4uLsLPZHbREXwIyLh2ONoI0awnljwkcyYMbpGuHtVyQOLEKq0/3wTm+OBotR3kUQtjBjtY2aEfsEQpcgdnDszP0joqa6F49dfZ7tZolc7/kOyXR9TwPfLW2xMxs1nIwxkcCe82LiQWi2yOISOxXnuRabcWF5IPNDAbnpFho3cBZYwkKZKBP8B/5ZAam97/stLel8qXU/ImHgim4TzhkVhJnfEGT7aRcImCUukdFRezXoG/YqiorbgXhyQR/AYx1dEo8RBWXfCHuNC4UohrDJK6xMlERqBkEbbP+yQ1lyYTuTfJnyz6SM3wZfE/v5E/ECWFK/wBdxDYEpsiS7VJuVahScPAhEbJeFBEBLfl/wZJMN/8ADENFt1hmzZNMMLbCTzkM7q/dN+0XV4gUfEQ9DGKjrEz4FdDU5EmiIrFJyzIrK0ZNofA7sv8AyLCSatEma5bhIQOEdpcHg/VMyXYyeJb/AFyQTu4BO5qY0OMtKeaN2XPkgsvQ2DUE2GwG0xGSA56teRBI7+l4GKMsGUMTvRbsdx+qP0iOhdK69egvao7JK/Azvh/kx3kY3I2TRKPNETFJFlINJdhLIRFrFqFbwQROeOKSS74yAcAWxlpRUJaypuWxLXHKOZOg5UOBWRR4dkPDpJw2EICQ0WZpMM3QqCQ1A/1/oSlvHtz617lBzbgQ3gEZLLj5IUr2kyZdgkKWmwx/AY6JJbTgX4kCWhm0Jq4awwJFxZFpZpjVXLvCTuRcGJEoga+uR4e+H7EJUEEm8bEXLWJSQf12KRcELJ/I8KeDQZAf6ARysQNk9DrQU7gbwyM4ENSqGzvEidjwq6LHpIwPpfRuq90gKy1JES1nuLxBPiFhaJk8gyOV1S7OajLk9uhlA7oeCBhPI116nluNk3tSNMwc32SYV9jL7FyKT8GijVmmw7uRVdz5FgTBtgEbjLZfLHsMXIcHwZFoyTuK+EKDPnQuHhlgJU+6Pf5C2rehpsTV10LHUvQ1XXRs17tJZ2mEClb09nwSIvsxZHbobgeGEjV1mwhCtQn+S1OSfefcdtdwuP8Af+iTpY76lCpJSjgZSo77Bar8DaxJNhEonvv8sZUJKhIgJfEskFC4JGuNN+CRCeW9DxQZufAjGcrke7EGEbNip/QNeBn3TK7h3Y7cJcWB0Ro36GhdCpqmhU16yUt0Z9WBsiS35fBAI6ZJ2h+TCVlDqRUQhC3X/AnbH5HebybC/wCnai54yc4tb3EPFHb9ENldCP0/2a89ylYLtlv8o1CFklYcZPEhApJCu7WbQosX1bv/AKFITdqjA6H/AACETrMlMfYFnsmLsXTumQZcweKKmfTj0Ea6ln2ap5QCZ12g7baxDVW+SW/A7jWBmHR5htcCUWSIEItBfYNz+BKRBKLUZn9fJnCx5iEngs/gsOZaV/zQiiEQkNwYBH8i4pRok2yydkO7pk79tHYiEMYgxO5d5wjsm86FmfB96jPMwXoPKedCSaeqL1GOmzVVkZrpbovZo2JEuEkaWreA3I6OxE3/AAM8O4snhcSjvRJsQQ8hJKJ8SNehJy5lDZYGMQWDF/cmTzTpf4Rl4SHUlMrUMJGd3CE1vdYIovpI8JCRZtiJMDDYxjWIf6M8OBy0zyuRuYv+GLmCIfYPrkXEsL2yFx+aJemh9SrsVODftUIyLR0Rjq3e0SOWbxyRY+RzdyiQlBaTdmO6FZpE11ghOSiQSgxhsX5D9p94x+Bi/wDLn4GSM2Tm7MccvIdCdl7jMmTajaQ/I2MSQEsk1deiZxT3SY8Bg8U+8xbvatkSNIxq0Lq10oZqrmHu5noRo1TcU0b9pkKSfLo6NzKIV0XpqLkCoEJV13wHFZXSgTk5WcnYRYSEUlkWJQWizWnQ/wBiz5H2DJ7T6b/YpFqD4HachzeSXigmmu+5hYQYsSOSBMnglcsvF/wQ0V1LfdjZJnmsiAQ8AohSRk8D2XgTuZ/LMzxTOgiZLuRFH6ipL3F5JE6Lo3TXtELJ91BjoK6xBFIELFCVVnfoVSg73obzf7f+RKJWJVIlvGS8Hu6jRcT2psSUcjbJM/AjE5lfJZ5DFuw+8xoOYMcfkm5aRuQ8h7/lCWEnYYhXJE4fGkTIxDJjkojSEqA1C6O2KPDHt8UZPJZNgNdELZoa9G/569VbrqirFGLo3Vetz0o2WDkv59DHTFUhISBK0kVZOF8wIUJ/9ixCFIQnaPA4kJlC7LFJA0q7N2sPCtIbhlzu4/wLONifkP5u5+GwlYQmxS1ZrwyUO3GpQhI2XYjRLc8GY0MoRFnOySWtyEJOLsLREvtwIhQlHak2YuCNNxzgTKDw8G3mkaMa6JfBExjs4dFRV1/8Jb6pLDlBB0dEhCRXRFAmQuYqJLmiJeV0haL/AKgsU4NoEA0bh/UP9qHN7P8AY7jiKmiGrGv8CbS2+B90obsOXpGTndh/sgsJC7EyMsqeBGzdQyIoKGvIi7w/yLzIafZnEZmPwLBDiiWBV3TfpuujXS/V5J6mMmsoi3oSA6ISoiTckShN7MzeWQXkJKcGr4Gdx7FnKn44eSanwJAkhJcDJG/M/Q4k+xQPqTpJsJlXFkVlbSeY2XlbPfJeZMTsYUIwFCdklI4JB2TI+HKYLCimw280REE+CMoMlY/wFgwO93wW/o1XfWx110I3WR+qsn6E1th4f99jqhTAfgMEkIXBKcBh3Ly+HYjPYDDM7bEQ0YJsSNihSrb9HDPuD2/J9hUKtYCxRpEaEzx8greYyJtHwiXwxaQlnvkaOoZSjVM96jTcODjrcDPtwYTJmApzYagat1sdiaKmqJdKHjp3TXU/S1XT0EJ2HgPdwohLZKk1QpaEiQFwSYQueUlTTRyG/csowN2dJsqM/p4OPJ9s+wx/xr99QIbo0SB23lCWktD5YlyhOFvurWjn+YrTNqXkw3jZnk4DC6WFO31IXDDybMMQn0b9BU31aNdb6/8AL0Ex+5k8DqrK+GIKSTTS0kcym2iyzYiSxW5whscTsoWfL/wR/Eu/LFsJwTd0MTaxNFnx/Uf7o/2j+zuhVVKYqE+BuGnwzMunXAlFqSJmGk12K3HQezLmeNHClqq7SNI2sj2dBdeHR4NUZui9n/n6LFJ8rlC9hrtyqEEseQQ5VyJzbKGf7RK5bysf+CjDf/hAfL/LsZjJhCZcxslkk2NMyeVfkd2XfKKiqkTqtoWCaoK+lEwKDLERBkzlUMGZDRKljROBJA/MGgtrKN1XTumaaFRj98TLzzn/AFM6EIIQbuE07eR0y4lpS1yQq29jUIlUttL0GiSzyTR9oyu4+x/VSojdN0xjiREwSOldoVmv8sGbR94RlHh9xqX8kh5s/I9qwK4T7Mo1NmbN0npRvo2a65N+tr0k2nKsxCVXwvDMiYsC+QRXtueTBchsLvQ+qST9sTsfaPuf8H736MhCF0SaE7BWb8l6OZEexKoYbEfcPvoue98eRM338tQsxP2IUR5VZWF3kY810zb0NGx1XqP2VgbT/sOg/RDmi5QcGroebGjJNYnooQ6rA1PzCVsn3jD5fowoVV0qYFlElhDi55F3dP3MR9oVEtmYyywKS1AmoINDfYW8vLMQpb8KrwJIGNcpwZQ+bT6UzVJN+zQp4HD2X/b8uBRKwlhpx2DNyQ0JynZK+y9PNCmqsPFGIY5/IgsPl+j7wsi6pJGsITabTEKuPyIzeRCPMlBEutykLfSLuXDGWKfJYhVsjCyLIkv2o+hVXXr1ME25SSUifsVtkXExRza8MWwhoRuYY+QLE/IzupWaOiHXkeaPsn8vB9RQs+iJw6XiR+mT7hkZsNYe5NqKl3GAsVkjBCrETUvTv7L62hCzVdL6t0eR3Dr/AGVTBm15JGm0bWLH6OgxmxixW+SoX6H6Puo/eLPQs9C346NGkP7JmW5iXRkYD9YgVfsr9j9PZs1VY6F6X//aAAwDAQACAAMAAAAQc8QEAoAAV1qYCn3zvha+S2eT6O3Hvwc5T1z3dMIswXKnH/lZht2QMgIMmQIKA94Pw/ESWNqak/8A1KR0VbLLpjpkRB5z9PnEm9TRRWFDOrPCGD5gZvgE1/G1S0I+c0ecH/ptkKki8Rjv83bPIQjoKacRJOHGCHLMBjHDMFDPOEPy6mNURYWbwSdLBIElpdnv/wAzeeblRWG7SBTzyiiAwAyFLCDwgSpJGRGnh6XRiRwF23ihzyCc3FUhZi3FH+wgQBDCACcTWyyw6TrgZf5A3zGH3olByShDTSjj2uYPT/RGH3l6OgBiTzxiMg/ERCSCTCptTS1xDBkRCljjyTzizz2rjB9AgGGSF4lCTwgwgy2wU7iABiSioM+xniwj6JWjiw1RgjzTCqSDtsh2HWGCjhBixQwjHzyvCgABjwDcdlUCiy7Sjw2xBdUWmxA4PJGx7RwOYQRyjyQh5CEiDQDTCCQwjxEIZE0gGnGg1TFAyxGBDJ6TuP5ux+xBZCjjQABzgARxxBQnizARW5CWm00UUm22hC3B3l0Lklrm4xah6OjTTjjRyzQ4TxQk3mz2K2Oe+6DWGOHFQ+X210lFHDtyprW3XO97hTyRRyQGZyDRy1zlEOFu4hlDCi3cH0lBm1XHGiCH5Obe3R5s26DzQhSjAw2iRzlDUHlD/CyDJRCwUWUXF40l1WnDjViq0DimlQ6wQzyzxhgzEDAgAQ8a6ZO3hk5CaIuWEF1gV00GFDxyz45AShwDfCQQByBDjQSigSADlzpYxWzFMd6oj6GWROEW2UmzRzz68QAjSRMwzSzCjzghDyRTQkbHwf42DVEPHb/UUESuk/8Ap10W4wPBYgAQ9ZMccs4AkMcIkel1Ny1gLHh/2AY2r1FkdDVxVLp0xk40TYoY4xcw4Acw04Qk4cUhMg1/FMRQor6szBC+32QxwpFBxoMYQk/4Y4gAY4Ico8UostUMZULotVHYgt0T+Px31faiV5gZlRJMk0QY1N4wA8A4oAwcEMYcwY1iiTPZw5a6muqo7EjD+Xk7gh935y3WYA1c00IQMMMEQAQMso4Mg38NfZavqOKzSMHE6FVndabVBdN8KAwNRE0QoEIoI4g84849wk9xG6JCxgn5D/2btUIHqEtAFFz5ho8U9lpYccAEAAeiA8Q8EUIozngdKNyfPH5P+p6nlldOwIkZp9x08g8wxkcwIUA8GAA8IUssxUtwbjJ2xuC8nnmI6S5ADaKSEkWTlQ684MgQQ4g0MoyIEEAMsnJARubW6KB4Sjrj2AXM7Pv2ek4s+1lcEUAcNu0Q4448O60FIUwYn1bG0XYxxLDB7DaJI1vDlxBEtsKQRxN9osdgwswAgoeu8oAwAl9lN/rnUnIF3NMzoPKhO9OaSg0gCXuNBF0oNQMsUIsYwoUkAcErYAD2LkLDUxFnxLofCyp+/Tfk2c4lqFd858UIgEEw4wEc44EQkD+0A8bIA7kb2QirjgnnASGCsxUMEhBsdPFYMUocQ0lk80ksQIETicc3hnPLWfkEkfiIFuTlkxtGO+k5e8MN1Z00EM8QEEqoc4U80g2oAED612nCI9vTiAxIMCOenBRNYCoLFlh9ZNk0kg0cgk4qIsUwEmwMzIoVx0SImTP41PVClal7fWDgiVeYYltddwMoc+cc8fA88cAcBgcieCA99+efjAicgDAhcC/Ai+Ce+BcBh9B+e8A8/8QAIREAAgICAwEBAAMAAAAAAAAAAAEQESExIEBBMFFQYXH/2gAIAQMBAT8Q+CVwbLBYsXLl+GtNUSQNQkGg6RUVY2LGTA1ktlhl5H+RtotZu/qmRohWG8hOxoVDQh2MMXbhGbMi34NsyxFZs/oNbImRyooy2PJaUbtiZv8AW4Ntmz8i47iqN5qFBAwvwUoSDFCo35CYmJ08DVDjuFCYS/ShaGhJm/YR6Vkc2XFlllstwssuF0WLs0MMRJiZv9vPkj0ayPhZyfw2Lo0gpeTZ9lCwzbmj0bI+lujJkY2LpDxzQxj6W6GbHg3+pUKduaHD6Ww1MTSG7FNn0vHF80MsZEpa6WwtnpcDR5cDiF1BaPRaY1sNFdDYbTEKExMdJLqeDLUjaGr6C2J5clCi6FbqISKwJWNieRPutlCWCtDoJMTwbCTv4pW6LFfFIVIsRbI1YlDxyr4qHWP+SxaNvlfwXoQxR2G5Ncl+j+K0PrFkSg0YFHcaVlKWuPnyWussGqhMvh3Gsilof2R51LDQ+DhstzcUNcF8l1LJfF8FDlI0r5rppWxKlL4N2OUr4XDPRni7q5+ifNqHpfyNoeu6sPjQl+j4o3wUtD13mwXwcUOVk1xvvkbFj6G4UqljXbQSKlzZUeQoossXB+DGuouSwxim+HgxFckoexsq12tOVxZTZdymRinxUPYxCU+zrwuUmxIhL8KY42EZlHJ7GI37L543gSt0eBgIbwONhMfA1ZRxexi7dO5cL6KiHDYHqNoYYloTPB7GKCGuw0OU1BlM2NgeoW4eHwWPYxS32WtDlPKFGMMeoW4YsbBoXPoxD1CGvu0kvinQ3DG8IyQgmR4Q9cFoTGrRpw9GocIfZeCGeIbSXrh4I8Hrgtwh/f8A/8QAIBEAAgICAwEBAQEAAAAAAAAAAAEQESExIDBAQXFRYf/aAAgBAgEBPxDoeIJ2Wi0UKFllweQhYTZaBNi2WxK4odLYkKGJKooopDSqCIrRp2s6FbY0KJjQh2JjENCWR4UGYowMCSMKLxQ+clKHxC44GjLCVDFrtS0KmKKvZUSoasoVDMNMoUxJoaEoWEotDRRYhZdMUUOLLLyOTYtd156nsTtF4F1UpuaKFUbGUPaGsi13PfUxaE8C3wbru0KGLBp3PcNC5/RaPj8bQeEFgZp4VzezQ+eM9CNChp3OVrmzQeu1XJ6EGrEjQ07GnfFc3sWh6Rc/E9DHyGjJbLZkt+T6NvQeTBoteF6EmhOGMSsqG3C8X0WhJWysD2NU12vQ1Jw4qx0N+P6N4HzBf0NYG73ovBeS9isWikE0NqululYnavpbSGrLChTpjxExZ5U6v7NtzUKeSf8AEIwg1ExaGL4tNvq+ievmbobbMKExJjGGomy8tx+9T35joXcVLqDWHiUxr7mVm/JRC4K4TENDEpT7n5KOhC1D2Mvh8orNn32t0hvk0KjELQhqZiKKm7ULftbAuKhwtQhU7lUhb9xcKLE4qEPguDC37XkUI0WMQyxaEMbo3CHDEzL2PReR7K4VFwowNlFFxQ409mhqLhI0NxUqKRY3KxiFoYXqxLyXcVFxRcoSzQ8lFS4WhDdi7mzCQhl81DcPg0fBCdMv07CNClQkaKKF8ExD4uSh7731bimo2YRlof8AphFjGOjFTiyypIcE/QuBTdlMeC7yf4HYsuDFyJ0J0KK4EOF0/S1TlKM3Q3wSEhYWoYpQoufgmM3NB79CXwo+nFRIfRShQtjmhhFG0aYvQtCEhC5fo0riyisj3FjGghsbMIP870+lqxL4aQj7/SqExij5xse+DFnwSEaGT0vY4bpehCPnJ8h6ELQxdn//xAAnEAEAAgICAgEEAwEBAQAAAAABABEhMUFRYXGBEJGhscHR8OHxIP/aAAgBAQABPxDNRZmtTiP0vHX0uId/E50wsm+4meZVGJnTG4ER1FckQlYlXomLopI1VUzF6ZQO1+JTWInjEvVBL8TEYluvxCi6x9pguoZsPwwGypY4NzJkcQU/aeRiCP8AsE0L6FmuYfkTKwzqBWS9kEzfeaxOuyahL2Zhuj8pmyP3gSqDwMtJFLbZ7YPQR7be/wDkD3dnKHm4EtX8LLC5qpbZ/Imi8Y+zPHXwJYXkekNdC/Amag2+IyUo9zLUDdLLfm8y1Iq7SC1W+YrvcF7iJUrtAaZR9Ru+yUtrVSyd+oFNl9QZofmJvEC6Dmog/q4Wb3LxVEuHL5iLylKxizOIcCXDyziGA8xM4q52ckrO8RCadWXG8f65TTKHMRTq5zUqzU/2JUddzxmbnqeFidz1O5zA6+hrEZXQLV6jVI8FrKeqPCBHeQ7pNz7KGYVQclh5lS0HyQLS9B/UP/VnKN9U/wAkSyX2jZwGP8uF2Pw/7KM3/IQL7vmXpYnYhQ3b5hUxIFyPlTIMvtgI2R6ZWvmkjpD8QoGG0A/MpssXo/hKqicPlMNYHbi4YFL8wMHHzDCxgDg/ExL4lNBb4Y21P5lUlyh4PcMDjPmZMWgUGVLjm8RRclv6iKtHPiKGQJ5iG1TIAXCApe29BD4hqqiM5PErxUqi+pn8vcavbLdr+8wGqbfxAHi65ubUFwVI+Jv1hpojagn3nkQcDcCaMdRavV5gAPHioxlV7hCkslLU47lOMvuIHFCni1YlC3bFVM6FVMWfo1KUU39LFJ+449y3UfKcoP8A5OMsB6jZalzZOc/Wpm8McNwrcQqErualZmJ7hVn6lAYf+D+4WuBYeDt/qG1VWaA/3LHs5OiL1k8sWZ/MiKv4IACrlzh83MXkgM1zNnJCgNTJjBBp39qiMGvcWhd+JSlOBL1ZLm8/iYIXUoQG6g5Z3wYlZtS5qGcWLHPmM5VuXn3bXOKYqBSM9B6RO0BW7Zju/mGWGPU8cm4Z3X9xCC7y9y3s/iFoYaP1BG6CEUrHdf1E6G+juLdhY9My5McQhFrmziCgQckGSQeGIWGk3f3hjDHzmKG1ne5m8Y7lZoz/ADCnC643U8aXiAOMUO7hUpcKnFncovPMSl+0oLblK4a9QO8nqLQYtF7JjELBQ7jUwkTWCr5qWEziKcozc+X1GRWttdRFQc3UsBfruYvSd8wu3UdY81uVymck1HxFwy/EpeZRCiBAxMbljzHWZUdQa0zbuXvK+5jZPEuLvE9xMzRVwgWK/SpcErMN5hhs+buNXWqz4hRXD1LtnXuDGH7YgZtlJlU5afUOpYYq2NtPzBBg9QJV0XyS4Yo7gpgu/eIXefvOSBcaBaINgY5vUOrjHncqnqIqNJ3Ate+b1Ek2i2G5dZq2cjTLWjIcRcf+TKsRrIfqYKenM2wCSs111KmlsYS2qgKO+NS7Gf3iCWWfuBwPxc0S0fiLtZp4gKrxFUEasmxNxyBBExxCkgVq0BCiAQyDyqJRcSnOfmKYN49SzQ89MoarFSxo44qYwar1E4t9mVOhEil8ykduD3KrLdGZm/zLJWDb3MNBNa/35mRJVoqiAEbvMwKNRfbGJeR4ghktB1BabBW5lP2iiNQKrr17lOUo714lH+ZVuyJjcPn90PI+8pV2X7gL2HzN8MbwPM5nJGX3L6uX3qXzkqHiYmWZqOBuan2ix6ZQKrCrictvvcQU0d3LRLXbcQUb93Bdlvv/ADB3GDxL/wCqONBOxjci9yvQHmXDlxy7mMPtSkun3zBty4lUwF7ga24OomscQKVu8RCcsF11K2FvcoBd+CNuCZ+x5jeAB4gX+DeURSAZY+EozMPJ8wr2gtuR1GrAJRoiQF4uDlQS7ZRF4L8wbAvb+pZwp4czCgL6YA2n2nqFrj8wDm/YwUpGV3WUVgqoo5ox1OQ0bBYrqtVxBrkXrEpwVAGreoU0RPPMsqgXKbzdRml2zyXLCrB7iKd45JRpU9bjvK2dQY1R4lq7GJRTUcfOow9ch0MEBYHfcKGmH5IrYu3MMaONBNdMLp/czfWUp/c+ZU53Nu47iTm/vDuARVOYTmYuLsxLnxLGk+0UXI/eeoZ2RSqlv0uyql5wkWroM2BEru31BkqfmGPnzNfU9cfaGGD8zzXxmJ/0Tvae657v7ghH9Jiq/wAQvw1Bm8zNt92Kqz94Ygv7htV+08lvqVaX7QPk+YcSD4gahV7I3MjR5RqFgc4pf3HCQGuWH6fTDnAi7YHpGZN89kti4+VLjR8MO4u5Zn8sqd/oh6UJXLUN596KmMfbHOt+SALBQ+Rll3+SYowOsxswz7hbm3upWII5v4inWXli3wE6A8wPqFXR3HiR8wLvnvMByY9aSYZWW7UohnOkU1QeZZxTFXhEHX5gGlPqDLG2yuoXYnkmjk6SIjLGrYS8upkbLe5xo0bjo3JbH0Sdwy4jceDqG5VEFdRbYEzcIvuXlir38UTjUMmLsrMvbRPNf/H3Y2OTv7zyPuTIVg7hi4GC4HxKdLAzxGuMfEx4+0Dk1KcFsQtv8MrrEPH6iYwzeFY4ZzPGiBD9CVolF3+YN1RDoFQ9YEO7jqVvlLiopo+S0WRYAoriGmKhsN/a4OqRHi55TpU+Wup4+jU2z7kbDN41MG/wytx08ytcvcqhYnO/ySwKmvEXiEq6hZZX9RHf2JXynywG6X7ztyeZiP2QTt+IGrp8pAuafiAN1R8S14A/MHm9vMQmQryyrTj7zbAfeFVJKN3XqDHPupbohsGs08wFla7vcdBwGPMZE3S8QWwXFLmCJfqGr9omKhr/AHM1+JTeps8TRU4LnmZgY9wpq+YubJuXc07l+5z1B1mDLhLh+Y43iZxC/EZio07w9wRlUWyv9UDjmdVA7mEzPWYa0MC+FglKJWXqV5lZc0T5/MdVcC+Y4xieoVfFQYUvxE70gArZDLz94kxgVByJtL5S1Ja4/tN9hUx/AIVhz5myclk41LK8kCyfLUpRPxEHnMUprn1MePhuZvGb5nkx1VzfIfacr/qKLKdS+DWC+Yh2+8xzHFmFs3HDE3KluS5RxXEwOY55nmG5Uz/M+TBvaHS4PVpLDaWRcBmGjuYSjEKlYFEV7Y8BWjmJMwpy9x3W/MryzJh6xHHibNRLMM4l41M89EppeoMPMavc4e4OMwfH0x1Ll6gy5m5modxjMLK+Zk/M426nnXifB7mZ4WBn8wp5qX5PVSz37h8E+IVcCF1/2C3iUt0r4mLy/aNXqGa56zMs37Q0C8VKX/iUrVlRODh2F6Uo+aDLvMFwiujdPXucuGYKYZ8xfEutw1pv3OLmj+rlvefMv7Rrk4hV5PWZ1jUtecdQW6/cvNYjxTEOvtBRg03UWVzDWP3Gq5hXqUh/36ceZXuX1LzOoVUxRq/mGXM+JS6dQm7KAvG4KpqZFP6laWJG0qBWxlZz1DIm/eo7Iy87lc9sZi4tuYYIkbIlb+rP37l+foR6s+8+SfFwom2YMM/cIryznG/csJkJxo4m/MXAX95xj8wKAy+pjRT1OWtx0ZblA5weMxzm6gZz+CX1fzBqW+Is8MT3XqNvmadfeXyzMWxhbyaccOIau2YYtsQvqeZRVCi+77wqosUaDBj13Ejfy7WLTC224Nl1LxqMZ13BruH3GMNzLKgGtQb395eCrmb/AOy0pax2S10VLaMtTnWuofbjVy3UcnkjdXvPct1b9pfiFarPufn6VU55nMd5GV6+0NxHHEcG4Q0l8abtx4mbsD5i3PmcuCPmZC7GVBN35mBrA1qI5MTDxUV3A31DjJxNnE/UfEzq4n3lTfMC2Kuglw4Zj6YmJ63Lz9MXZiG8xzFTH839Fg3i58TndTU1LpMFy2qGFsNLwShZmE6KdcQcZYb381OOZl196hjS57PtBqBDbrXETr8S8L1Fz/CfMsbEdDiWOO2YuPNuBayCOfKOmimxyZWXGXiJt1L55gt6p+0uzm4WWBmULUh3WIWOYmgrXuZro+0LTYH0Djj3LUzSQFUymzNdzvVwac/uWdy/L5mPvL8RquYGi/vH0n4hgmK7uN8kzsa8/R3mvhldx1uLmb5IPiTHzEtdEpSj0EQdxrebgbpat7hGZunOcSpdV/cWMEQr31KUI6gosqeyZnM2531HEwGZ6g5Jq8V3c9XOOI5c57mK3L9n1+Yyob7imouyN3OJxE01xPLK48TLz+YUb/cw1WPcC83+YTuMBgL/AIMpeGLfMXhH7w3iC3FFuyXqDbn9ylZi5TU57mM1NDDYdZ4jFvcuvEspaNWwJ+cNpWoPrlGxhzWH7Qyb+0KCX4r1E84mjHynGIbMx3yRs6J4GZm6d9VDf9EGCVqWcQrgdyjzFpBnKvM5yfQrr6Zqv4h8Sip+rnuNTme5h1EzcHN8wFDMz4uOFdFxgcMNBzFu1WLSU0cwbN/aOWjmIZV/Up1U8E8+NwJth5anMMMdx1DTjzLIuzMLu5VdzGZxO/pb2ziL5IsOYypwjqXiNT7xW/Eahd+PMvsPtKxkJbT3FdSwc1C7lvNdTLpPiXk4g+5eTmGphrEeZcbixzXzDRrkGCanvE3194q2mRAdjxnAoCmLy8GLnIfGYN2h95tW/mDmoc3uZM392VY3h8TPZMwam/bEV3vxE8sKOJRi4YMzZ1DFfxHnmXjv4juUUf1NHHzL/EuvZzPnBGYZ/tfTjxK6mjRHirr6MkxLYeb/AFCgVi4OKWYf9UqYYrMwFSo9Zl3OvUMxUpeNzSyo9Te9kKDM9Jd5eMR9R+jJhG4b+h2s9k5nxAz5jz9e/wC473+ZTuaF3cKvq/pVt1Lb4I7l/MrmP3hrEAC8RfEQuNm6xKrzPNyvOPc8nf0PzPJpj/7Pt9EiNxly1TnzAGRi0/Md4ngW+pQaUn5cw/8AItx/7NtHxBnXxLefUAOfzH/ZloQW91NlfxuMvqXnqW9XAz3XRKcUV63Kc9TAao9xo4jXz9KKzMEvUpN5/mBsLLl4bJbxHWTUe+Z5Zkfc8V9LeeIwzFhGeTUVuw3NLjfcKWKv3CyXd1j1iNXYW/iOaXX6m9E0fH9z9Go5Y6xMnv6O0jxVzUHLcXKwM9QwczmZrEucTR5f/gJtmZhmbQPc0f8AJ8S/X0tvcXGGcZmTsiaF4rUX8wV8ys5ni4h3+NxJXU5zNTwJzL6MzrqYBuo1lXu1zEBAKhPT4qN2b+ZoAVdGecKLBOEpj5mAVBvVfiH8zHF2T/XPfRzLLOp4v8SndXChSTeAJYcXmfb1HBEFZhTu5d+YuTqO5fxUq4LolvHqB/59Kxkx4jM/dg8N/eVXhjxNT3ObzPCFWR1V3FXFmLfRKWupSYDFXCvUuk6vEphjuXfVMOX3jlxmWoar1FE6yznP5l159y7ixZUg9w1O+46i53KbdGWXbmYnMYOYbgzc1LIHOt5l1s209y9S5vnMucbY1UqDmK8nE2hrct2LLKjZ1NmCYrUxHPH2hf8Ac3PtL/xKPKYWolf3LznbMWgUMaruW92P75TJVpqHCn4mMXNfHcE4x47mevxCufzFieYm8yjE42Yt48RXzfuAXczVg1zUsrRcK4/MXN/aY4sYepZer9zeU1cY5jDKrov4i4xOty6zXqJ4bmjncB3+4YaEPcXM+Zu9QXOYXqWsuYX9x5fMs5MXKihHhlqodbg0194tuHBAthLZ1xLFXXM2+YJ4zqatktG7LvEX8QXEc3CGqnmOIlsMUlkrETmM2+g98SuixY6wLf7lIePINUfapXDHH0dblQInE8xtrxj6PCWO8wuY6lZIeSY/9j/mBmfEd+uSYlq1hmNPf8zoUXHyfvN65lX7GB5GKB9oVPEIytYZppBM9HiC+L9TBx6l+pimN8xs5l+5pviW9y18weybKqXWmXW7fmb5CfFwM53MG8RbMYgZx9o4W1eSWjayhj7yxKjWKqDKdlzF7McTVauawsC5WIqb5jvNzDXsglVBdLMbxF3VnqKCuolorR3Az5iAoSwUwVaxoWPJic/bxVhd6EauqF7R8rBv9qNbxeYX6/eXsh8yzSq3m4Q1PiJeAzHGOeczhDLKdzbEgzVRIVeKivLhPuVL5esPpXZB6uXiOfiV1BvMvucB1NoLzianGY/ma1PtLHEo7lUwzuC8n00h3Odq+4xlXUdaBV1BoEa4Stp/mUVjj9SoLusvJcyUM85NQ8JeNQcaj36inDOp8X4n2q5pzMVrE6qI9SvbLIa3K5v6b8HiX6mNow9R65igwL9wBx7uDjxL1UFWqPiLb/yZu2cYJbCxwx9wcwX7Jr1yhXM5LfEfA1A2YzqHbiCyUWPQPEarEpvGSen/ALBS86gMYPEbaiWWealrytSqeamkWIt33E1iVjG4lRG9MjHjzKzAxVQG9anOp3zEgTxAzh/EzyTLOI3tmdRxhObnHmO5XEdUuJ8ppAzKuVU+JbVH4nsjWVV4lK+eoLqJRdn3hRphKUu+oi5Fz3Fb8xV6Wrq6xepbSSpeFQlsSnArsP7YHwTPsiVH9LH8TgxZhnODXSSnT3LAqY0Mqprqab+ZYa/cKuG+M9xPU+NdywRC5o1KC+IbvfmY5JjGZSmmDiytyw3MIwOPzEqU85hvNHuOeSVxcttEgXcM3EqG8sC14zPXymK38QIDkqP0kqu2+Q8SzBG13cS8KfmMIrfZqCcL+pTvuVfPxHwMBwsLNRyT9Ro5IDxhqdLKZmsMbUzAxy5ljjiFXkwRLLtYYnECVCJcMRuphcz43CMrr6ecpjqczF4n5+gWFCf1zLzr8y2p/rh7I7xLq6r7S1vO4Zctw9RvYS46gQqBGoLvYtnYv3wr8ykwfQ7Bg9Wv4gBt5I8GD9TRt3+hOZ1m/n+4lUZUsuVRa3T/AHFjvHEwO66mzLj3Gtb4glKQQdp6IINi+0t1f8Qer7vqX4lqrZ6nwodF/wAxxTD9s2XX8zt5lYsnaXuiW4Vf+QvAzmd1X2jg18xXxrqPkJdVc09Qe/3M1gieWO4DxK5vEwipuYTA8zY5I0kzmDHDnfzM6AQvKEVghvRMKDrUQfkvW8QV95b3LHjxKRBT3UHCVjKGeYVTy+otd/MKa8TDsi5Xv6I26G2KehqfM5my4uYZJ1GfEzu8wzufE+88kfE9zmiYAp9y7ldzFfRu/wCpgbZt1m9SnBI6oGXrWI9vMMlVuIlFJ5Uh7ZuYviURZ+ZUqM2S4DJhyYg0mwzeCKhkbT1mbBVu4Ydv1SjhdUkOjDeXuO4ljDABo2PEo8OsMcDq+4JX8yxVsPUFdJUSg1FLtYPbFen8S8wUf5lGc0Nyi9f8+hZw+5+PiJm4525it2LicXeYpe8/Mz3gmOtTErcQOYdzvxDiyBmVLHkg4ncMYuLKUKblAU+KjUFai0ZbOotw58y63z7mSh1+YFmcHrcousM1juaJyyocH2lBasRDEDSx8RCXePmU5zAoDfbCQ1O+WFR1iGJ7hPn6Xj6n/wA4zA7qaltwa6meZ8zF6i0tS7wuOJjqYriacXOVmdXvcrF2TU+0fcO7Iki1HtHRGs+ZQj1DRWO23S/0xVbT3DyNFMIDHFG2GbQs/eZYiJaMqLwvnqXwacnqFbxcUzRgv27iqMnxLzhZZ3+Zjt9oKNnHmp8tw/zFzuV8xHIPUDNDuO63NKb9x97lZWi/DMPx9FXqNrbmGR7mOdEvMprmW2p19pWLidoujcPyI2FmnmpeTNX5gcLo3GzRqabfJ3cAasqIcF+IJpvERDxAbXVSqYUUzceRX1PmFOT/ANmijUVn+ojQMrqBzjt368TmHie4TU19c9fRhMh9LmOZUp9SnqVGjmV3LL/uX8y7YynFm4LX5lO6l09T777nGm/ofiX4jhxXqJvFXLJ9xKjpBlftBoPzbj27fxHwwnHEslgplGK0Bmo7WLSBb+8N3l0jJ/Im3XuKab7VWO7/AEW5oRZqOL1iC1v4ltcxVTh+IU2J+IVmWDPyuCM5CtQSxphoSDY3f2gzm/tDdysXxCirbp5IFoHLHpUPMKvPqPdnxM9+Y5r3G9/ELfEP9i5m+PtP9qF36hlorzLzmpT/ANTLHikTnmW8Mx4Yb4JcApeaguDMjk+ZoNwwz+4jNfBOTMquoFLYzHJmZujB7mFHELbdbiPJ0wbQ9poOpiL9DWok+ZmcfQ+0dzicQzMZ+nMMOJx1Pe5c8fRr5mMkLXSwPIfMwab+niVjf5jV3d3OOJgqYDX5mL6l/wCuOorBpyD2M1dlIZfXRCdQtHpqMkXou4jPAUF6zM9QotHEsvBGbb4HxUYFF7csy7g1OUGPcDtiUXV5Jt3qXlB47gtJdYgt9k26jbDWrIVeFP4mKxzLMLf1MlShlqBSnHUxVfxDGUtKXip5r4l5asIF664gvKznHudbjlcSiVRqV4Z3/Md5GocsepUhAFwUMZEpi8sOmpUFszGXX8RC8n0ze7WBGvm5a9hCm0WJvEesVKw5EVrPUpY/8ivX3qLeeZz9QuVM/QGV7nEdx19CUczFzXfzK6JdtTZHHE9T9fQ3xMMNS9ag1s3B+3qY6ndXmXRgJeS8zFan5laU3ABa1WL39H5mngB0H+7gAC4FAfmIhgwnXuYnILMfmCyjBF0WfcjvC1z+7K5wFJ1DCyAAMnmYXX3YWUZxDbxA3qLsyEpl5wllqXCsZhQaH3iZbrHc97eLhV1mFbIM2y/aFHf2g3uoBjBOOInNuW3RDDyx5omBHIke4bhozULsJmBnn7zP+IjXH3lL1Lw5mjNfeXC3O5nMz3MpfvQN/mihf5Ia6/eahYeYNv7kyNGvcR4nzA26PzAXRKzAv3LaaY8yt1xN8uPJC2/gjpW/Ed4/+OIcVEnO/qy5ws9wPUUrruY4uObSte6q5WA48MscCDL6zLllysfxAVusT5tnH04m+ZXcxe5pxGqu5l2qoEsOWmj3HzfTULwfzFnIATz7jYdqpg+0vgjOf9pbRFA8vmXWXAUcLFwaIhpmFmNDx8sYxeQ1DskzhHtEao6qER+m4QdmtwJvH4nSso3co3da4h5P2m20vog9XmW8mWusfa5byH2IZVR9iYkpaqtX/MFG/L/cQuGzutwl1sz1KyafcTCqzG9P9R8W3ObRqONL/cvGeWY4xiOcYxG+ZSvMuvNRLGWmG7RDxUrDKFHefM5bf3GmeJbmniXfYnRpNtpmNuV2/eeR94n/AFRK5Ve5XZFaFDgW5lWXEbGuvp8TF4+l8R/+eZx9fUPWoARE6l9bfmLVtHxKo5ljJxDyIJz+Myy8f3DJOJa/W/JLPpedEBZjgOf4DggAIaCUgfeNBHlhX3LKBrSH+JepPNj9Sq1N8q8eo89pBXDMfRNmqMv1Mm5Iv/e40BSlBjiEUQIG0TM8EsK/iIWG8cRDNWRVVhZgnGHUQ5Y8wCrDEsx3DqiA+fmWVv8AEq8fmC3hPhjVHt+kWDKIfEpW8TNtuYWWLexqII5PmOFifeZA39pvGcS+x+89X9oim/xAbxATYZmkiLTXzEayb6ipZHojyYv3F9xCAuxq4aPFpMdXiY3/AHMnEoTq5VGVTmIGalHUUrUwpi411GpXiU/Mr7zBOYeoamuvoz5+nDBl3NS63L7Sb3MXqJ4j0lNsCt39amc+ZWCUd2zm6/MoN38xTjESu9ALtlJQQKuzny+YfO3a7WWKWsRQyfaGSipQCrqUI9QGheRXFzWsvhvlAOuiOVxVv1FABd3xC1LQbTYeI14iCj+ZuyewEt3EVtXyQ0VVxIDldS8RLPxLViUu+oZLs+Y4cTG1YmMQtaX7xd+eYuCoK8jDeR31EYrMR2Hh1CxActYFHeSUe3mDevvFrhUeE13BCL8zF+PUrz8TNP8AMAmD4ajlyfmURa9QsRpuI3jFdzdZWOXEyxiDDf8AcqrJdahqmm7RLbV0fOYfHxiPFgQ3rEDi/wAQqv8AkcO5sjrgjonM08zRHB5Jv6Y+ZUMVEjOI6z9CubncNYhKJWMRyz3BnEqaj8MLlq1MeZnM3o+lpmWvLcDY4GD4r5fEJHYiqwYKFzydMvDHIUwncqxX6MFppnSaght94s1fqYWLVMar+YDwHVrzU3JoMxCvST7MagtAfn+iAIS4boP7ZRVWSfI18QCASWA+mOMs5V0O2Bpe4BfLl8TOjjmvmU1VnzLKjI8S26cwzpxCqyGINjrMtKL/ABLIFsvbLNK5Zax17ajQpbieMPcLDGyNXk+zMGhm2VPiC6Jw13wy6w0vsg49k+fvEA41Mczi/wCJVvr6NN9sDJUBeGcRWHB7mT0qOmOKAn+1cE93K6ZjTExfH3hGcSmtSvUqE4lCSiWaIt9S84hmLOIaj9eHLDU2xOGNMY19L4juXfMqAdJP19HCzcUsrDXECViuA3mFTArSl09D8wUfQotDwTOIoDPkw/xG1Ksph2sodOotlvxHQqvMKabSNv8AUNhk1SfmIfaE0OyWmAcxqKNu2SbtXdL+8d1BaGvDBkTE1GjqZFIUts8TqXUywAtXoCXjALFCvLTF41Sx4/z950Vca0XMyKp74gr3LBxZEKS/4uW0qC5yPvMuzJ9odk4/qApBvAcxoUgPvESq+0V6Hy5jbpj5goPszHKq3US89Tsfcyah4qDjkZb3b2kVpd+Ir5+5ORompeIx5Yz3BxVpHePzDm5zMy37ipTVI/mFu4S/giO9Rv3N4hdqahfWPUY6I3VX9GVjDuIVUzsYH0XNVLv1NN/QlxJx9HUMHMHOJf05nEXuKcRqAfExWCVjP0uGZXEsIrlaA7XgmvKtF+D/AF8TvR9o7fHUasAFopMNaFjj1EeldkrhnxUKbLY56JbbcbQqBWFazjECNQtn3Yj8VQD/ABmWJeSfhlwJamcbSlVt2N7gcfdC2cP2gfcGhvzv4loJLUrDx4K5mX6Zao1XfuYsln5JY2IETRfklfeJWrL1iKbHExIvNAwN/j6Viz9TaPPcVm3nzC7suv3C0wA+4MZSquVXkb5zE0Fqh1BO3PibVavJB059RNfmVte4W6rLBHTjipazcVmxiVBb21FzkxGj2ToO46ivT7QG2tw3b9C0wMz8y6QvAPoVLzpvzOZmNTiN1POo6g0QzXUzVP05jBuH0F7+vMIwhvGJmcTnM4+iH04m2N8kpdQM5j61O/JXD2sRKh3bPPR4iHEuYXPiJh/iWGJdCl8wqGjxLzDH9Q9r7IsCk9+YGjP5h0QT7ALnsfCrfnxUX8G6hRd/EdG3n9RAGFJZCW1338QF5lEt3ZrDr3Bdaa2r4HfllYoPHv8Am8eOJSAAVTX2Q0Y4/ECq1iy5TahtmBMWe+56HuI5GVfWlrplTwiPuCcjfOZhwY57iZXEfBztgNBcv2lh6mo1bRfzM7K4mbLAqsy2uJlExrqOsJ8Rw1x2y1PcDJcDm4njUcZi52kt9zA0eJjDQTFUfjifMWcTdYahsjv4y8HZ+5ysHLua6+mnf03mZ8QJit/SsTYfW7lxczb6cxhfEYzUYQ/cM8Supm/o3xN8/QPpTxAlHEZFRt5Pg8wQzRLt7e2IxQTAv9yjXNwA3fOppqA2zCCkPuAK2ipavgGPFAaph8kCY3lY+8IolAoIgi/walWREo5rJ+QmQGtQus1z6lxIaXXhDtVX1TZC6hhxw336lm8pv/NEsVa2xjMzuKqPbj8S/ZnaeJlwmTDLXDm7vuNtEFqZlMyeDkizjBLtsJxbQcYiogEEAnGqhFkCEKNW8yt5T8ym531KKLfuoDWFCZFrfuaN5h5OOvEfi/cKtcVC70xOMseC2MUjhv5lvKzrmFt+5i+Y0cS3Nfqc4qct8agaeLjF+lI5dUTRic7nc0R/MYbxOfU/U5lR3NvqY1j6Me/ownl+j3Ocx/xPtMw3A+gYhZDjuXippG+IPHbEVUBoKB0TLmUsItZqLGXXiLpZavH3lDOWFQxCK/Mp3X5sbnIfvCw2WeIacPxMqzFSndhWn1uBSwyPvMJBkUOeJqNIr7xl2coew/qIX0ahCxY5mVmsali8mhWniI7jQTzot55gIVxDT37gxRAatgF4uNREGYzl2y3kZfH8TDt/7NQ77gFhbUCjkXvM1urTzMsWIjjV/wAzNZgLgLmayzwXFpzyStb46nHmDRgzLuZpzVyqzY/MdGInNKYg8rg7JRayqzAOz55iVyL4dS6u71i4OWLjMsTMNaavmN3upc4+vHqa1AwxKbZXu5tzLzGpWcfR3NoTP0Y1bOI/QnH0dSm0ibmX+pTUANQ1Atr6DnM5DL6f7EdInB6HBFFxPA/7FqHeWojIiBJzrGx+5jpSnzmYcL3mMDZrqHinB3EMQWFBAxz2Gk8XGmRlTq8DTyeftNG/Z7Y+bQfgjKkBz/z5mD2zfiUXWWFVeO4ECSAVMrwRYBBxW4Nh98wBFyXT7+WGNWmzd8XExIVxAnFVDv1E7zALeZoKpW8+IWsEpGV8VvEVg4+0GyUbBzDYAOiXGK/M3C3TFcrg0dfERbVeINGCo7O56ysXiOCP+JvFRE0R6C/iJvX7QplVjCR3Ra6Cv9xFK1+Y5MENvE5q5kYqiHfJFytzO2bKh6l4q5zj6Kvn6OxCu44gGLFvEHEPo7huEN/WvpX09z1L8zW6lzfEqpfiVAxDDUxDxKv/AKOjyxhIVBwP7eWJjcxit3iOnPuJVZzNcyraSptv8wjTo8Q0CnmHdH2gOwx1AtJt13LnegS0dEt3Lbfvdv1+I3YFVij91gr1FIOxZerLwepXpFbl8sACmrOOsQnbkv4/3GUoFPj0whnK5CHnEclePd3bRiETClsLB8dudywUR05fZ/iFYIOLQ+SLkb+8UT4E09bi4ddQBEhQy9TcRW6PB9S1bs5gY2pY4vUKmyeyG0LxCVvIQWFE+J5v3co5czT7hR4ILujFzTgzLvIIaKcRM4hdpM1/U05r5goVf3nOqrkIOdYgZps/MTc0zCOodZjixn3g+MT7S8zxAxMhuXR14lqxKZms1Hfjr/4d5gzKpmLlcRJT5hr6XxK7lziMrP025lfErGJUIORQBlZW4bXd/sNH/YpWczj3Fj5jd1NVr7ypOo1xa31GmL8TF1klm7/qU4oSxZtlOBcvI3FOx9QLdgwSnx59S1agDkvb+CBiwVcguw9Z+zLcCv4I/J/2wjir+gjwZ6Hwg6Ae5mF/+bhBp9GNRbLi4rYnHsOg/mHVylfo6lLQUP7lPFXCHWZeKupS6h/DEbv1E+cQU4jEAQ3vED2XkeyB5jKkZKho/UxyzEu9XS8xuDGZazK/E+IVizDuLnVcTbLBaviDQURvidotaM1Cwi13BXi/iWC19pfP7Sh+03ZKar6WxmG9G47Tmc1VYmjO7howxrEc8yrvELg2zKC5wXNpDBOZeI5cQJWZ4n4juVmP4+nP1ZRcqc/QMQu4EtgLFe3T8ZfiBWBuNRNLl1a+8NFLvZBOS/cTWDncTgcg1ABkvcLIGfE4rAhkoBZxD+4aN9QVHG2C6K89L45+8uoDQNA8Dj2yqm2XGJ5XbAAQYAYI7V/0zHTYOfMpsOJME4x5ldEGJpyLvxepREIxa1V+H59RMN0pawzXcWWUfoMxLL6irMivPDW+dTMAC22vt4fGYmxw7XcfP7ivkqOWMdRpVfedLh5L9RnYyU2nJKX5w7TUBHT7YG1s14gq8TGI1QXcpbsg3iMMaDHa3FwZnEMd3OJxBp1mpxvMOc/iC20uTufZ8x5lZ8ROXHiAxdXAtyzrcuoa9Q23mb8MDOZjMctcSqZVqIWWxub+lucv0fqR2TFRMY+i4jzOYYxMT19PMArMK3KXM6CAsABGzw8H2CAGk5T5jMpaYPwRILOcwqyS7FYeyA6zwxSWD7xAEW5L5Ttfx+5dkaAOc6rr39ok1Au9vgf3Ag7rWfnt9yrywKLD4lCrprEQCjS1xCa0nh8S+FaRggEOH9yNZMEvCCvnMAVnLNOvP+zxF+1DIynXrxqOts+YDbiIVBXsiYMaxwXi34hAGXmjjuujzKbClKj4O/f+SIN9PUoDBe77lFVfuKneIstp9oxfJiYukPARYvMouM057g9MxA47ls/qP56i5Mcyj0TK5WGJXTUyaL5jqo1V8zGEavc75m6NS0MT5zGbaghVznPUfC/QbhohrDMRu+fo3HG5ha+lj9ObIlu4Pp8x19BqM39eJxqATf8AtQ1CrxDWNRGXWKDTwb/EAAAL46iocRVY01PmODEFt1ctM1UoB5jGcjDWRxvmaXxFyenmKIqjY3fjtijIbleb35fwQitKl/8Ao8RcUFjU4Xo/3mYlZ5PUFWpWjtfHcBWA7bfxHV1K5w3bd9SwFK/hJR3trZu5WinIrcAWhhZzZCgKxx1HW1D21ELk13GhAZb4PfESsVXKh+v7YlUyHJq/HfuHs6anQ1t+5UGsANS2BfdygFOvx4iWahlp/MY+3UC+L5jPWob7g4IbXZHOf3EDZ4iS0MVdnmFctC8ys8eriVeJ+0F9INVf3luUaqsVCLhy1FaZjkqBjP0ErX2gW2ajuGMpp5gFN9Q4mKZo5mZWpk/QnO5yz4nLf0VzU+MfQS8mWNlPU/UvxBzUuXmW8y5c3OZxK/MKIB9Ddkygw4mWr+IHFyPn/gfvFc5bj5+hvEbja5Y78y1udcRdvqcv6iowDn56jMK1Xo5v+oLXbn4Xx4i9RjgHlxFrOfzHtiLIQCaId+oqGh88Xt71xCwUiGjxb0FOdviB6lyVR3ohxel8EU2On8RAIasvsjAF3yeo4Iush3HALrbrXjolpHCZQar574lDoKpVoCPk5v2eIsm489l7f6gBj4ogamlW9twQ0YiI9xBm/gYFKTGpafpFW+PiNXOL4mFvD9xMAFf4vmC8EMI8QvhWbuYVbmoWPXpgK444gpSq9x3fFx9M911BukWernCVBkYepiVkhgC54+hd4Ja9SswvDM3KxOJTqHNRpOQj3OZWIyp+pzAzKJZ6l65nGIx+l1PX0/ca7hkhDz9UwNQoBsLNq4MfxK09D85/uPFR5olc3F4i5qOsTHBUVYb7gIIqLkGKvMVtwnVdToWNP/IxlgBbKZBuM3gDnAP7+IQ1OFxf0Xr3GGQ2bYW0fjLHUcDL8navOPtKYnKsi1cfxGpawPwBGKrgH8TEB/ty8RQ/iDZsWlTI9nQRREWkbysn8BHTJG2F40uDwQFiaJWpdcSu69XBnFV0QWNS1RZAy/UBrHB0ZYATccpDyzEKOTzC7rczB2fkiVtMqLX0TYqD/P8A3cdFbp/uJ+2DkgYuNarPuBDc+YtjzBBcJAVv8TPE4pxCrxCr4nyMweY7crCnne5bexiY6mCczmfM3x9PE0b5lfnJyRh1LprH2nuDAlwEXG5eZc5jGcTnU+PpmGNpB4fpjki6JVujuYOpxiGxy1B8w8Me2DzFs+Qs/k+Zi4m0TWGVUNwdai2huWgV0riNRjez/krDnoRX2soQSCwcZL8SzdzqM2jlW0gJoXo+Dn+ItiShdLj5SnA1O+Q/g/OowC5+0eOiMpsayQVkwHLxGCeSvtErE1JBVWmT0/1A30MKaryfxElGi3Mhg42Z3iVgK9t+ZZmqKupkBfzLXk9srC0X0HeYhhtBZfmGQJp4LGV6bgNdf2DocvmCVe827fvAKr+CDwu5lAOYS72n7IGyo1RYyMw7iiTNDRjqdNErFy85mDFxLe2bv+oLWYVviVurqcw9Rhk5lW395zKfNx0jGnJmOAxOSbDEeZsNRnFzijluckWXym25gmsQpuNXZFlz5lnX09S/H/xkxf5mZ6lVLOMwt9+ZniFyu4Ft3MV2XJ4G43rueI4PZqI0Q2CRywGKY6mAl267cx5LoeOoATM5HMVFOitzBMA6iXVxAGjAtUDqf2YSkJiDdcmG/RAsIG2zxbAOMVVhPRxEyoCNva8yqLRjzEOS6B+Ji5ZymVrwfqKwOnFXFBHJwwEdGC3kc9vmXUQChcRCywf3KpbdSgVdOKxCxQBa8TaMIVlxefQ/iWW/CLT4P9iKI8QPyeX8YlPi39AQnTXmPyH4lW2Y7ZVsB5iR+a17l1yJtpvuEKKqsPiVu5nz5gYP5lNh94jtsi0zeo7YdQ+8wdzbDO5xU2iN7t6l+pQ0V7lN51mUuuJshlvuaoLgRuo6j4TkX8TF3HW4dymnqO8xO5+kXEucSqla+mPr9vptz1NV9Q7qX5YJWYJLzEXEerab8uD9sFG4Gs7iG9I4yfKDgm+Gnn+/hibeZYxqCFdF1cE5vD8RoN5/2CVM7ZfEcRYbSFi8MoMpGcFf7/aldEN9j+gxgjiADoxXFdFQglQKwqpUVQZBn7uXzEA8bmXcbpbH4lRl1ZXcRRS6/wARU8Ohvf5lDaK68zFEDjUy+c4isEuACndvEaDlTeMHfg8s913BE49juWRPmNp/O/UusAb9vgJ2joN/PcG9SitVcXOk/EAwC2iv1FZv8XHbNuP2QLRLPBLGsTkXAPwiEBaTg6nNeZvP+JRuO49BLmSXm8fM5hhK37g1mO7uXeKlYTzKpnB/ENQLq4mzmpWIVacQ7+lvxOvM8fTAnM5zCwLxFgxPcdEaxU4WcS5kzPX077j9AlS4eiZrj4hnr1L19Kt7mKh4SZTURbqAQYPgP+zCKK3mn4hEjvG/3P3KxXSBHg4J9srg9y2EoKvfiVw1a8csAtQX3Gud+I/iL5leoEqCatqcb+h66IF0Ads4IgNgSwVu46sn2mqTnDLupjoF58Y5jwUAACgo1CWX5Sm8cf3AsGquPidTdkb2dYhnba/cZRVeQrc55wBBizelG74PMDhYFKXrHP4CALIO2dK4PEISPVs3rv8A7K1RfywFWpT2LcMp7gOUpy4qJuoinvogxQqV4Y/1QumFPTj+IcqTI1Gg5dfog0mQt+o5iicv4hjucS1YiL49R/CckTMQo4h94UwzzHW9w16nEy+0Mq+Isar4lfEvBRKwepVZxNoBzNtmpykc5QLLZlsi4J4IhcxiX94ep8Svpqcx+vLK8zjmHx9pfUG27uHMAgeJdVAxBbdSj1KanK3C4NvekJ0TmiBEIB2OXqLV5pmLgZaDfuUTA/mFu9w3Gqz8R9MU0YOIh43HEDRgx43AHCnPmMkFnk+/UdpV/wAwQKuFxteEsXz4lSNlGGvXL+I1xSltilANv4I3KjN5vMs+WeT3O4Ctse8zlCjPAfkly28YhnBVUaPvvxuOKC0rC7wbTo/qMTAmgBLtfweI2lVKoU2Dvz4ILb9m/PKlQFyxC/zBbSC4EhsGdOc33XPmOyFOeT559dwUBCsVye+iGp0OhV6+7HWAdkKj1h+YLYIXSRlPnKHkp8BtdMdIIiQutRMW3jmN5bPvLuHcM/BOTefEdHc1m/tOJauJdkuzNVA3llfqD1mN41mOSG0NVVvmeuo6v4nfTAc+IPqAoIYpOfmc4h3O5gqNXDnMJx9dxamLtQhqa9xPt9SEK8y+AohcHXEGIYGVom8AEo00QIa3u8ynQK2nj5ZauoquWC8F1/vUpTGdFGoFW/mBA7hbSnBRUCx1r5SuYEOL6IF3XzM9RF1n4laUX5PEGjwumtnxF1wEXhV5Ht8e4Fa2rtS+38PmXtga7UJxreoRwYgMRqRe/vMLR2Zdu5bHRWIss8EETAm+O74/mIEtsuq7MbvzcxS2XoOmsHvw8Shq0i7OY67CgYAmTqviHeJaA5WMpbC8k8MbfEthEKErtVfr8wSVwrbHfB8S6i9dwAXeD+YBQGe2O9wCriXBsLUvsuyYaZsryhLGNUAlyh43PIgG956mGOIl6lQxAunm5WGa+lUZjkwQ3WpqtMwhj8wwNWSysw9RuxuDjE4VmWfM2lTkeYZquHECBuFoeI22WbLg5hjEvbMX4jtqBM27mY3zP5+lfEaUIZodvmXZa+CG+In1cVmX94XuGwhV5g6oIRa2xCngyyla/Eta4Y3X+4gK2IvuZUdYV/24FAH7nOpUcFXHp92BrIpyS2pe5DkLZ5YZ9y7K6gbGbc2wZ3+ZSZVwM/7MWmBdXTR5/ohSyoF5Tj1/NQRViXgFHgRt4YE2zD7x09d/zEjcXOYBTqx/BLeYV+yDTWWuQfLxm0aEboeLZnl8w9yxFfdz/tQDEGB4CNwp8y1oN93BBRaBatdUxveKSlOKvH7gVCg1Y/Sdfmt6S/v/AMg83ELDg4gzwPiZNQg/OoTBxPEyRK/Pmd8ifciElgrQAqnkjisynR18SlIGcrPwgtRwI4fiGU9zAQozUvdxzoq4bbhVV+ZyNbItBiICpu3iJgre8QLLi3dzkJyhDDMPtNecrDXUNTz1N21MVVTL6Kzsm8xN/mfMtrb6h9MmmGIrMcxhdQIeZjmYJSBbNCsdrV4jDq+S+/iOEVW7zcJYuols5upUKgOYGxjs/wBRzIuBuGCUuzmpVtMGw3rU+YAAAcQUZy76g8AXyvEIRoBHALgBaQrPGP4PzFUX0Nb9dQMAlSy3mzqYKoBsNXW9VAvyfyhUNQl3BZ9EyJyn4R6CI+9ZkIQ4HAQxOSHshEKUzXC6eyKdEAlHrg85xEPFEBz0g+9+4AtV9U2O774idi3tZkba9wxFcTmGYZhlNywM3/BALkMOGtn+/UzEw9p2eU3uq/kib4JShe4I2G3THBZVQy3M33ODH2nXUbtY64l4hrNYhlYOONTTUxCaHiK0TmaI2DmyGFKw5hlibP5it1LOUAVHTGk4jphoMaWZZ5mo0mPpf0z3j6fE+J8cTjc8VPUpv6jCn/yeUNLuE10IvW3+IyVEoeIZWp1r6ExvMQbWNg3OOB78wbbD8zNNRyrt/mMkvJu2G9RCoiwPJ1FsfsH8sA92rJjz1FAy6/38xEqjQ6wfyM9gNxlASnEag0xza7itXIXjtf6zm9m/U6Kv4ibl3yEQyAXZS1iqsiBMJP4ZP2nP/IYa7IULdFd/qI15wdK+W+PHmWjQNZxx4MEOAY8YmLULQWRQJVjYwCABtOWIcAp6Vfs/NS70SnN4Y/LMV6LuWnCRuQza/vDb3xPzGzUd1KOTMYJN+ZhCOHUZp0eYa8x8Rz4+hVgTuGXMrNz3Mk2qPvqGK9Shs1K1D9sDcxYYUqNjiB4AExFrcMueYl+Uo26jvxHBiG5iPBfEK5I1LJtlz0TqfMPxOpeOJfEJSjLicf3FUyGY9xQDXQF/v8/QcR6zHWYzVCmLzj1CBsVnlKzfwkwf9liALp2/1Mv06RvfE8Geu4FgFGA5jRbVUMD3XPV+pbdzPi+/LMSh+ZTkQIpu/EVtBFSI36gAaOQwd+4UB5MwbvI/f0HcNP65jU2fwiXYshleo434gGyMm7eA4DoyxsxRwFjD/wAIw6iqdLi3g/LFQOiFUWhXxU11r7SgxFr+5ZdELBq+DliYsLlzZ47jm7yX1g/uI1DXRk6b/j/yXSKMsR0JV0g8VVxj/qyz40hnJmDFumXd7b1CqLspI3TJxjU7QvX8RxOS6hkqXUfImLwkRrDE6nnmYOTNQWXLu0HGMRyof+QqAAoXmp4cR3juO9zm5tj9w2M7lpFYHiN0tgzEoanCFCB1G5m/BOLxB+mLjX0zMu/pzK8TP08XDL5mod3zEgjWOL+81/Ea1K3uLWVolngI0DgKXxONRTc08QyiXsmm6gFeWsQqCdBV3UOUtWXjn3+pmCDQvZ5gKKY4gB0l9EeqCZu4EKC8BtgM3ZLv9b16joZafDVWb6o6l4bS3/MBTdB78x3jcc4kM7fGOJdU6Py/uUhEKIo5a7ltULkUFZt47uJZTgKS9tHlzqaAGsvIN0ed5e3uZtbO3t7fMaaYgOSCxaAtVwRz3TxH9v8AsxKtnqP5YypyFGvfHxLIC9Kdp0QpSDRT6v8AmUMrdQAJQWiXjwlhvUVvd/3MDUzkX94a53AUd0RF8UwDTUyF8Xl8f7mNBGxGkmHV1rEXNp8QbOLhhu5h1BMgblZJWMsEdRc4NTTi9Qut8QGr/ECuY3bXzEZpa1bLGeoCzfnMC413Bl9QwJuXihrzNvH2j8piFYVdxptI/EMsM4+nF3ElYlQ9xLjr6rOiBOIRJiLlqVWKaR9x/me0Nm4LZfEeRs5IUPc9QstwOcQMjawaya7lY9Fi68/1BSrbgo7/APCZM9Sv64xdAA6CFIhT5rcXjEv4bTt8sGk1KsPS8sSVJtgDr14+9zYdwfsjXs0IUlHR1EQ5ObX1Eda3n7mBv74dTD+BSU4Mfwy+q6Flfubow/qK3eIHLPIkr/6QGg6VZDMBXiZQtaA5YsNpMn+NvmIdInNPXnqXQLc8hl8HU2FLSkvruYK6UXmyKndimHhfcuvUb5qf1GROnMQFspSat+43lgF66lDaU8zA5qbcwWin2lzxqsziDVMBzP5+Zbi8v3l149SlyGZzdT5gt7mxjMMLcxfMcLmVV0xGGYu7itXnqLhiCxG5WbzUFBNv+QUXzLQxDbiLyjrxDBTqBVLCOpzCL3MVPsVLjcqVGKdx1DeUKjifaV0xZgmVVEItpnpsfzHWVqpQNQwrk+IOYW7ljDq1o8sWldXjr+CV2YDlx/5+2OblRgy2wcd9sSwq0cPl/v8AtFQoxriOqVIFWn5lel4tl9TGpPUzmUH5zv4mNCarFGHbXP7lKwzxqLK3ZbfaPFy9vMzDnlA2VzM+FHZJwutEJN3jiBqhT5gGqsmymM/2Sjw88MqiOgND7oY4XMXVBVqvGvxO/wDrQl0pwYzbmDEDbKPCufcRasEjlqkfEaq/1l0RIQfhnt5/BAAQGgVFRx+tR5FNR4AhQ0eeoP8AOjD5PB+dxt+yAvrQ/UG7Zs/JGKR3LL9y9hcaxqC7gVbQ18wqbhqDmtReJi+oiybgqzDhDPuKhljnyVmeuPMLvPUP1Bq/zBsa3Ub1snmsSomSp/5U43OJx3OZnc5qVySlL/MJx9NaZviVzB7+jVR9RKZZ8xa1snEJU7gwwzuVNumAOas/IRuMTAqPcHmF3hlh3BC3UQNC0Hf9/qXIAGstX38b11Mw5VoNH/fMReSsV1MmTjmGZEorFBMeNLt/0l5RWVN+BzE71PY/Bx/swLaTnLiAqADzOE1AGKcFW36Yg4xtnZ+iCsTOkjBHZ/D/AJHnk3ES854jVo+24NA5vDnmL0Vz0+uouJcyuXZCDM4G58/8+JeNGQL+zgi5++W198Pj7xFMXAr/AHuahL9RG/8AsW9D8yhbAUpUeXiBAXRye8df7EKpSl4cX3fLf+ZZvnKZit/xmOtkqFab7MdtyG4gL1K0p/pMz5mMzErpf7lA/EV0RYkOZupXPMHaYrGL+Zd758zit+ZdPiOiW8TP4hZfUyW8RAqjU4HzDVwazEznqd5mINvEpvB9orUI3fUFHqG4eoauYgXcrzMV9Hc8zmLDXtLS4tHuEyMFiQ01koiowdDxP5R3iLhlTBoELyQtXXRT/P8AUoZlIYG8HviVgjlzkOIPYXREo0e4ahhxFC2IyxV2mBG31C+QVuPJ8+vvL9m3AwBwQjJGCJW4A8oCrD8+Zg6xKaMpu95Ycc9zIjoHepmucI35hnJj8of6mr7ly8aiMdhMk1HAGCmUgS655l+xB0PF6YaqMra32lDVLCDafHqImwFNRQp2LEgXSFPEF665QrMIvMUGCv2y0gCnTGbYyw023KjTdpWz/cEd31FcSjLBT6S1RbPMBymKTVBUWb7mE/Uvq42eoCJiswUPHuCYuEGAmha+IBzqX6YAalYutS7ccwXIkBR5qac7nA5lwaESLQglsOeZT3XcGJnbmY5igzYpyTGvMDP0zX+/3MrEoqY8Q8fTWZlJeY1A4GFr7R1iHOI8Q3HX0FG47Wz/AA8MHOSO4GYRE5IRlUJk2WGoxXA+7/X7hwQHjqFdlpLbVULhV9twQHlV6/qCqjOdXgvOf1KEBrHV/n9QSK1qsEWkCmFLHEoDrEwcuI9xoWBYfKVTRzOBg4fEopNX99zMel3rKfzMB9xLRCLJ1FYcnUT5Ygid7mYZ6dRPZ6jVeYyi01CCrmaA1kfnqITnA/hgS8LCWZ/cNWQEv99zO2b8R5qrE4UtbRy3cx8q/RDVTwur/mWWfwA8L/EBcCAz8dRYq55j2bGpSlQDbUjwxXbou6/siI8E3fEKcXTBuIzvPmBh+h2ZRllHfiBxNGG5hLm9zSuIe1xwjFu2vMGhl6LuVSYZJnlCniZ4mvfucCk5qKc/XiDbuLQU5nqbjLwKz9HUNHl/EoqZMSsTJrcvc39AvisBtW/7+IgkVbNPTG5sZilfdBbFuNXDRWblmSbjuHdtncFPCB5t1g596mbE0Xto6B3jnUULYF2rm/R/EdswqkvoMEESfMKgLq4pfdxvVFzFlvmUNjptRmvRKVnH8I6DGf2kXsGw+EcLh7MTBt4mI9zgS8Mstx/5LVsjlmHI9MSCxQ3KQKeTKvl5mBFxq9LG2OprBKANwS6Myn1/zMpiLftUt6rQxTR95gW0lMs+l49RlSrHBVPYf3mCwY1e+41q0XnE3pWfxG0v6YaYT8mH+IpjxeDM0SW9FRPcDVXOI7yTG2GNpj14m4K34hrH2uC1iK9E4uYCV6ll1KILqW1c2ys4SIjVwwI5wjLl/SoHmUhHP1d9R1Nn3/iGCccSrMsDO4Z5nGYYZkp5i3XTq21uH419pb6DfcSn+kxBpJgNxuJMUrb6vMQIeyRWcBuuuu4iTWF2The06ICuYHSXcKcVeHmWlavY5PKwg1xAFmHUapmqlW0ZditRymEsBmLtW4AreV+cEo8RUPWT9R3g0535JdELxcQbfxB8QcxJXuLRncwyxhZx8xoVdomccHZxLaCxKaV/sQACgCqqqlprUF6iNNxP3uPMGgus7f8AZifI7jQ6rLyUfaEG/P2moeIMlcw5q27xMFe63NH03c+wOH+I2uApIqbobHub9QUx9sQRVNRWaJxCGHNMPxHbBxep2ajhx7gu+Z48QbOvcPNRrKDnMWGecxybzEzviXh3NWXHeIb+lMJzGGvrmNxMQ1L5T1c4+tUVuE/E1mA8JkXSbGZmpeSagvUzm4bT7LxMDlUZh0peIrgeP3L14azprp6eNvMFNi4g2Tx0/L8SugUKKweBHAUuD5AfzLI2VWGhcCrtY8BYqUdcQ5o2JocYjUFVtVy+p1xnuYnos/RA+Z/DLAH/AII/xM3rE4xHbDUXWMzDFzm8ReblilQ2X8WPkjEoUe5bUw8weohCDKrA8zUg6Bf++Ymzyyx9o+IlW+PEN01qWIoMMQZCf6o+119C+tC+YK6JXxMFG34hweYc4mRtiKjgEUufM290zOMbiGQ1LUz3Lob8xeS9S7x31FQ3cXceBdM2wx7Eh4PomLJ0ymvJ3NGZxiHcqa4hOYw+nMtY3HUHA8xMwojQSiXzUOY5jNHcuFs5Xvn5cefcKU5hLpj4I4FrYckuzZOmWg480QSS/Ao2FO/nzOzOyysSpTM1KuvQL/M1l0Nwc5wR4nEazFaWDymjWce5u+E/UA8oQAqim/BBbHj/AF/caU7R/KbPqDFiCUxpqX2uDXEusuupZFXS3+oyfGIK5k5/BKfZu9RSoqDizFeJlsC5bis49TmpUsynh/MfKwpL6xwjpcR16ZhN7Vf7jZS0aHHNfEp9ulx0w/7zLtPrXzmemH+JQ5uWxsWTB6Q+XfmaUhYCsTgVuoVuVxf5hYucRU0aYIWGO6uOEzKq+RlUI5QkN56l1Yw61KQmiNhgucm+IlUGzuAGC4GZUqGtSsxIFVZOJzPMf9f0PvuVMmI2y5teJp39XuoaVBsTYwmAmh9307+8DTiXiz4qFQCFoq8dPEvkVWYYHiCUBcdsxt71HTVz+3/Y8+J/LiONQrF3PEfMa+PoBalxo4YFS73ABGLtjPBPZT9cNvXOn2nQfiCq4+ZStytQTxBevtLwBDDmW2cRC3uVFXKDpioOjJf++ILste3P9SlVt2f86lQDYL1tmIBVS3C5aiQrIIH07H5n8RXW23w9Dg8sSiULfe+m+feogWOdQZ0A3REFxr611YR9af3OLqXzRTJ7ldhczBX3LTlhbB+JeYI+o4XzArOI0hqLm+iLebz7l38IPpWIG3OZdsW+Kg/UB7zAaiO9w19NdQ3K5+gYlt1f0Ff+THUZ7J9vofz9armOIVCphmY65WDmHaqu/HHwc/eK22GlWJ3fUNjT3BnVD1uOeuvEPjNHklA2vMELNHeYhdFb/BMXUR4ibzO2YrL1MOI3L5mSrcZZVo/EusjL5lEBbKanE1kz4Q3pCJ9xlyGSB9Aw3cz3+YN15mgR6u4i/KuI6GsuuvEu8fYQrWRINR8D/wBGOK28oamBx4HF8ECcIoHOtc+3uUA1VZYcvxLBUbjotQfUs7IFK6zzLAPyh9Nv1Xph55SvxEELxGRP42ctxfuQqXk/qWacwgu6YIe4NWCOSzfM2HErBAHeGIf4lWvqNfMov4gFx5nNENb9xohdYhHcphdQWxboUjLYwnxPc9fiJcp/P0SVzK8fTE9S5945yz7xsghbc9vw48fEyC8xtH7MoBeYHJStpsiVs1QhaP8AMcHkggpdcmN/9mSGwCNr/wCzbiZKidSsYcxdJR2uMWTEN7WmWyrA8/aBQZyIoHlr3DTZ/wCSXrHYJahHDcKmLIPj6GBPQlF3c4iJ194L89vcAQdSuBIreeX7idYlE75VCAwQPf8AMXaiCDY333LxcqoDL7igbwWsYGVfwqEsW1OZp9ScqFmYvTPIVDVzkf77wCt/MDzOGXXxDa3FVXLz3ANJNoZcbnGd3DQMC3OK5gx3viJ2Zjic0zxccp3PJj6HiFQLlZbnEPLMDDMR0cTIXnMx7ZYz7QMbmKuYvx9Pie5qcS5bLZdkZmom9gByJKRQYH/VOyUWaaIaLv7xEzvGsEaNLPkiX2H2lWROdusZIS1qobqu5e94hrZmO4sQ9sVlZgzKwYzBqVycPfsnzLJah761MhiqUOqLuj7sf2+h+YOOosvuCcQcE5xUF24MwqPLM8cwdbgcxK6+8AhS7UdxstImA6i4nC3KWV1/MVlWO5YMsG+vZPADllppVtvc1Gaf/irzKpfD/wBCCgmzFym809wsaY4p/mdNxbYCKXBxniCOOYTWcy82TTc+YZXMyZJbyRyblWZjuJb1ETmZ5Zd/Q3DT7nXuGo8TR4KT4mxNponDOItx3H+Jx9P5R38zkhqG2cQg18zTMyNmpeFMk4QCmIAAOf4jirGMrmgUhR8QlcH/AK+k4hqaE0YxozZ6maX4n5b+J+Z/M/IT8f7EwY3u+SYKvo3TNahMoJxCYY/5mZBc/QNema/H0N3mi/tAFRWk/Yz8w/mJRtuaEzz7gAfJND4fqfnH6mv1/wB3pEHS5q4bZ3Le+ow0h+0/lOoTZCPHqOz2zacw0+pz9P6jv4jGOvtP/9k=)
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Dendrocronologistas, Paolo Cherubini do Instituto Federal Suaa§o para Pesquisa de Florestas, Neve e Paisagem, publicou um artigo sobre Perspectiva na revista Science delineando o uso da dendrocronologia para determinar a idade aproximada de velhos instrumentos de corda de madeira. Em seu artigo, Cherubini observa que a análise dos ananãis das a¡rvores de alguns instrumentos pode ser usada para determinar o terminus post quem - o ano em que o último anel foi formado.
Ao longo dos anos, o valor de alguns instrumentos musicais de cordas de madeira velha cresceu devido a reputação da pessoa ou grupo que os fez. Antonio Stradivari, fabricante de violinos finos, étalvez o mais famoso. Mas a datação de tais instrumentos provou ser bastante complicada - o manãtodo mais preciso, usando datação por radiocarbono , requer uma amostra, e os proprieta¡rios de instrumentos valiosos não estãodispostos a permitir que os pesquisadores raspem amostras de madeira para teste - não apenas estragaria asuperfÍcie , pode afetar o som. Como backup, os cientistas se voltaram para a dendrocronologia, que éa ciência de datar itens de madeira comparando seus padraµes de ananãis de a¡rvores com outros objetos que já foram datados.
Como Cherubini observa, seções transversais de um tronco de a¡rvore revelam ananãis, um para cada ano de sua vida - sua espessura varia dependendo do clima durante qualquer ano. Portanto, todas as a¡rvores em uma determinada regia£o tera£o padraµes de ananãis semelhantes. Datar um instrumento, então, significa descobrir onde a madeira foi cultivada e, em seguida, comparar padraµes de ananãis com a¡rvores que ainda estãocrescendo la¡, ou contra outros objetos de madeira sabidamente originados no mesmo lugar e anãpoca. Em ambos os casos, a melhor estimativa que um dendrocronologista pode fazer a respeito de um instrumento de madeira dependera¡ de quando os últimos ananãis foram formados - seu terminus post quem. A título de exemplo, se um instrumento que se acredita ter sido feito pelo luthier Gasparo da Sala² tivesse um terminus post quem de alguma anãpoca do século XVII, e sabe-se que o artesão morreu no século XVI, éclaro que ele não fez esse instrumento.
Cherubini conclui observando que a dendrocronologia éuma ciência inexata porque a madeira pode ser armazenada antes de ser usada para fazer um instrumento. Assim, os coletores precisam levar em consideração as circunsta¢ncias em torno das quais um instrumento foi datado.