Termo de Encerramento

Gov IGG TCU 2021 HTML
Termo-de-Encerramento-de-Projeto-IGG-TCU.html — HTML, 304Kb
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/*! 
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 * https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
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/*! 
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HaH6lEWJI0NhJCwg1qQ5nWT39V/6+v6klNqoZdYBPi081eqfoJ9y4+3fTHrjHHU2voj0jEh51HtxODxuC3kaJsbyWaKvwWorE34ROutg+XBV1jA5+lq8RV0/yu9jf+mVZmCP+uzfG/6GUfdfmfkXlzmt/UzvN342UVmatGmcLN6lI6o23jby1K6VkULrn8tHDT/LtaH39Bk4Uxr7C/iJYV5HuMIf40+stoB7lVRJ/TvFfbz3d6qq3immm+CVMwvbATk12vyUGjEWTe5lufey5ZpkesDYGLgXygP/BkIBHYEGgL8EBroCWwWg2rIXWV+qhaq6qqX/WpTCXq6nJlyTIJHuBqf0g4v09Yn4xDTFgY+emjKiPPEudrSo7l9qZpzrl2iOQO6s4/90bLtHb3kPNINE2dcI7kBtPONjNXDlT2OEkz5wQGvpWfovRCAVmHfb9MyWC+TCsida7FCe/KzxBKG8693CL84+deLhRIc+PJ3ubecE/D9q9nHmJGq9a8fzQ/ELemnYu5vXl36xtvtKYLTkLGlQrinPPDvfpwfoZ+Sb/IZmboHeEK+Rmlh36Z3SPySk+mUMiV6T6pIzq9Ax22zh2pU/FfWuiIrkY83SVPF8P10HUIB11NDYlJXaymRup8VOimih3ZzFRHh9Q06aQoNcUm/T81izFoYjGpabTJotQsNtpC4/RIiaZBEtGkhD5GNCnR6GNSsu++JF6VnL8nOS9HUuh9jeZp6pdWNPVL0Jj/7zGWNk1a6i4cGs6ORbOj0ewYGHVeOnmk2bEP6vrUoYIo6I5ijB48dET4A2NOITqWcQ5FM/pU9/BDysOi3B3NTJHh7GB+atgay7jdVnc2eiBTKPUNbEk+MNb5e2NtGXhIZwOisy1irL7kQ8pJUe4TYyXFWEkxVp/VJ8cicqsP5KdUki7sGvZ8idXVYtuOtrQV0o2h4z1yD3e3NZ9umcVPl9dJnVlwHo2mnXogSl2prpQo4dUSpVVIB6ul5tPdbS2z9PVqKYR0QzRNzPETxROkOft8xvsr4kBq/IRYcM+axf91oJZ1rAOZ4jghOadzb87p3T2UnwoEkB0Vt+TsWMnV1WXLlWteciOSO0RSUe4JRW6nyNXUVIX//fxPVP0u8RbYbK5ErQgdJ8WC4kRygwxfhMEh3OvwUH4WP6zE/4piATdYpCYtrvRRnbZpEq9NxD2vMH6iGlXXYrzqvStxSXFlSe4dYrHMeys2LruVy2kO51OrlCeVOEnht/Mm+C74LvgEfEKJW2GDKyzJa9Qkr6vN8IA/w1d6LZj/BmYaNvcAAAB4nFVUeVDWVRQ99773fh8h0lQuQJaCyyRkJo6Zo4NbYgvgvmSgWTKApojKiIkrCmquDJLglrmhJprzQUha7tkoS2puFShmkJNCzaS5/V5X64/6zrx5873fe/fde965x5Qi0JQiyGxHoG6HAMDWyqh7NLtJtk6+BT6a+QaAkn8HUIDdlITd+BpHqEFO7cF+eHESzfEa1iEdOciCg1GyshiDBUbWcyjQetERm6BklMneEZiNUjSjAPsr5mChOiunFqIxQtAbA5GMZRRlUxGLap2BrojCJEymuXakXW6z7RZsxX510j5EIwThfUGZvWUu2h/RQU6sRh6qKfuJIvSSW+bKzvWYgnwVp8km2HuSQTCmSw4a0SijQxwm0eNRSwGUrvpKlM12rz0mu1ogDonIRyl1of4cbGJttC1DM7kjTaLmYR+KBSU4iMvkZxrsFtuAQLyIN6QeL8rpkHIfznN7CmNGWGqPbvIlGV/hG1RSazrMycbPhJte5kN7Dk3QCcMk2+1y8he6w7MFc9QJHWn7wF94WfWIbRzHVQqijjSAhnN7TuYNagp85MZOgnFIEr7XSPQqCqNi9uMKtVnv0ved59wr1l9epB3WYj0OU2OptBVNpfl0nq5xXx7Da7lG5egd+oxnrFQ9GhOxDLtwh56mV2kQvUOJlE5ZtIryqIwqqY5781CewPUqUaWog7qPYIieqjNMpvnIqXNHusfc79w7NtxmYpDoYZ5kvxobpLL9qMAlQTVqyFAj8he0omAaRjMFs2kZfUoFtIO8cksl1dCv9Af9SfcZAoef5WAOEbTmKTydc3gdVwgq+Te+q5qrEBWmuqge6m2VLFllqZWCInVVB+kKbYXncJNrNpoCs8scMQ2On2e+D3xOP9j8MPRhlQt3kZvr7nO99iqayhsGCQst0UOyHysYL++dK4rbg7PkJ9wFUShFUJQwM4bGUwqlCZMLKJ+2Ps69kA4ISxeoXnJuzC0e5/wSd+E+PEAwmuM5hVdyNnv5PN9THtVIPamaqlDVX8WpeDVNzVC5aq86rX5SNeq2eiCw2le31CG6nQ7T/fUYnao36Fpda2LNKXPd8XUmOplOifO75xVPhGegZ5AnzrPCU+w55/OuqPMoivAF/vOjK2qe6qeKsJw760Au53LR8xiMU9EsSuUCWsSzyMttTJrTnbtTDBp0O+H6BG/k29xdRdNbNATjudM/0ZwmeqdMPfRR3NQHpLZyiZzm+NFsrnf8sI/A3eTO4+plHaZO4bKqJo/ehB+0LzWnm7xdDRQVHNQRZiSC1ToUqhSahSLuB/je91kqOo6hneILQymc/lIWimNERV3VNWRgAl/ETenjRfiYxukELEdnSkcttklXtDeTnFCnKX3LSXoJP0NesN4h1XWjNqRMEyygOJXv1PMlpKJC+6JKfSbZV3ChitYNZjAlSgfMQiZS7DzMMCP1GUqAouFoq6+Iu6WrcB0s8xxxlVjxtGLp7lLxgd4qWlYCRDlRooth4hD5gjXiE1oUlCQ9PkJcrBxeZyiXIMH4k7gOoE+5gzHKbkOeTcAkm40O4gdZNl0iFuA6VqCAFrozMRnPS+dUUZSJ5AoTaTvwEr7EQzj3/+8rbLelANwQFMqfCPMllugLGIKedqn9XtT9gjhsHt7Dm/hZqrwlN7yuDqGzG8Of20g1WeqtxiC73bYkXyTaDzAAB7DVYzDWEyZvvJfOSL0zEc+D7TQV7yYJDyuEhV7CVqr4z2KdojP0XSyVns8Vv/lE+mandI70vnnqb09mxV8AAAAAAAAsACwALAAsAJAA2gE2AX4BqgHSAhIDRAPiBSgGZAeQCMYJ/gpiDBANgA26DtoQQBEMEeYSdBLyFAQUuBVkFzAYEBjSGkocNhzUHZgffCC0IhIjTCSOJWImuCe+KNYpuiqILHQtjC64L9Qw5DGGM940vDXANww6KjtkPHg8nDy4POI9DD0oPVI9bj2UPbI+WD8APzY/ikAaQGRArgAAeJykvQmcFMXdP1xVfd/dc187O7s7M3sMsMseLAur2wRQETkUGQEZQUFUQOWSeKDgBd6ieTxjFI+oGAnHLrCCUWKIiQeRPB5JNEbyBI2aoMQQHgPs7FtV3T07q+b//t/PuzDdv+np6a6u+v7uX9UABMYBgOZz0wEDBDBsKwSNndsEtu5Q81ae+2PnNgZhEmxlyGGOHN4m8O0nOrdBcrzFqrIyVVbVOJQqpuGDxYu56cd+Mo7dB/AlwXlMN7qC2wU4oIAfbLk5N+MFAPq/7q7OtHK9/V/b1dn6VoWXBQ6wEHAcr3whiSLDICCInbIhrZGQ1Nu/xw5qRqv0J8iwnQjamtUKo+rSZyK5yeaRXOekvk6zL1fo7OsEXZ0m/tfXiTfQ8nV0kNfwJpjLxW0VsoIMOB6JuFEg0tVl7g13NA2f6WfaWoJMC92ub35z6IfD32xiumH48OHiZ84WPwaAYFXxTDSXexuYYDJ5CluuNSAwfYJomr2wpRs8pot4b1vCY/p5gDGZFMMwz1s/uiOSM48W+o4eMo8ews3r6sTNKcS7gSFA0gjcAJhFVmv7iPYWXsD/giaEH933m0mzXrz+qtqTanIwVzzzRfg11L94v+/4/pm33b/7Z8XKYuqbbVpJ26TWoToTSbIJgU8irZIfYyDe94DHmPP03v7DPaaJpmPi6x7DoMTBHk2jxN9tQ5bRdEOv1JH+vM9tdw7/favt0JC8tvtrgNVam8X/WkLhUNBEfdfjzq4+qfbq61+cNemt4pnwAPzziy/cf9us/z7e9/4Xxa+KImn3xuKf4A1gH5DBfNLu7TIG3U/4XjjVzkKmEyEow04gIwa/AfxIYdQUMAdcDlaDDRhFG5THH8RtO1I4ctA8hMcZdJGtecjsO0SGfHhTfLvAQxuIuImxfY37cCtb8NgGeKH2ZNi+fd/Uc5o7RjD79i29PTspev65tB/HwF60EF2KsX8S7cfoErSEQZPgJNyUGoBi3BJ8UpRdcidB3MGC+QlonHRoeBNYirtjG7BxbzTGyI38bVXBMage9m7fTq+LoQ7X4udkQDu9bgSRx+p0HmYzYDfgczaw9HmOFgq4j/FFcf96jXeb/sK+ffuc8Qb9f0XteLwZp99eAEz/n7YFOlBv/5/sVKDjAQYi5jFmM4OYlQAG8DcQxOfKzKcAfYpxsBG3iu2+Gt+t0zxyyHTGdB03LFe41txLxhbzSTeQoDe6QdgC4bN3F2dGub8fC2C2md7/V9bi9mC8VcAiacFWhMaejXkhlmS5QFLTwphZP6XYIoQdJeCSLKCSIyCkqnirkmOgEQNrH97sw89Mn3or/+0rHcFX4smVPsEopcQXdlRReHJJkxwBpqqSLTlWuuTANe3JLL8O3aLcYrymc5KgRNB4/xnB06Nj42f7ZwdnR8+KLxIWKfP8i4OLonPjV6Hv8yuVq411/IPC/eZrkffRe/x7ygdGrNSkMWb/EaACFQ9QHoT7v8ISTXHpr4EGNGjbVj68XLKralqbMI9IJpZeY2T8Je9Eqf9T58SdeWl9paWqai+0e/KWrigOIWoaJrrz1nJAxJ6Kr5QCNu5671QguqcC59QdebA++avbCYLwoxdyh/CWkIWllHS7AhaWgsIWNHaLPXVGD5+KmgksDLahlPJS/wEQwi8ffhn4NZL8QfyaOXNmfKsW6GUaexZrGhvDxLbFLIeRkevKEaibvhEtzUnow0zP11TXZv1mqKV5hGVma6oFfvqitzes3Lbiewvffvydq+55YeOqVRs3Xrfq9AJ6G7LwpOfndBf73y8Wi7/Y9OBO+KPiA18ehhfDhV9cshZj/COsNI5jjMlQJwjrlktP7hGy11vAI2SnL0qdYlflGaIlFrGr0d3oIZF9noUS4DnESBxUEXxdpr0rk3ECMIXv2tt/gMpGTHxuWxSuCQpXncIV95YdJWD0EEfRF1M5G+sljlxLJ9fiYIqzOcRFlV2wE94MHHGx1BkR+offEH0FurrCHdAiuqkACljI0z+spBCUeJvjJKhKpK+7fB1YsmCxhnu8qsbSodCGhVgLOt4z5u2zH/ifxhXsNSevqvzpqa/PofKhE/O3gPsuiWopdzo8JVmmFvH7+ekaYSnLosQXtmSamEoGuCRh1TA5IZkknyYTOv4kqZJnTPai3bhVcjicqjQthFKVuDGN75AmNe4DjQRiuS6y3dtMmBiVbqj6fIje0JYMC3n3OWArPj+angyQY+Ta2/ClichQFDQ9TLQQ7e/vuhvha3I/cjd6M/vU0dxofjf3Mr9b+JX4WkKYoM5Uz9YXqfP1q31X+2/1vej7OPZx/HBMfVnZ6UdJ2RR5/vVELJBIxMREDMtKMZZgtKTZi57qnmJBqxdGtpN2AtKwbohUeRDDy2UML5cYXsvLy8Nv484nTA93o+tBCphwpK1a27vQHHQ5Wo1YtAulQSW8eytl0wIWvUdzRAJT/sTWStehvsJBy0cQgTfr9GE5HQtkR5u5TGtLcTNhVphJk3+p/zAQMKuKeC/hl8exI2eCAiwsw3xLhlaLC4KGkr1MS89ipAY0yr8Bl3+tDqsFdykGVSZYlW3HkDoZtrVizqVKsqU5FAxgqOH/rHCiHYUzTz785bMPXXPDI/AF/9e/ffvoac+88sTs5KZNYzrn7blu78cLFv3gkdv8b/3h800znnvxqVvOH06xmO//hA1hLObg0TJNoUQjNhnhSAJAwjY5Fb+B9TWyZqhGUpbrg8kEm6xPcPVajaZGotiQSZmEEVNCluCEnJ5tJHIeq3b8D/g6sCWHdRl+nEOvmq/6Osy9uWbyIghp4rSQNl5bq7HjrXOslXHmrNBic2FgfugK7arAWu22wK3xH2uyomo6K0B8P0igYOPG74YRUI/Ht61HVYNsZBd6CkTRxbaEW8fh5mm+QcjwlSHDV6YKfMvnpC5PoVSEcFJqjTDoS0LZl4SyLwnLs1R/ZCHImlmEn/rITvL97PqhkV44clv0bbgLjsSmwB5bKWmH9UN64b0uvHKHKMBcBXAkVyjpgb6DhJGwpUTQ5oCtBLBtXIrB/ImBNJOIJLiUwAhAyNaomiFj9GxfbBiJehZTOxfXa9FIJBGkmEpQTDU3thBYNeZamjvwroVoiPYkhtIIiiuhPeSRLsSSkJhkZAtqqrP5nsr7Fq3e/MS1LWcEfMry3rULL7kj0FP1+U+vfH3Rgvk3rC9++t7P++GNkYfWbblh1eOBR9GV18674aabUtt/ddG2+XMeGZb82V17iv/6hPgbMSwDTexvyEBDCYK8F4Haf8zp9p68xrtKhPO0Ce8RUkm/eATn6RfeI6SSxvEIQXRPFj1C8DS0KJbOcdWT6BGcR/AeIXmEq8vs9rxvhnqx+rC6UX1N5c5gztD+i2V8WGgBlWcETlYYAWtETXudYQMMwzIaQKrGCsxutBubjwhusGXAsvgU8LrM9qIFOzlOtisqW2VP1cmOXUWJL6iBJffCdlsT7OqaVmFNVZuw3kCERxUt0AqQiVKIQeTL5DuYOLiDfAdt13vhHRR6fyf2B9F0R4hW6DQ/MamiM490Hu20OjqoQ7ZuWI7Fss0wDKz6xs7GJqyGTVhfB9YU79hKSwdTPbSDYSsqOsklZmIg4nPsgGorHeqaqR2qne1QqxN4P7SDasyZruYc9Ady8R0qK/GMhnqZ5p3EfAEq66nTXEtLs6NPrao22GK1BGssxoLo/r6b0I9+8OqrPcU2OOfHzI4Tp/+4+DiW3ff1LaLyjNi+VdzTWLcK1C7xeyjxeYRfdcfb5xF+1R1UHyZeIKzuiMEXAMT9qpGOhAldTgaDCR9RtIrBssmEpkMgRLAhQg1pSlCRSVQgEXmElfGD9O3FYo5IuVYfVdUG3U6MXVVxW8X9/mf8v1DfUz+Ii5I/ojfEGL8c9Pn9r+tGQPcHdEPDks72k1vb+gbs8emGHYRuM3YaLHybSEGsEG2LNMiaY15urjbvNlnz/1qKRagUi2BfwoygiCfFIutTvhdhGzDgffjMkdv07d8lzSoHS7NB8qxAPD4swWgfFLCsKWDxf3CdOCzHYWCBcqXZIzVxTcourCsZKtmIbFuKnZyZJXMLgITm17HNwQYdGRcMGgmWGr0JzfBh7bltscF6SrORvDBiLEd3lgs4LNX8VcEqBtvEIBgQsEWcnf6z4EOLb+jZdMc5d9RtvAv9oW/nlJvu2QPFFXce+XUfXGPedvveJx7eNqUrhP7xfHHl7OLR3/7qnm0HaMxkEsZaEOvOCtAAPyvTnpUGrIRzIAPjdUlbg5qGjao4V50MaHISgoxJzC3qc5nJsEnAE6a6M0x9rrDrIO17Z5/5Sw9EhUPm3gIB0dBFUThOsIPjouNSs3xnpxYx84X54kLf/NQK8YrEzeLaxHviOyFLSJFRrHXEAD+9hph0cUJV0Q9Is6ZqCDcsDt+eQyBEtKbXSEj0F9ieGYSgTBmCMmUIyiw3KYJMCEwsrvCzHd5JbG9z/RAsp0Z2Jz22S3qiOIkl5256nSTssLWu8Jzw5eHVYTZsuifg3qCiVc+HQ+RS4RBpc7gXpbtzJRfK0ZfliDvkKE+qNHGHleD1AjHDempTNamqXg9f5AJEf86Mb4eQk7U6iipNiweqKaoCWpyjajPODaCq2cETFLK1RFdiu4toSB8xwmqqgWW2Y1SFYKAMbczx7siQCYvyY6ZfgMa8eFFP3/f33/Tn4sEf3frppg/72qfcNXnZU09cc/Vz7DR9YdOkppO/+OO8ucX//e/bDl0HJ8JVcOPPn33lxIeF52b2Pvrg5s14lM7HOjPEPYP7/nYap9D3apDF/5HISlixENHUhCArqdpyhkFkWKZQ25ZBMUNcLv0NTMGonIOYLry7HK7GPl5Ud1l4snmksLRz0pFDk82jxPchUQdi82IrwTFwMUfGeySVwVgh3AYpt7V0udEUHjC8UDMiBtvPZ7bfUTw0cYTxAnPDP29lj226476ir3i894NN8HP4q0cw3zBgGuabKOabMKgBTejVAc7pUUE8OYwoM+znoOnDhvmqkjxXl/RpSaL2abjiyA4arcgZJE5GmMfwHBNC0A+NCOMF0RjvLKbEdEw6qJLTg/SKQcp0wYGoxOCQB9FEh0hw0o187KQN4b2G8E5DDtIIiOEpW/f+5BgmTtjV5CC5LflmkMr/IH3SgefzbobvBRvdBngvwveT2kKwPjQhNCH7ifpZEyc1wWvBtXAVu0JcqixTr9CuDt8OboN3sGvF65Wb1LXaneE3rVf9PhUkI0DFd9owDJZ15iDOTpZxdtLj7B355PKXJSiN8aGLQK7s7FzZ2bkyOZBbbtgpLAcMCAzTQEYvvKenOeIxf8Rj/ogXDoks38JAphdd1J32Tkp7J6W98Ep6edBz2lNBO4iC64f/ytM3VMnQMMqRks4pmdC+jgLtSiewXBIE1f0HtiVSMSwGtqVSjWQ3NIUt9wNb61NULji6p7BsKViK/bNu3HPDqGCIx3lfHRUMPo2vooKBLxMMHcROgcOwbzaCOmUlgxngI/7AgE3NlAsHuHDJ4k9e3vP5okvX3Vk8+oc/FI/ec8HaRRfffOuCi24ZNWH9tOuf3XTD6meYeP2DCze8/9GGBQ/UD9l7y4v92Njfc/fP4dkX33TjnHnrbjrRP2n9lKfX3PDcs4DqpOkubyVBA5o1EF3YqVRiHZ+xsIY/SoFJVD3VDRESNKkjyIxYFJoWjZ1YEWtITqlLkkjzFJ3R9QCYCiF1BjXT4qdDYnBUEzec9PfeXKGZSt1m2uUYtYSNTKLDPvxlKeJQ1ogBo8luoFaTRbnxP9x18L2+cavG8hvZp46KnRGya84NnVOzgFkcujR2Uc3VsWuTd8RuTz4c2hh7MfZ56JPU0ZT/pNCjoU0hZlT9fB7VJafoc4h1lSA3gW9PdTRiD7lt5ZjaMvRXlqG/0kM/oWEHUMrOU/qPls5Tys5T4EjbGmxyrR9C9O12rG89Psh4fJDx+CCz3CrxgWVbyFqfG8QHWA26POByQMnwGlCDu0EttrBq+g90V6X4lBeJWAoLM6kSZBXdUYK4z0umFdWG5fGIkhJ0jKqTUVtrLdF+eA8w9H0WjTJmIQV4kCJ/yabQqvOnXTt1BByx+9IdJ6Dw6t2Hrrn6H088/z5648crrty2cdW1j8Np5tWXnbH690vUSH4RFH//ETQfLv6l+FXxr8Xun77MtP5wx95H7sAqEOO7Fxv5N7NZmv9yMjwp7DPwgoT4TpbphDwro05sfANE4oWPi24WYinRZ4dMmnvooEIhvp1jRS8p0OWkBVqCJL/Uu2/fPmbmvn0nntnn5MYuL54pvMu9C04F58A2es9z2CozFaqqyrRpLfp4fUJkXNUp6VMmnJo/W7+6Xg9l6mFWaqjI1rfFRnSMzeQjMyvOrcrX5yfMzF8YuTCzoH5l7OqKZembIzfF7qi4vWpdNqqbU3XATCMqXDZqm5SpClKE0G50GhgLJqLdPWNHMXIlMfpHwVRuSQ7ldsFJoBbt3tF4WtoQoNCLbrQNc+rJIO3bYKSbzCXYFNsFN4I4erSna2RDGp8vgRr0qC2l2mBbdMY5dzg6f9KhPmK5Fw4d6Tto9hUOgcZDhwqYyw7ivuoqHMQYcvU/CVrF7XhDQ+Moo7bR0I1p0xQlNGoiI4JQaKxYOYpkI1q6sNndRQ3vFl9Hc1dLo2uDZwhIiIAk0ehQuL2FcdDRPsLX1orSNdUsCgZ8bEsq3d6iQ7amegiszba1tvtAVTNLMlbUVK/NQvIlgjqMLx2xt455/MyZz17y5FfLznm0o7p7fbK+oi2/7OafFDft+7x47bvvwh/8C/LwghnbW74uPvePPxVvLX499uz5V8OfQ/trePuy89/c8fvx0wNaMXTD2SNXLT1t3fn20oX2kxPPvfj31z8GuzacW/hh3/l3GPHak6ZC7e5nYPVPPyhe9Pm/io9u3HLdJe+vXvbxfT/74MiH0ICpN17b9EbxT39+vaE2Cs+49cGxN72x4Jb7x6z/DZXJ/X0AcOdwuzBidXQbwc+YCuxZfl0WsjxRoqWy41wZzXp0WQiDZ0uxDFV9yf3KMUfw4NN4RXnJ/e4R7yBSvYNw4CAvexGQkBey91xjxQvEyLIXbfEISfea4R0RnCM781A3TBp8+KrHJb6mugYRI2wmtZ+oLcTRbaPZZF4kXizNNW9h1puvca/ye8zDpiJyM2EeTTUvVraY/1T/qf1Tl1iV1VidUWSJY1lV00VeEFRMi7wqQABIotqg6YCUoAbwR4hhyLEgOcakWDWAvyUlOU5M8gzfi5bYEhDVz2wEEdoFFaxZFdunpsCFAnPWVPYt9iOWWc9CthdCW5mq7hE+Upn1KlTJe9MQ3hLQamGNgIQfGO/9zhEyUfzC/yOYeWJR89AhzBKdMcxMnSQFeoik8HLY+V03LEL3Tuq7o2OduXevvnfvOs7ZY1t74hZl2sQtyTNnObJ71owe1mBEYVf/YZKUd6yUZUsL3xFUKf3Ft4p8LzPcVheLIoBY0okqRJRFu2iYHjNlDWyBNUwV469isrW8wKDm36JzPnyu74cbfg//8dAp1YkWbtexU+CLxXFoFrz/he/feTuWqAv6/8qt5N4GFbCR5oTnoYUVCDomOE8yMJ/acwiVAs3aPLAErKhYA26qWA8e5n7C/Fh7genRfqXtBwcr/llh6b4Kq6KCaeDrrIZEqvJULR84J5iPXswtqrjGd7vvYeYh/eHEs/Ap9Kz1ru4HARAzA2aMJWnUbXUd1BRJ1XWYBn68uD+pMvEkK5lZ43SQTWGbIVYZRi4uw55CDcuOZynnw9mUCDHX0LdaXlRJm8Voct5sp1ohhyUj7kXsDWHCdS2tsFOkUCBZOuw/LovbMkYda5imysZ7meaexdj38mNi22KVcVQmkYRuoBWGeSzY0lh4+dItWKoJw7BM5IncI2qS7XnlpOIvPj5U/N0PN8Oxr/wRDhn9cssrP9j4l9mXfrL2yf9BaPiXx38OL/vvj+H0rQfeGLrh3ieKX96zu/jZbS86dt+jWMbMwjLGwCPj6EVfqhKOFRMVSQxvy0waQCSZ0eJ/yIwexceJJV9JukaClTT8L6WIDyXJNFMcoUcIBzseUKyywvQ61pTdCJrpGDHYdzdTNGOXctN1R6nBRwk3VXesh7Jqb///9tBkHeFUmSbsCsnRsyOlZFyhs4/GKZ23hYF0DH4Nbxp7lT2CiQsiL3IiK7J8NBKLIF6RVVmTsZIJBUL+EMPHmXAV9Ol4ExETVTAkW1UgR/J5DfjveqzZtgKT5mCACCscBxeVcqgtVlVzOBQOYU8f6agmU9U8wknE1GZrqh6F//7JrOtmrlg++ep79t1c3Ao77vnx8PGTHlg8eVPxTW5XsOKMC4pv7X2mWNx4fvOmEcPHf/b0J//bkHTqBJ7A4PkEj5kCDtERC/JcUhQFATAsGTRZSipAFAjOA6avVTibOT0lpzQkxzRWQiUp7MW8ZS9qIv1f9/yxHkkqHeGd/Kk7BOroc11OcAdhEh0FyhBHDg6MAAZ4p0kGIr6VE3HPbV/McRBIXmeygzrTcgQP7tBglft6gq0+8RjTcOI95kZu16Zi1/NFbRPpG+zOsPgIkMDbtG+qad/cjU0dr3tw1zySQikFoZjy/7M/bMWpeXBFWPFbvSGPnv0fe+OgEykh1vagnthJe+IbXeD7Zg88y3xw4hO0ue9M8vSjNvUtwC29FMvYnVjGZuAz9Nlj8UA8iObWwvNEP/Qx6TSo8oVRBiQRFYJB0loI+XBSZ7CLL0GYrc2kB/F6uozX0yVe1/LpFMPgPqydS3MGB2nPULXtJg/ep0ihalsnd0HL1tTC2gqvsyu8zq4oCdaKbEqGckmwytSZlKPZeecOEqyTzMJRtydN2pVEKZUiLrg78Xsn+dVBrE/M5ePYmngilogmGF7NmplgtjIrZthsTSaiVVSBkOGvwicH/CkBv6vmMlUwoWB2D1h4k5SqqkCawRtAA385UlnTWVKVRACAQnwnY6fTVToNcG1fDKFOPP3mnYt5yef362Eq1nVmUBbNonl/ItvbMtYg6R7C4h1hGxUKPDVssciwmIlo8d3F3274fXFDTzec8sFjENyb3Vx1/o7Lb35lZdXItRDdc92XJ6Ou52HfgWXLX4Dn/f49uLznot7/alqyZtKZN0255bG9xa/XnN8OLYyRlzCTrMH8wcCpNM+BvDFhPAIJ7uAwmBijuUbfv0s4AB6NT+VUR3wzmCidetyBCT3VpXfkCd8hUkrRPfIkWlLR3dLq7Ic2Ofu6emdfk3H2FUlnH4k5JRgNmtma4tZzmzmMPaw/7wYbwBbANgIbTAUfgcOA86XwwfWA4Zy0FmHSiMu8f/eY9wuPeY/apmPyUeZ9gn1vZpnqGDt7xrY12K4rzFy6rLOvZDCRfBdV5SVrqRszKnLrqUjq4KVXiO2D+7m9/6/M+bifLRilvGheiC7iV6Ar+Fu0WyxeohzYoxAG7IWxHjZpSNIgzpPKOE/yOG97XsrKsjjoRLHsRNE7sTsvZhUSLSGPr3gpJsURUZRw7C5yxKbBcqWQ8sOU3/ZP9c/1s36YBTQf78j7zz3B9kdXsE307fC665BZWOp02yGqbt1IwqFcF3H+4ttxL0oGS+U6fkbaV7lBKWSsEnHH0WB4dvRmYcm8CQvrXpn58xt+vg9uiDy7auzy65ivTkR7X1/4JyLfHwSAN3C/moyDX7FBcSCIMDEoB4c7w5HPoq5ZVBjhsccER6pj6gil+sjHnKEyEoBIlBQdiBKSFZ72mul22bEdtMtMQBKqLpy+9uB0omdQvRuJ/nbt2WPu37+HpN9zOQctwKt/qxQo3Hi6ZeiWpVuObkUsQu0aQiGqU7DIIsJTH/B8ZLoVPMdIJMZPJa0f4KCakn2tBt1w2I6EOrYCMDpp/pdcjRL0IrtRHviAifK25iov3jOl6GUBiSXnjjQeoSZTV2en8zCFMuwDN8e2GiBDDKC4yK5U16q/xl2pTlAnGEw9m9GG6DOYc9mV2pX6Ok1UECd2aCP0KWgiM06wxUna93T5QfQQc79wv/gs84zA+5Ch600cCnAcElVNa+JETIrqWcZZ0MaulihK2OHUNF03yTjN9a3xId8u9CwG/PBtXErshcO3q5LsOaWu52lLeTllq6sVqOzCj61DBZ+LevHOgGCMXBZwA5R7VOKIgpSxxIRmL8rvTHFzuTUclino2W5rNEZ9lBSnFjojfRTtxF/D72Jlbw8WCMg7aa2y9y+GvTrix627lrpxeIe5o+SuzfgZULGoFPvfw17/e9RNm7hFxZ/VDbhyJJX+9VZdJh+6mfV3dlR16EOqaHZ9R3uH3txOye1D8VE3g56bif09sLRAwnWAjJemYJeO00VVRIbr2JF/jvzCFm54RDussmosWAOtB2EantsUirbBOZDbXcxvLs7gdh3/6p7Tpv6QOXHsFPaN423sgeMp6kfMw7bHB9w7QAdxeDaVeBNjBgyYgUA8HI+zrMkGlLASZzeGd+iv6kw4HImjVIVtTfFPCduxGdwM6RxzujXHPys8J5KPnRO/PfwQMqNJhvElFSk4SOIFyyRe0JN4O/LBbApbeS+VlWMKWIIRhhU8sS+Q9ArhZoHINAJ8wQtnC8Sco4wmxNZUwArDU4eGZ6sYJVvFyBK7sFSp6Rot/jzgy3gpmpg3YPt5XmGhVCg46Zvlm9g7jG9VfNQdVCQmSu0GhimryCQxLeJLUHuh3QQtzcBqRdmaajAProMj3oDjf9JT3PnyW8Xdz/4aJn73AYxd+dk9vyn+Hr0OL4U/eqX44z9+VNyw/ddw1kvF/y2+BVthvBsqPyh+7PmB7HEsVzUQgcPo+CUvtBYF0ERzYuBc89wAq6hJzJ4gHHFsaN+gIfnOEqnuvC8r7sYD5OR69Lwok0EQTVfUHbF9pKfEWCoG8f9YRPP6XPP6XCsZ49r/V2P8265JtNw79NzDyeZSZ1DcAfF8k75Op3gzvlVXqVGu68Qoj3y3Ud4cTmKHHNXDKKyieRrq4qG6eyctunfmF8XXi7fAa1780ewzht9UvJXbpfsu3HHp7mJf3/MMvGP17BuDmuOLP4598U14DCKgGq2mY1DlU3ToG5GYVblAvLSSlWhhqki3At2miRlBnpsWfxJC9QjFI3y9/f/T7Yu14v3h7uraVou8r6htNd294e7x57/vrsg6n+PzTXdPPrcnYCKjn544PTVNmZ24NLFMulK/yrhZvsV4QNto9Bqf6n81TMw/KcsIWJZhGarki6OqWEjmfaRelItIUigciybDL/XvKYsfYDeEDFg4DKqqKbIiEcPQxeQgeA1ONZaMoWRWf4T3KtJ5Dws8KVqIkgfnedJFfCGVXpJek2bS1RH0rbxiCWCR/1uA8S7Avh1+qBn97Hd5ey7XRw9G3BgEUQguznK5Pvymo5FWhzrFoVypWr/sD7hWqS2LttFhmKMs3ygi3eFSqgv0/j/ZsWiHVR3t8OGXbic6zOoAflXiV9BVBbmZ8W1SlDgktrI4GgXQwKoAVlNB4yLaifF1uKB2ivhC4VAY1jDDUG02R/HtFJNWPY5u2/vm1a+/Palu+hmg/8gr0y87Z2jVxD/Dx2++f/IDTxabuF1Tfn3VI+9VZNKTryguhcNvumOkIvRdwbS0X3XqxWuJLTe7/6/sZ9hfbWLG0Oi2BWrLcl7ZMrpUOYJHzHTHMOoRMUyMqaTnaf2floCiltFKGZ0oo+MejV2YiAsJ5BHQIey6/DxmHrucWcGymdo2piMxlpkgnFExvnJc+pTaacxMYXbFOXW3+vUa4gAT+KQ9IuMRWY+o9YgaiiznZIfIeETWI2qJl3IKoeq0bBqlmdrMCKO1ZlxmfOOsVL5memaxslBbpC8IXBi5Srlau9q41rwivTyzlrlNuVW7zbjTvDl9Y+Ze7X7j/mDSNUCHVmV98WxMytZjCx/Ux3xs8/AsuBALH23oVfFb4yieCWlDk7UZmOFCXCloxyWHSslkiKEKi7ivBcfPJrsCrTRtPOT8i9tDM2ldU7iqREUyLgo8yyAeZtLV+BjPJeNDYzbhoruxvD8UAkNpIIKa4SZMwalwLlwC10MeO0VbbHVoMuX3f286uTFHmFoj70hT8BOcLg0qRhjsLpWKEaQsqIf1RNnrOppeT56HMnF9rLnKS5tWebKgyqsxwH0Esz7iNJJv+TwZ4CvlCXxnE1ERHe4GJwqTDlJHyI38etqdhn9JQbuJPUiSJcsdIT2F2ZwE8CEmZxIXaekAl8PyN5Tn4zthHA6Nh4Zy1IMaqoSSVAOFGC8yhhnWTayilmY3vJiuJTkzpw7XjRcHA+EQGyYcTRytdHb2Tu28X197+XNnTZk9urj4zIsvuu4f//Xk12uxctq0ccuGkSPhH2asvnrtsR/9qnjkIfg787I7z/ne8nHjL6oJn59rf/LCy38+/5I3r9dvv+v6c6e0tCyqG7195RVvLV/hzqVrwrZEL8lbwTD10XhP7AoewXsxBuH/NcbAezEG4f8lxoBlOIeSGG4Ao45jpV60vDvlpGF28imIGkndCITboTsj5FNbobJedAX9V563+z+exD/hSfii4xWRK4o7HioPMePB7zT7DhY+MelcNSe2XB4g6AEizyA6ZgyVsc1dbnEqieIhXzHJ3lJMcNqmTcf+SfrucWxHV+O+C8DRzjzErDGDnSG+JrIhwiohf7C1lR0tnsKeLq40nuY+NQQVIItMteClwCClGShjicBAYCCQRV44hETsnDgJMt143QE7Rt3PQioEU6GpITQ3tCS0JsSE/qNttiOv0dAdnXGDWyen3OpjR4PKHvfIJQ0qs6436mhQuaRB5UKQOFgDGtSJ2k8yC26IoWQ0U+MsR6wz3sJ9u2MxLwGk0OACNZZhi+XayTS2QKtnLHbuK/OLx9/5TfHYkldO3XTtezu4XSe2flg88eRdUPuMmXJi28vbL3iFzKsjttjp/Z+yCfZkUAfamWo6EkMkTWqIarGGeq2hAXuywfb4qIYJDQWt0LBQu6RhbtNt2tr6h0M/jG3UgnVegKWWzpMj1NPR5+p2RHfX7Y2+VfffwQ/rxHEhmCQCySKd4PMN5DXbyDBMIVRluDKSG9LQ2sF2DJnAnjYkL87MLRAvya1U16mvqf/W/p2z2lt1yJqN6dZwc1UgMqf+8npUn2jUu/S79cf0fp17TN+sf6kz+m4vwbszr6vu7NDPvfmiR+wAmS2k0zoenSd1PnrWzczoETrw2/O6nmDCvei57sgQRy9im2mILH9veuS+QCIhgNKzgPG1cnOCUerPN88HGJLlHvZAYhr0n3AdAwU7TpTjMlVpAk1Xhf7dgWaaJZhJkygzqb5LE6uW9GeaRKMU0uw0bXDa49d0LzrX1mttMr8ilW3Kbs5yHcRKJrIcq9b3HGI3Vh6ul5Id3kHLk5I1rU0dezrQhg7YESYVzeTiYdGLIoQzkepGr4y/0dMejQ472Fa+Mf0y/xaPKvkuHvEBb2pBoDQTwLnOsDyvU3OV1g/yEWqn0rpCnnouvE5tVhr+5oePLLkrhBmWOlollzOxnqDzAQ+VOIV6M7mPPybccRArHfz2oDOvqvTlpY7O9maGAGph0oppsDS+EzC5nKrq9b3MUOLsJGplppnSjBIJhxMBZzaIUIpjd9EKNlot7RVqZInOaR9B/rW11rqTQRBVQqEKGAiFa7IML+jIKfDBJzGd819YuPnFU5ef1rbo/Ytgy/hbVl9VsSVy2f5bb3luqimFq19MhC/Ye/ns5ksvufiJbMWN00/5yc2Tr58c0LVYOiNfNvSkmUsjS2+faJ9/+rArDx+/+aSR8MO6hFk3qfG0uedOOen7hI/XYj6uJPFCUIF8lI+vgZxqpLk2bjzHdVVuqUSVldWJlsT3Eksq11fyo/ydoc7YGaEzYgWxoM0wCqHzYgvFxdrFxmWhy2J7Kv+gvh9+P/o//r+H/x79S8WByv7KaIprNBoDTVyXYXNnGFO5Bdz7Ff9ij5mqGdRZHoF4ghegHEzoSgRzw4BRGymzXyKesLar85H0fgWaiq3MVdYorJNRVSjPKhE3JnnU8/AOe2FcZzKtQiq3aTiXmjoESsoKaCEXhJYDwh15qwX4vPAFq3nhC8pp5D3m4RbGQzjjzliJ5pkMQnsgts82wC3wMGQrYRecAhlIFCRhWkiKVisIe0GKbki1CvQRdEOKbkgijISt6Kkh0mQYoWmoALkrjCZPbR+kAAhwlzm5HnoMG1o071PGEATx+L/VUao3WroMA7oHyqYedErTFJaP09I0XnAWB8h1eIq4BiOYzHRFQRPUVNcy2EwaqLQc+kzPsq0XbF5qF7/62YuLUOv0e1Y+/+MrVj7P7er7191T7n59efHL4ns/gve/PP32fW/sf3Uf1t9T+z9lDmG9EUPnO7OTwv2HvQIc2SvAkTzC8AjTI8gQlYWx7VZ9tQENIj6ngiWAAawvoQiRBKtAPSiIpK8F2tcCrYMUTNLXAuX6fe+8Ss11c2+hmbxolaOkwsrEWP/Y8DT/tPBc/9zwD9EPmYe1p8ynYqqoReWF6BJmIXeFukRboz2tbpd2yNtVNaSuVf+CGL16jnG5sdpgDIjVgJ1topmXubhZ68EGcAAcBhIwDAUMtDGBm04nSHswN0owN/JGWhepvqmOAxqJPVKmG74onQbSSq4SQgAhtPWc45jZLp6h7fYaHOFI4RQ+RHFmU5CdRqEVo9CakAh6wjvoQTvoCu+qfDD9lgArhS4BCTqNC8rkAgLVyoI3zUdQXfYRhsdb95bMQAeGA5K6sGzitJqJZ85y5gGNnIk/XXaEZEeWeYlKLDrNwkH8n9r/GLAzS1OESWWID2sIHxuhiMW2ko+KXkUo5cIHKkOcGQRudZxn6BMAM51bK7786fvF/1322a2b/li5Obp61i3PPXXTwrvgzeGdb8EKKD8P0fWbH48vWvyLt9975QZq85yCsfsRyVlhWemnsnKVjFgto7Vq4zSuLdCWOAedLZ8VmJa4CM3nLpTmBeYm9lS+w73r/zD6sf/jwJfhv0U/pjIxVFmZixFBOjFGpKowDKW1YaFRqE2biMZrpwQmJM6R89pF2sf8X0PH4BHdhEFGV0wDy0pFsAAWlljrjJEHCctSHVukBYLdHpCwAMtYxiC5anwn4NJ5I2Oa+y1oWrY111pjYclKmMWRr5aPCDCL2jBE0lo8YS2LyluLmskEFZZOUGF5eRTLy5dYu73WYdG6wieWpoV5c8gcnO3I+9KCF7Ug8TuCvdH5l4W3hI+EfoEl+JsiMEKSMjE1DYSkw9wUk9Q8E2IUk9Fk69QySUkcR2odl4QjPeik47DE7DzoGs7kNSAqSW4gvpUhYtKWsaaHug5kxZGVimA4srKrxddBreqqNr68GhNLTlhepD7ywr2r371i4Ts3zr2/sbsv9fwVK3/87DVXPr720TuOP/kYZG47cwzSj52CfG++/vNX339zr2NnT8T6OYnlZRBjLkQxF64EiSCazhS4gjRduZBZxF0uXaiIQWc1E9rrB+2zCFWRoLOVfH/gjgWOxtjhvlHR4YkxvkmxMYkzfbOjZyXO910aOz9xJX9l8Cg6GjFBCBpaODw1RJwaJpQw1psbTGSabDwhC2AXeo7wq6fJ9th0sE0sd+7zY1lGiqAO/5+Xh+jOh20Nm6XU39G8aZealz/VyEWl2obWLRrUYpUkt53JtpL9TmJ6VsLK0G7PKN6RD7WUdMJAuZTo6WozLdjphlYPMR7QXFFl5/Ik0VgCUYKCyBFsCQofOjWKgGiwui3kaMjyID6GAXV0abnTRdLgbnV4Z9/STrci2l3igBiSy+J2BaBqag3WCFyTS+wB+wFPZu2GCMq0xSYwm0zkZ0yZ9bsiTo5TEScLXvHbnPMKjTmrpbGwtEzMORmPgFBF3TlYRadT8cx5u4Z88cJnxS9h4I/vQh2e+FTedvO8O/reR2eqI/O3rtoI8+Ene2AltlNUWFf8U/HfZmrzrovhfWvHXvy0E6/wYyBex70NwvA8J/MRkKARbYw2Re3okugP1Ue0jZoY0+q0LdE9UTZKhrEyVtlaIWqMaiRkGES5gJ9leCA/FoCBfr8zXDvzfpsdKCH0hELYrXRTsEPBAgbdC0kwYk/38JGtdNWKXKKydT2AUZuIoaitYTEEAjRQUUcDFdVEMIEhbojiKzcoHXCD0p9T64qmqul6FtjpptPqwJOR6ItwF6gCR6EMIrnc0XI5QYLURzrNTiosDuUOFUgko5MuXdBhOWU0AdPiJYEXsW9jSr44sHgjDnMw13D99TCHxciy+HYgh/wk1DG0ZzHDywaNK8vQGdKWZifDWNPW0tbaTiJTYYGMXgUkE3S3PvqoP3bjFWfMjo9sPnPcb37DPHzH0kWtp5zj+5F8ytwL7jixwJEV3yueyXyOZQWZo1JPR2quonCBIUomcIYyPsBLFdGKIUo2MKSmQxkROF05JZAXZigXK8fkfwX1YTVDak+uObn2jNr1QzYMEUZUjajvGnKKckrV+Pqzq86uv0SYVzWvfu6QNUPer/206ouaL2utcIgP9qKtPXUJv0AtHjMFmqi9s4aCGru86Frb5BIJQx5fnVDlULAl00JWlShfSeKrsnJtb9pTOi9nIpH9YWiG7fDc8JowOwSPI5o+hOqiMNVF4ZIuClNdRGYz0qOfO7qInEVmN7q6KOzUImACq81jZXLqmHtPNR9eYcAMqK70IFnpQbLShWQ4X5l+2XjL+MjoN9hKo8uYgm09T7QYrr4aljeoaDFiBHhGNZ04lyAtcmYoG1Q/GdHckBVVREXlJg9Il6VuXNQs11JUTVGpc5TM/T3ozkI56AR5lmIDCVtFmE1DDAD+BEctetzjajVdqwD3Oh/011H54Xe8U8e8x3IKSxEMukoYCjv+Zi1PZ5wQ7RVu80pOyudZLdisNI9dce0tER2u3PLB4ct+e+eLVz994QcbXvr8oaevXfXspquvfHZG7MxM8/xZ7Vtuh50fPgjhHQ+uObHw67eu/AnT8Ns9L7/5i1d/4ciUdQAwn9I43mvOWk4hzOPBcCtZhcGmPn6GbWPGM7s0lh4KhqOtYdFSrQDDQWAkOCGgyOogu0Ytw5Xq2Th2bV7NSHbLiNZ+Ce6RYIgaNSGbFuDW0W2AwEciARWLluJSN0+KkfMkkmGgcJJoBEgisTjqNpLiXfr+6A5afTKZhh/DrSNat4QOh9CS0IbQllB/iA2hgAejgAeVgIewQIbKNtvEzTtMFrhKYbY5AFiannUTbcfsMJVojvMpklYB1svhOi4iQFSEIeqYTg6eOjVSbm0vzbmFvpg6MhhX7rSmTsc97IBuSaDO60JG59U41EQsxQCp7Lse5MhCPfEdigxkhsPSq6lnMUdmBzjuolfgRVdFClo1Fp1Kgql1PdftWfnTiT1XLJp6Zyd2DL+6t/DUI31z0OPrrpl217V9u7HcugUDopPU3AEByU7VnVekwnjEwFwKTIyJumHuE2WhswGaK6NZj+7JI8Xz2D2C9wgBE6WL9pX5WQM0V0azHo0vyrqjy3gE7xECJspaqpUC8gM0V0azpYBfe14aQcZ5irRe2iBtkfZIH0mHJQFIldISaY30mHvogNQvyZUSdv0EFjESz+zu3+NeoSHPXAcBz/GszAsZDrCPsRvYLewe9gDL72EPswiwKXY/fseyTsQBTWdLUGMp1FiZNIGlipP1FCfrxfpZEp+QCezYyeI3AbeMrkVIYJUrX4awsKw8ezP4L76TlTmeTBujS785q+uReWMYUrf09PSwf3vrreNBNnv8fYD6nyieCUdRvPjgWgcvHkcxHqGWwvAeoXvsh0qRG49QPUIrneMxLeMRqkdorpGZybNchhvNtnBrOS4scpzAsojl/ABqCmICKmtxilA2JjV0TBReSFjGemwHhcNYE2gZWV6vwEqlS5miMKSazm4nY+BW19EAkULDn0qSRrJUMgyKSGNYVJ8oUX9gU9Wp39QkJCbUOdkcf+G4T5aCrkkkBJSjRb+lEbFaWtaZolPqr4umkRVNOQ4lXYgDh+O/kWKPb7UEzPW2tNgylPKhyrljBZ1VbkhCgUwrW9tTvLh6RGX7iJ6WMQ9MYD/77W//fc1D+oR72dnHN+ydNB+Luxsx37fTWtvrv831pVTWd/D4N3i5dOp3cO43OLTsqt/ix515jrIdraptH+lU17a2Ofum4c7eWbhzj53BusrgKrnHuI84dgreHOaYSm4Jt4br51jcNTJiHOFOrkSFfBBbdo8BuAccJitwDkj6rwckfUWZpKfs59qtomu0enm2/n4v8+YyIZjMDmZCwoUk6O1W5NJ33+K5biA78tuV3Tf20OJcTz/zWWxL1jCX09qDe4G/TL2ag+qZBmirjK4o6+NEGR0vo2NldEXZbL1EGR0vo2NltFqWy9PKaL2MNspof5mpaZbRvjLaKqP9ZaZFuZnhK6OtMlpzK+VEr2QOGwe/tycpWmuGPcgelP4c/jjFvcsdTaGwmKqRIvGUxDA1yQQfJNahAPmaWNSU92fg+syGDMpg8aBn1lvQYmnkJUKjLjTrQyMvATqtmy5dR4BiIRp/odLBovkeyyvxGojC9MJCd8RzmgdKfNwAt5aPZNbHYZzeKV66U5zeKU6Kgi1ypzg1PuI0/hcn5dHUHIqr5J5xL8cUx7faAVBLjXeTGk961ri2dCBfk4H7ASShUVQJusAULM7J5RweoOIPmF7FGlk+07V5Tnge3BE7QI0fhwGoyQii6UwvvLL7m+LQCZJTG7osdF5wFggbeN83mYrLZYA4d1h/TSIrq1nh8tkSuhrwZwOqFYc+LeiZRp6H/x+Vmy2bcgzbTZBXgliE7lisCBLDJzG5bTHvGOXNpLrI48QgXYUuTFc9IKaUE7gsN6oeb3564coHKq97/dHnumtmn7zkv3pmzD/j+lFs9r7Jcy6YsWvzjr5a9KPFc0bd91TfA2jblVdOffievj94dvcnmK9D8BPqIfo5hvejZ81e8y/MX/2HmaN+niU1gdUYt1eZ8EFzf+RApD/CpsSAHgj5sN0N+ZAma7qqDzK+9TLO10vGdyKvpyPU1o5Qu1uhFrdCLW6lZHErVOIp1fQMmpihqo5a3Pj9v91EjexmcI46dZEKNeoViP8rkyNEwsaI9R05HEFLIhsiWyJ7ImyEQS3BkIe9kIfGkKfmQ1RGH+2xLHe61nca3fI3jG6rzOhmXYm8x/Z904ifHKbLB5T+HDP8CDXEB32Q8+YGkBWcsaIesMRDvCXJoizIDG9mLV6PQ0P2ubAj02uWYqscu3+SJocwuBjORyHFeX6eB6cRTo6xHEvrnrjiw7mPTzXlnoZFpy1/hs0+sHn8kknN1/YtR2svu3TMvW/2vUhjCuP6P2VrMV40EIX9BDE7gnQ9Pz/J4FN/lsigCwkVpR/4BDmqnsqfJub5meJF/CWi2GqO8o0KtUXGmxN9E0PjI7O52dJZZsFXCJ0VuZS7VJpvXuq7NDQ/8n0YlHhOO5c5mztbPlddzFzIXShjBzacYAULy8jAoMhBoCyKHShFDsx8IB2nUYI4BZxQWtBUoLFqNwHkJQYp4ZY3OwvLuCXQlNhj6+lMaxN2cgRTSAmMUEqKkxTHR1hW0ok0JDiJad2DWcnQ1N30yRjMBUDVSXTKR+UazUWBBIUVjTq64ouKb0DnmwAb35rIRQS89MrAIriqGy4Hw2MkQOmufVuOJXNprnA0VygMRphXT03C2qRYUprGTZMu4C6QWFiYCRwjT7Gc6LbChp1Fb4WyEut2Z4EvGm8sDwyMe+rWX34AQ9f87faPiode2LZu7bbum9dtQ35Ye9fK4p/79v3tBpiE2ptvvPnbX77xOsXVuuIlbBXGlQ8k4btUEq1QzaHmSeZEk+1KbUmhylS9WlPRHGyu+F7FktT6lDgqPCp+evj0+EzxXHV2eHZ8obhIvcS8NLwovif1duDDyIext5MHAweTB1L9qVANmzNzwTZ2lHkKe7o5y/xY+VtF0VQsnQklSLqZDyV0BejRQZCKlkEqWoJUIh9N75ehKdvyXHmNzKYosFK2W7Tzia3QOp6IV8RDU8/lk0qc1LNM+MSgBT0roL8FtQykQTyx5OZD7GjelwHguzPJXgLZLEsgm4MSyEe/mUCmRTNYX9EEcuWp7RE4KINcSiDnjhz8du6YJo+tjsGpY6BbeoiGl3QFix0+0csMLWkyGg4gaHH1GKmpo6uX1FpMGWTWPTXq3otv2b/wio+umXX3MOvplVf+5JkVy7cWL+F+dtuZZ97R/+CTxeO3nzGq7zjz1L69b7z7xuu/o7g5rXgJcwDjxgQJ+BLFzWIF5VBDZDSaiK5S+a5gV3RidH1yQ5Jr9bfGu5Lj/OPi0/zT4vP88+Jzk2uS7/Dv+j7hP1M/j5j1qFrNBTtQmzoBnaLOQpegP6gfRP4S+iz6SfwEMiCrBWIJRdD5QILFYAnrLWAQXsCglOxA8BKQRJoBTcM25hprDDZJg5dJihiDBi+NUvDSoMFLgwYvDWpO0bBhiIyh4Uwx453TaQmYscLyYPPN5bPtcN5KfytX9o3crF2XF9JUBNLwpEDDk0LImdfh5Dwqkt8MTLpxybKgpBeSPNL5bYQ4AIFsgAKEVXReU2IUIMpggEDLTc/ScHfbN7JlQxoemP6z4peXv33dL5c+0Vf1/JXLn9688ooni5cgcfRkOAwKG4o3Pn3XsbHMpn37fvGrd977leO33IxB8irGhwXpOpX26EY/NFlYw7ayY9lp7AJ2BctLliiJkua3JA0wIlSoQACyVLdehGJ1yg/9qPqba5KX9/d/jtqVfLmvbavMgOCppB9kuzqBO2cqjOgE7nyn7v2uwN1Bs3BkGZkMTXq5w1tJFJivrdPpLKnCMliI7yTGJbYplV5mRJlNWW5POgkFAev+m584+ZKuc887+XvfG31eIMlmH1962qhnak/tmrus7x3Sh139nzJbcR82sUnql5eSNCWfIYqJMe0U+HVlTFC+pFN20CKHA3S6jK4po6vL6KoyOlUyJlfl2epA9SjpdGlcOl99YfUq6S7ppvTT/p8MeYXRpHAsEm6aOOS9MBdH0xEym6EcmS3OlmbLs5XZ6mxtobhQWigvVBaqC7WebE+tQcqA0/Uj0rPkmcr87Py6FTUr0mvSP5AfUe+te2DIfU1PyRvVJ2ufquvO/jIbqvOcumqPqPGItEfUORNK3HMIUeMRaY+oIL9V4Et2zBJrM6rMxlLZIKsMq4iR9El1dAhNuEe7olOic6Kbo29FeSNaGb08+lGUrYzeHUXRn2EYBTHCaSbWDpDTTTL3z4T7IQLQhHTebHcg1EoztKZutUI4bHbF4gpUkQgKrFMcSIN9n3gBvU9sP8EimximVMZgLB21/ZHWZvL1ZppiizhbIiii9DcMoinyzWiKfCtKC/GiNF1KPh0jOdoTnTuwNmo3FjkN+HrbEx37G2ADuTW5TIM3M6XBE3MNzkRcTOz2Br073xCjbamqbWid27ynGXU1r2lGzSTtnAYRx0uk7JNyhgFrZkKQFhJiJ2lkyhWQoXwqbVBladAHMVKu1D1GXEny6x9U2DppGmeBHtvKG9UfAUj8UwSiw918MJaInnCka8CbeL9ssld2mMstJVnhMtfyECltyZHV25fSmkMSjyEV72RXmpEfdmx+u3ZosoYLDMlaps/0mwxfraXiQKoT4pAbijfJAH5bpdfEQXWNpor1chzW1Uoyn2PjoNKsIN6BMw+fbqhT2pC7/vrrQZn0JrHYwsAB6DipAMIKJZutGOYscz1MicZiwQpqBQaFsgn6Vss317iuzdYOQ22tI9q/VVOP/5GpXzSV1LXNuPWaVVe2ZX7w6kNTxoxsuGfatT+bZW1Rl1+yamEo1Bi/6eUH8pe8eu1bf4AnJRYtu3DcSTWRTPOE6yefelVdZe60ay6KnDX7rPaaRIVfTreMWTV71mPnPE9lfrr/K1THPQTC8DIaq0oNig0pgyaDD9BCGc2X0TKZY59tpb+7k8bEmigEUNVkyICQKeUMGduOjGKY1aAaat9hxLnTaquxEafCfkEcL42fKywR1gjrBRZgN2KDsEXYI+wXeDrt0p1/eYRygkCq7GnNmhOzcQl3RuYximrioBCTE1O866c4jpiwCy0EEThi64JvBALpL8U4KaCDRGEfIlX4RGFbLS3ma2VTqeJbmRCdX8koZLWGZltaDLHVYemyRPW3zNPFSZubG12HIBN2Cl5I2tpqp2tJ01pypMfOGH3B4iE33tjd0+PP1SYff8w8+cIn0Lw7oLC4eOcdfT+YNCTm6Osbsa45wGZxw3c6ecAYKQIJhltRyh8iU+sO21FfoDXnh2nRH1KhP6RgVW3hEQAtoUERiFCZZRYqi0CEMpEwCRXEaBwiTCMQYR9NGZeKqMNUT4dLsYdwwE0eu9m+MA1vhUnsQSOd3h+Ge8IwPDlG5xyQsEPscAwtiW2IbYn1x9hYKVlQSkO4KYZuko0sGQ/kR1JS0n7pgMRKnvEglYwHNxEp0/QjuTW1GSQad5Bosk+aHB0U9nUzet8OMDiGBK0E7fRWnsOiJsaaumZoiHfW+WF4k1XjQBMtJwXQ0HA9tuhydJYGhr9FQ1eMEuIpELq8ElGn6qk2SyP/4YElC5iuVe+e9+QUU+lRrMvOPPOu0T2P9Jx26ZS25ejevu47h5965rS7b0Edx9+nOIiRfDDGgYzmOXWh4kAFG8nujPGC9Z+XBlz0aHxGqBTaLzfKxYHaUjKDo7xuNMyJQBZ5yMuAk0QOIi5NOJBrzH24z/xwH2YNYnHRH1Ta2cZBUG11yER3a1aHFPIlWkWyQVhhdeM9dPcyifhKyapWUIc31OOTqjOtIIQ3+N379nV1w1pBCm8MtR7USVm5A7TJp4FT5TzMo5niDGkBXIAuES+RrgTfh99HV4lXSt+X18F1aC1zq3CLeJv0I/CgdI/8PHhC/hnYKWyVXwO/lN8H78p/B3+Rj4Mj8hD8OHIEhOQ6kJXb5SnAliXO9oVaOQzkVu8XUcj6OTwxeQngDTq1BFCtR/qCTjymgWzcK/Qo4jhVIcXyH+Zw3+DXvty+HGiksyFJ1Wy7LIhiRpIDkiQDBiFsHwcgxA2RsVEtighBXpAlBkCuUYVqtWjbtvPLZjC+3ebWcIjDlC2lkA2rlc//mwD6UCzaV+grxCKHDhbcpSVLE0OtjsErBZBZYm6h/sAfKAwsjh/fwTljTVFLFFcVbPGTqfz+Fgh/Wlz80sFMZST39xeKl7HZvpsuuvzslegWF5c8ANxOjEsf9/cXMbZKmCSxnZfKSg00N7PoLtfl5Zy4UlYYlRDKDEo+lTBseksC8nwppSWVlaroAz/jYAyc4Ss7Qxw4g+gGr3mD+MhpHu9l1dkSZ0lliTZ9YA1DQy2d4StbOkAcOEMYOEP24mPAWRzRfTKruuyMT8tS86XJpVbKc7Kq8ZPp7ql/Kku4l2hv+RIf8aCpinQmx/Bu/OUd+iMpLJ2/RigrpTof7OnRnTT3HruRUJZN38sWA4GK/SLIGxivmsrTWeIWRKzMWrKbZnG0sUWWjd5nvrfPfIeuZNJFWIDOFSm3o0JGADaw9TI63TrXustirJTz6xLuovGsR1hEuUmVVa1moqKW2BuH7Z2V6VaWVyU/H5eiPo4FLK9Iii76TOBnAkJCjCsVehpkhAYxp7eCNmGUOFofx5zK28IkcaIy1jjVOt13rnGWb5EwX7zIdxV/tbBCfIHfZezw/Ys/LtUpVh2o02r1OqPW1xgYCdp93xfXig8yD6jPwGfRs8rT6nawg9+l/5p9j/+D9Cn7qfFX3xH+mJRQ6FRxlW5N3pkG5ZjJNObrCpa4rBusD1iiIGYEI6OTMJYuMBpUM1pv/3t2O1FlGpYPDTRWpcGAn5cVKyvnrLPZs+TZ1mJrlXWbJVsyi6UFGQ5nYAa6uuAuTnyk0Zksah4k/xwTGv+P2wGG47A+EzhJlkVFVWXTsrAVMbGbAz7sEEywF8iGnvqFJYgpwfL5cpwQ4DhBx+Oc0fSApumiZRg5WQzgrwOuJMsAgoKPFQ1L1TXaPB+2A8iackS4+Qyy8oMcOGpqcK5GpgYwGM3P2HJqigwvl1fLSO5F021pigUvt1ZbZDridFsxOTiXJowZLP6e2Q6P+o8uoM5FdNKRQiGCnQP8n4jBQuSTkuzz1ktxfi2JykWLbtdNKheJg3cYlet0c6+gm53kRWjymrilclppIUwtpabQi/0HsGN5APP//h7QZKR83sL+dGnMiVtapw2stiL2798qNEF6vGraxC0t5UuxiP0Htgop50Pf4CU3yWT8/Tuw64VviHXN/m1CE7nNNjAS7XJuX7pj6evh8q9b/Qe65RSbAvRn2rzfUdH739nh6wBD8AvLgK1+Mqd/phffzDmThekyL4O9nv/0RxQE1Q/+MFESNUwtAycWd+/a2MW2bHzhsbaTdmwu9uzeWP87rDB+eNB6HV3W9+Ab+9CC4++jVdtPvOXYtga2af6BdYeJco5Now3IYrOkP6SBg6R6pdxICRpQ4Vkk8YjXMDMY1BU3GnOUH+iymfGdhg8a1dEOnhgnU6Mds4z72fvFh/SHjT3cHn6P8IYhGXaoI8b4paAWM9vgKOV6eJciNvrOYWcKM5UZ+gPwQflBZSfqVX+tvK6/ab7PvCv9VvvA/Fj2eXytqMBnGREN28RkPQlbJ5TBA6QBWUY8XQOJoDHn1PvE7QU8zwiiJEGelziWwe6SgS1NDRqGZmLfAluvCqOaMm8gQzZfBa9KyMwAKQCAxCDtVQ1qGZUJqCojSxLDIB57+KoK5Ck+6JugXadWy8b5vHSdLWOzYafNT+XX0GVnx9p6irkOVU/BXT/BWrXX/bUxaklgQ8L82Dxy6JPCIFaiv/7oMkrB/f2UDsNYJ1IGcbZ4R7imU+x0wdajRyo6FNLfSkWHWh3uYPCLvN9W1WHSab7BDlhd1SHZCW9lidxMmqojM9gpKOO2SruPGEh4cKldQqwpurKEBFuw1zyiC2IKAw8a8KbiQ39+clhiSKb7d8V74O0fvj+q+Bmqg8V/n9r0vZbjRbXvN/D0mcUCwVwdxtw7GHM6/ILG7sj0sZdclf2p6xPpeV8vek1EPtjsC7diJvyNLWECnoyNVvzuFft0TNSjOqnR7IAd8gR4CjpFnCBNMWfDs9HZ4ixpqrkYzkPzxIXSNXCFeI10O7xZvFX6NzyC4lExC+vFnNQh/lj8HRRIf+w0g60IM6ZEfuSoxtcB0ShJRqIsZyDCshVBsuAwOp/LCTwvn49tBvqzeVRV5HQZ9UKjB0tajt+NyM+VCiR4SnN31doGHQLd1ufqa/TDOkcn6qbJR/oKIF8H4WYAp4DLQT9gQIRm2aKGuaKKAIPEtmmNFCm1xcTBHK3vNvtImKbT/Bh7yB/TWSCupWnqe92lytywCYbB9nqYFUm8zek9kfQlfvfKTtKLpCudRRGXzoQFKqFEDBCDdIK7+3RnvEMSQ/GTiObfFu6gjp8c6kAB/IqFBqBD1qXqlrGRgv2v7YuJJev8hgrvuOMk0Et/KhXyNWTWPBRGtFQF69BTy2cUpzDz+35++VUL4d/uZUT+3u/3nXeN9ENsdPaDOzFYisIQXxZUAGAJ4Iz+zXAhyG2FJO/ZHY62OvlP7Lg0ClCAs07LQSi8gKpAPfEMMZLbAL0OnQfOvYKvk3WuA/6BP4jbOmoc3TUajU6A03IIjn4BVTvfXDroe8+VvjcR/Al/MNJOogk2MSkm2LJMttFY6wTiuqyecPcENCGBFUYPueCppQtSq7+NXnNq8XIytxBfs45e83TwCxAA7VthglYHBAL89MpEYwKZCfhlop/smxKrE0wC8+6DO8gDJkTnkkRluO2k82/o8zW4z/dP9/kOVB2uQlUyfb6qgea438POAhqCv7cATAKg61UbWKeAMz6iFGjeCQXbTT//H/q67AGd56O5eNqWFrctR7y2VByuQBUsbUvFt9rifO+50vcmAvI7S012GDXmunJoda4/h6bk7s45b3MsmWROrlQ/cCXcJU4baLyGtqHDbcNf8bWqbD9MYHu6tTIxJYESViftzYFBJw+AwDTmn2gW9zbWdmFwjGZnZj8W3RxFXwpf/j9VnV9oU1ccx8/vd256bpqbm6znJjdRq6ndKi7Fbklqa70kwcF8GLXduq6spboX2VgdNR0tbAPTFlYfu8leHA5B50t90LkU8jCw/kEmOHR7cjBsH4JsUKEPoUza6M45N2m6m3Dz4z7cm3zvye+eP7/f78NxmS1zfMgecrzJbnK8xq5xvMgucpxn8xzPsDMcN/QNC0/ppywc1octNHTDQovrzDYCPkIDz036HE0/guH4iSNxS/3ZDj7O8myeUQa823JMv+GIzlrW3pEyJ4F16w4CcSidR8BopIrUVrVTZdUKxalUFslIvvYz4S5c2LLiHYg3Cd6XM2hkIpfLQa66yYL+Bvp8pm1x0LOKdC1RCB2/JRWPGUKtnZJ4bZvAWrbZYN2KvT7S3pWi8F3N0u7+fmXO6d//tj0yVLeElkfpP3jMc19pWVFaHlNarulrFoIOFq6wFY6P2COOS2yJ43V2neMldonjOXaO4yyb5XianeZ4Uj9p4YA+UNVSDPgosa5yqZ7hF6KaQk7QrzJ54A0QEiNxAMyAYwhF9/nttBj0SkH9k4jUIULUfUQWCv9U6SkewY5cV3aUmKWgshW0WiKra5//l3NLyVxOKKvkFD1tixt+Ug873ZJThp5azOVbJ7fZQ7f2xEfaD3bSxzVD+1dIePjd/UfDJwbqlsqdEWclHvFS/IsjBYRSAyvi+SwnHq1ESSPTSkCiwvOWkP6CbxIvnIcDRP48R4bZll2qrbCDm6rESUuVCQ9EI5sxurSZ9ZANEtOW5DN67MUI7hL3LURUPlXB5zV6vEVcXDQv9ClEynA2gNBo9PiuNEw19QJeEG05/XN46At5wYroxpRL8mK59WfloCyMLJ6WpkEoTHtNKc6DQ3IT0thdSYXMkYTiLoWF6EwdgMepuZbBD7759r20L7v7eFuznf7+p7HGwdQ7nxuT2g6ruWmX5fZfG7Q7+KNnQXzTP9zMw7NiZC7Gosyj+WzSI8YHTUcGAxldDmilqRexmPVydZhntCIWslGDRGWg85RvJtj7yg/2FMlHoistksIdX6+sl8puzB3J9D5djW/GK/FSfSGk3Qp7TaCh17DNouEECYURLGoniNf0JSCEPAFhELtGv55QFYjrBYhnZmZUswlwXXNTY6Z9Ekjy4MTx0ao2vE0Gs7iZL0m5PKHgYw02g55DH6bHDrfG9rJZ+tn7mY/f2rM3FAbtzifp9MHdramJie5XI5EOoc8TbQH7PLdFm5ly567h5a/SnWPVrVPp1tuEkYdpXAY6TvMkT+k4GQfsg37xRyI0SJGeBQ2K+NENnKNFHFgkUe1P1xP1VsqiR1IZVZk+oyqaZ+cNMr0FXN8JSfrk69W/tAWIvPhb3bN7Yvel4rh8pTgCKKf5PDIlVBHxPJdVXDKJSeTLy1JtuXq14HeL/KzVS5jX1qyzLvO5WfWgLmvu/Fx1vlm09aeqKKAEt8sl6G3RxPcKKlz/P5al0aV4nLUYTY8jR7Vm7clult0lIgGF7CY8RSg7gzqe2QRpk91w6LF7xk48ttX27GS4ROXu8rh3e7pb3e21Rlw4c+bECRCXSBxA4gISQsAPQEoEnEFcOAVx5sB7r6rbbc8HyUrsrLtfvXr1vuu96hJCNK40xJrgf2tfvgIGXhPrtfcMfEVcrbkGronXaz82cB1p/mTgdXGj9pmBnxPr9WsGviru1VMDXxMv1/9i4OeFs/49A9+8ev3FvyLntXoNZd145e8MryP8wiv/Yvg5wt++wvBVwt9+geFrDL/O8POo6GusIcFr4npt28BXxK3ajoFrolX7roHrSPNHA6+Ll2t/NvBziP+Pga+Kcf2Wga+J7frPDPy8+EH9MwPfvPXS+u8Zvs56fpvhL7FuWu4Nxo8YvsXwmOEXSLfbCcMvIvyV299n+CWm+SHDX2U+P2X4a4z/FcNf57V/YPg203zC8KtM8w+Gv8Hwvxn+JtHf0f75FsPsw2us8x1gmPnfaRB8Q+PfY5j1v/O++FiAeEtsi3viPkIjMRUK3/siFhH+cnEqEsY0cZQiTE+J+IApGjhjixD/QLiIO8b1uch4pPCtkPopPn2mvCmu86+NmDHOKDFHbJ8lRCi7kNVFCafIf4a8AHnHyDcQHsIewgnOpaUsKC3YFm8j9EY5ui8s1kMihwRpAeVKlEM8PPHE0L6PoyliaXaGemalXeSLgG0JL9Rnwv4AsYPjMc4QVrI3lm3UfGJjKbCUGc56bC+NJsh7jmtTxsyQymfvAeKLmHRQJ/JOwOsi9u9DXq+YQokTlEne9vkJRqOCFhifIYb8l5RRXNhB8zlqEeDKDL0gPoa3tu/dh9FUwX4cxflpoqAZp0mcyjyIowbYYQhucDzNM3BVptKnym/Azes3r7fVOFVz6CcqGtGqrjyNZzmE8XHggRcnpymtAhKw/Ta8Qa/7FrgyTKbQlpEXe08Q+348jaA98zOSNZoGGYRVPpM4hZ1gHAaeDMFIRJoYhUIWz1JP4WuSz2WqYBb5KoWcLOmMoBt4KsrUQ8iUAnUyVr6vfAg1FnyVeWmQkIksw1e5DMIMHWKz7yjGwk4DiS/K9GOMWMjRE646noUSgdU99KCyFlZWgdhA+oAjE5f5sIlMjNMfsDAwzGFjP/DSmEzbPE+lR5w6WRne+xhK2hLikUozsul+Y3v7vIVVDXXOSs5A2vM+5xdp+4RzefJM9UJLoiBJyFPpqxOZPoF4cnGKiS8sRVzE62xQoFJ2WsxkjkwiDA0Vpgn+BWaTvslBi3GDBezTHs9MEUMhzLjYDFiJlGcCdt0Qn4vNTA69J94V72CJKkMLvD1aqZwH0TH0JxPMQXgT3HgcRNALvGkcysyCgczTwAskDCVncgb33n2H2JxJGyoIM7Qp4e2vC8GE7c65sB1x8QEO5ikXG10c8rLgFdSEi7nsUlki2xTb6TNdYgqjxWkSsZyErddrPcNFmbFk3gl74gSpcp6jVWPWoyh0q0UrNyt0CU3PYCalDVY5XhTNs95JeOzjGg/Hlimg1Ki0XKuUs2qBjvyc/eRxSznPZ3NjacDNJuS2UrTAVd/TmpChDaTfXCri53PXOjyrb6stosjzlJtCkbfFJjrPgkL6Wb0eVnKALNG25Cyv2J4pt5VTzp8YvRRxK5UXWqpzTy5llW6JsXlqqzRMzTkxLZq0LaJZ8CFKOghclqP6OBOZyCy4FzskMF5O+dAQcC3ITWyLw01RrCZcGUK2tPD0cmZbHB3JsG9y4Wy7X90NG3zsIVsfiC38U1xWScYTbuqKIysRR146Ropibsvw/GjlCLFpdvCiYmSl1wptvsgh7XMeiuDOCo9uwQNeLTP6MeJ0rIrMUXygDM1hapHhlx30isy8+LBXRG9Q7qCs0j913HU2KCPvmHM6MvG32O7UHMR0DaIKITkGOtZFPuv8SkxH0BKor+iDV1RmixSLA+9qXfs/xKP0kmTbY9PDijriM2aGvtF7ZdFugbtkaPJmo9Dx4vgK6otLR16M+GbFRz53m3Cp3py18RJ+XIUDXldQn1/lrJUqV/h+dTV5TdfVqt2FXovPkcXOWXSkIoYW1/2YpUzKsapkCNUvHaEMuS06rdZ6zLoo07FmZSyr9UTHcMtEPOOdEpY6FHt7OZc+v1ernV5bWe04yzm98MSc/XjyjHEsugJ9LkXGM6qigc9Pkrnwy2Ok8Co9JL+kJusO4LMFRed7cKaaS+Qac+U5/yNUnymLjrPwUdHVFn6q1pXlVRnXCx2vsbH9/P4rL4hqWnog40yNmLveSboLV7v7s2ZBtde1hcMUfbGLo0Psni5jOoij87CLM49w1EJsCzF3kWJo5u9yxA65J7WR7oD7nebh4rOH4yOudbsCeEyjD5C+h7xorSM+ZBkOchsypcu89xHbxbdj6GhFEzEHOCZ4j6uhltfDVfqzumP6o9Z0hHgoLVzWqsMSC832ceQi/7aZtZF3h/mR/iR/l+Feqeeu0dRmHxFn4tlEjbo8IuwBvgdIN2T5Ntuste2xDbs4r21xWAOS3DC2ajryzyMzQzEi/br4t7DKZh+0WZuF/5r4HqDmxH8PZ0fcKfq4ssWWDtl7jvEZWdvl0cIqHakmW0NeJR+0EN7H317pO5efWhe3wm3Zd4c8v6DS9tnm2WTP9Xmko9Hk0YhjRbOWiaXLdqxKPeRMdJjKZouHZYbscvZq7Yvs1DL6FU20PIptVZciq+GSPaK5FPMHJtJn/UJet9knpNewlHwRZ/xiLq8HIJslSRgoHyZxlDfgKJ7BiTyFWaYgp+sUQkMeg5cqmSsL/CBLQnlqgYx8SNIAZz0kUfiWGSQqPQnyHNmNT/kqpbgwyXEigzgtgAlJsOjNFy6lOkka+zMvt4CuinCtRWsKAfi9O5/iB29FszkKDSIvnPl0r1RoH0fhKWwEm/ripkKOHC7TVt/z0Gd2qjL6nKZLgYUAWl7yesge2AhQSq5O6AYhDVCqH8+jMJb+svekdpVKyZwYReFzliezHHxFZhLNVIXJskcbYEenhpwCggzRP9NgHKDODbpEo4uMSRyGMd8NGGdbMJYZahtH5W1WEYaNaZ4nD7a2VNSYB0+CRPmBbMTp8RaNtpDyI3PvtYkB5sTISDVic/5F3XkXbJ8Yii5RfEqOfhyjVeQc9VSFcaIdvnyVR85cuswj8wYUoIxvpNB2dIPCdcepRO/4FkxSpSiDvKlMj9Fq8jP6C6OKDCAe5zKIyC2SrxOLXPv8dpBKMstiL5CUI37szU4wKlLf+gUh+maDOC7ZC0Nzn/jpJmvkK7rN0pE4lw7mQT4ldCXlLJNypH0xHQaYq1o28Ur1nSpK4I1EFlpwEvvBhN6KHZLM0KBsypsWWY9ntIEzQpo8QQu30PBMhSFxoGgbL52rqt70KFJvHONpVmI+jU8usZG2wiyNUBnFDPwYsph1eay8vEixRSbjBvAD3nwPijSX4/ipqlwMR3FOG4c1oq2WLHLFTGVTiXaN1dL+lRVTU1IgyzGd6MoRt7De7pe5QO+6tgPD/u7o0HYd6Axh4PYfdVpOC+7aQxzfteCwM2r3D0aAFK7dGx1Bfxfs3hF80Om1LHA+HLjOcAh9Fzr7g27HQVyn1+wetDq9PdjBdb3+CLod3I/IdNQHEmhYdZwhMdt33GYbh/ZOp9sZHVmw2xn1iOcuMrVhYLujTvOga7swOHAH/aGD4lvIttfp7booxdl3eqMGSkUcOI9wAMO23e2yKPsAtXdZv2Z/cOR29tojaPe7LQeROw5qZu90HS0KjWp27c6+BS17395zeFUfubhMZrQ7bDuMQnk2/m+OOv0emdHs90YuDi200h2VSw87Q8cC2+0MySG7bh/ZkztxRZ+Z4Lqeo7mQq2EpIkhC44Ohs9Cl5dhd5DWkxVVi7IU9Pvie6Htu/tA+XbuJx9jHeAz+J2KipfmhOTj7fNj1haj9qPbL2m9rv8Pfr2u/qf1crHJcjCR/kF00/7cVavpgXpZnJF7IP+Srg5X5+mv1e/UP6nv17+Dz3RV5Ecu4mB+NJH7W0CUc+UHQ58DaL9Z+UhP8efS/1l44+i9ZYXUKeJxtxksuQ2EAgNHz36poSDzrbUQUQVrV2y7Am9arVSoGBh0YNDUwMahldCXswp5oRI18yZcckZ++Mrr+q9I7iCQkDR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')format("woff");}.ff7{font-family:ff7;line-height:0.675781;font-style:normal;font-weight:normal;visibility:visible;}
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<script>
/*
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*/
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(function(){/*
 pdf2htmlEX.js: Core UI functions for pdf2htmlEX 
 Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors 
 https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE 
*/
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<ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,695.7,null]'>1. IDENTIFICAÇÃO DO PROJETO</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,541.05,null]'>2. OBJETIVO GERAL DO PROJETO</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,306.3,null]'>3. PRAZO: PROPOSTO X CUMPRIDO</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,221.05,null]'>4. IMPACTOS PARA O TRIBUNAL</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,150.05,null]'>5. INCORPORAÇÃO DAS ENTREGAS DO PROJETO ÀS ATIVIDADES DO TRIBUNAL</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",78.3,621,null]'>6. CUSTOS ESTIMADOS X INCORRIDOS</a><ul><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",343.4,597.7,null]'>Custo incorrido</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",428.65,602.85,null]'>Comentário sobre cada item divergente</a></li></ul></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",78.3,557.65,null]'>7. FINALIZAÇÃO</a></li></ul></div>
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"/><div class="c x0 y1 w2 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls6 ws7">SECRET<span class="_ _0"></span>ARIA DE GOVERN<span class="_ _1"></span>ANÇA E GEST<span class="_ _0"></span>Ã<span class="_ _1"></span>O ESTRA<span class="_ _2"></span>TÉGICA – SEGGEST – Seção de Projet<span class="_ _1"></span>os – SPROJ</div><div class="t m0 x2 h4 y3 ff1 fs1 fc1 sc0 ls6 ws7">PR<span class="_ _1"></span>OJETO “Projeto Go<span class="_ _1"></span>v<span class="_ _1"></span>ernança IGG TCU 2021 </div><div class="t m0 x3 h4 y4 ff1 fs1 fc1 sc0 ls6">”</div><div class="t m0 x4 h5 y5 ff2 fs0 fc0 sc0 ls6 ws7">T<span class="_ _2"></span>ermo de Encerramento de Pr<span class="_ _1"></span>ojeto</div><div class="t m0 x5 h6 y6 ff3 fs2 fc0 sc0 ls6 ws7">1.<span class="_ _3"> </span>IDENTIFICAÇÃO DO PROJETO</div><div class="t m0 x6 h7 y7 ff4 fs0 fc0 sc0 ls6 ws7">Nome do Gestor<span class="_ _4"> </span>Lotação<span class="_ _5"> </span>E-mail<span class="_ _6"> </span>Ramal</div><div class="t m0 x7 h8 y8 ff4 fs1 fc0 sc0 ls6 ws7">Max Frederico Feitosa Guedes</div><div class="t m0 x8 h9 y9 ff4 fs1 fc0 sc0 ls6 ws0">Pereira<span class="ff5 ws7"> </span></div><div class="t m0 x9 h9 ya ff5 fs1 fc0 sc0 ls6 ws1">SEGGEST<span class="_"> </span><span class="fc2 ws2 v1">maxpereira@trt13.jus.br<span class="_"> </span></span>3533-6033</div><div class="t m0 xa h7 yb ff4 fs0 fc0 sc0 ls6 ws7">Nome do substituto eventual<span class="_ _7"> </span>Lotação<span class="_ _5"> </span>E-mail<span class="_ _8"> </span>Ramal</div><div class="t m0 x7 ha yc ff6 fs3 fc0 sc0 ls6 ws7">José Herib<span class="_ _1"></span>erto de Lacerda</div><div class="t m0 xb ha yd ff6 fs3 fc0 sc0 ls6 ws3">Martins<span class="ff5 fs1 ws7"> </span></div><div class="t m0 xc h9 ye ff5 fs1 fc0 sc0 ls6 ws4">SESGGEST<span class="_"> </span><span class="fc3 ws7 v1">jlmartins<span class="_ _9"></span> <span class="_ _a"> </span> @trt1<span class="_ _b"></span> <span class="_ _c"> </span> 3.jus.br<span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _f"> </span><span class="fc0 ws0 v2">3533-6107</span></span></div><div class="t m0 xd hb yf ff4 fs0 fc0 sc0 ls6 ws5">P<span class="_ _2"></span>A<span class="_ _2"></span>TROCINADOR<span class="_"> </span><span class="ff5 fs1 ws7 v3">Jefferson Pereira da Costa e Silva</span></div><div class="t m0 x5 h6 y10 ff3 fs2 fc0 sc0 ls6 ws7">2.<span class="_ _10"> </span>OBJETIVO GERAL DO PROJETO</div><div class="t m0 x5 hc y11 ff6 fs4 fc0 sc0 ls6 ws7">Este<span class="_ _11"> </span> <span class="_ _11"> </span>projeto<span class="_ _11"> </span> <span class="_ _12"> </span>tem<span class="_ _11"> </span> <span class="_ _11"> </span>como<span class="_ _11"> </span> <span class="_ _12"> </span>escopo<span class="_ _11"> </span> <span class="_ _11"> </span>o<span class="_ _11"> </span> <span class="_ _12"> </span>tratamento<span class="_ _11"></span> <span class="_ _11"> </span>dos<span class="_ _11"> </span> <span class="_ _12"> </span>achados<span class="_ _11"></span> <span class="_ _11"> </span>identificados<span class="_ _11"> </span> <span class="_ _11"> </span>como<span class="_ _13"></span><span class="ff5 fs1"> <span class="_ _14"> </span>“</span><span class="ws6">Não</span></div><div class="t m0 x5 hc y12 ff6 fs4 fc0 sc0 ls6 ws6">Adota<span class="ff5 fs1 ws7">”<span class="_ _13"></span> </span>no<span class="ff5 fs1 ls0 ws7"> </span><span class="ws7">que<span class="_ _1"></span>stionário <span class="_ _13"></span>do <span class="_ _13"></span>IGG TCU<span class="_ _13"></span> 2021 <span class="_ _13"></span>(governança organizacional <span class="_ _13"></span>e <span class="_ _13"></span>gestão <span class="_ _13"></span>públi<span class="_ _1"></span>cas</span></div><div class="t m0 x5 hc y13 ff6 fs4 fc0 sc0 ls6 ws7">nas organizações),<span class="ff5 fs1 ls1"> </span><span class="ws6">objeto</span><span class="ff5 fs1 ls1"> </span><span class="ws6">do</span><span class="ff5 fs1 ls2"> </span><span class="ws6">PR<span class="_ _1"></span>OAD/TRT13<span class="ff5 fs1 ls1 ws7"> </span>21.<span class="_ _1"></span>489/2021,<span class="ff5 fs1 ls1 ws7"> </span>tendo<span class="ff5 fs1 ls2 ws7"> </span>em<span class="ff5 fs1 ls1 ws7"> </span>vist<span class="_ _1"></span>a<span class="ff5 fs1 ls2 ws7"> </span>a<span class="ff5 fs1 ls1 ws7"> </span>necessidade</span></div><div class="t m0 x5 hc y14 ff6 fs4 fc0 sc0 ls6 ws6">de<span class="ff5 fs1 ls3 ws7"> </span>alinhamen<span class="_ _1"></span>to<span class="ff5 fs1 ls4 ws7"> </span>e<span class="ff5 fs1 ls3 ws7"> </span><span class="ws7">atendimento<span class="_ _15"></span> <span class="_ _15"></span>às<span class="_ _15"></span> <span class="_ _16"></span>não<span class="_ _15"></span> <span class="_ _15"></span>conformidades<span class="_ _15"></span> <span class="_ _15"></span>verificadas,<span class="_ _15"></span> <span class="_ _15"></span>o<span class="_ _15"></span> <span class="_ _15"></span>que<span class="_ _16"></span> <span class="_ _15"></span>vai<span class="_ _15"></span> <span class="_ _15"></span>contribuir</span></div><div class="t m0 x5 hc y15 ff6 fs4 fc0 sc0 ls6 ws7">para o<span class="ff5 fs1 ls5"> </span>apri<span class="_ _1"></span>moramento da<span class="ff5 fs1 ls5"> </span>governan<span class="_ _1"></span>ça do T<span class="_ _2"></span>ribunal.</div><div class="t m0 x5 hc y16 ff6 fs4 fc0 sc0 ls6 ws7">Assim, o pr<span class="_ _1"></span>ojeto visa atender <span class="_ _1"></span>ao tratamento dos cin<span class="_ _1"></span>co achados (“Não <span class="_ _2"></span>Adota<span class="_ _1"></span>”) a seguir:</div><div class="t m0 x5 hc y17 ff6 fs4 fc0 sc0 ls6 ws7">- Programa <span class="_ _1"></span>de integridade da o<span class="_ _1"></span>rganização está esta<span class="_ _1"></span>belecido?</div><div class="t m0 x5 hc y18 ff6 fs4 fc0 sc0 ls6 ws7">- <span class="_ _2"></span>A<span class="_ _2"></span> organização execu<span class="_ _1"></span>ta processo de ges<span class="_ _1"></span>tão de continuidade do<span class="_ _1"></span> negócio?</div><div class="t m0 x5 hc y19 ff6 fs4 fc0 sc0 ls6 ws7">-<span class="_ _15"></span> <span class="_ _13"></span>A <span class="_ _15"></span>organização<span class="_ _15"></span> <span class="_ _15"></span>executa<span class="_ _15"></span> <span class="_ _15"></span>processo<span class="_ _15"></span> <span class="_ _15"></span>de<span class="_ _15"></span> <span class="_ _15"></span>gestão<span class="_ _15"></span> <span class="_ _15"></span>dos<span class="_ _15"></span> <span class="_ _15"></span>riscos<span class="_ _15"></span> <span class="_ _15"></span>de<span class="_ _15"></span> <span class="_ _15"></span>t<span class="_ _13"></span>ecno<span class="_ _1"></span>logia<span class="_ _15"></span> <span class="_ _16"></span>da<span class="_ _15"></span> <span class="_ _15"></span>informa<span class="_ _1"></span>ção</div><div class="t m0 x5 hc y1a ff6 fs4 fc0 sc0 ls6 ws6">relativos<span class="ff5 fs1 ls5 ws7"> </span><span class="ws7">a pr<span class="_ _1"></span>ocessos de negóci<span class="_ _1"></span>o?</span></div><div class="t m0 x5 hc y1b ff6 fs4 fc0 sc0 ls6 ws7">-<span class="_ _13"></span> <span class="_ _1"></span>A organização<span class="_ _13"></span> <span class="_ _13"></span>adota <span class="_ _13"></span>métricas<span class="_ _13"></span> <span class="_ _13"></span>objetivas <span class="_ _15"></span>p<span class="_ _1"></span>ara<span class="_ _13"></span> <span class="_ _13"></span>mensuração <span class="_ _13"></span>de<span class="_ _13"></span> <span class="_ _13"></span>resultados<span class="_ _13"></span> <span class="_ _13"></span>do <span class="_ _15"></span>c<span class="_ _1"></span>ontrato<span class="_ _13"></span> <span class="_ _13"></span>e</div><div class="t m0 x5 hc y1c ff6 fs4 fc0 sc0 ls6 ws7">vinculação da <span class="_ _1"></span>remuneração da con<span class="_ _1"></span>tratada ao dese<span class="_ _1"></span>mpenho apresentado?</div><div class="t m0 x5 hc y1d ff6 fs4 fc0 sc0 ls6 ws7">-<span class="_ _17"> </span> <span class="_ _12"> </span>A<span class="_ _12"> </span> <span class="_ _17"> </span>avaliação<span class="_ _17"> </span> <span class="_ _17"> </span>das<span class="_ _17"> </span> <span class="_ _17"> </span>políticas<span class="_ _17"> </span> <span class="_ _17"> </span>públicas<span class="_ _17"> </span> <span class="_ _17"> </span>execu<span class="_ _1"></span>tadas<span class="_ _17"> </span> <span class="_ _17"> </span>pela<span class="_ _17"> </span> <span class="_ _17"> </span>organização<span class="_ _17"> </span> <span class="_ _17"> </span>(ou<span class="_ _17"> </span> <span class="_ _17"> </span>com<span class="_ _17"> </span> <span class="_ _17"> </span>sua</div><div class="t m0 x5 hc y1e ff6 fs4 fc0 sc0 ls6 ws7">participaç<span class="_ _1"></span>ão) é<span class="ff5 fs1 ls5"> </span>incorporada no proc<span class="_ _1"></span>esso orçamentá<span class="_ _1"></span>rio<span class="ff5 fs1"> .</span></div><div class="t m0 x5 h6 y1f ff3 fs2 fc0 sc0 ls6 ws7">3.<span class="_ _10"> </span>PRAZO: PROPOSTO X CUMPRIDO</div><div class="t m0 x7 h8 y20 ff4 fs1 fc0 sc0 ls6 ws7">Período previsto<span class="_ _18"> </span>Período cumprido<span class="_ _19"> </span>Comentário sobre alteração em relação ao planejado</div><div class="t m0 xd h9 y21 ff5 fs1 fc0 sc0 ls6 ws7">09/08/2021 a 30/06/2022<span class="_ _1a"> </span>16/08/2021 a 02/09/2022</div><div class="t m0 xe h9 y22 ff5 fs1 fc0 sc0 ls6 ws7"> Entrega relacionada a <span class="_ _1"></span>Adoção de Métricas objetivas para</div><div class="t m0 xf h9 y23 ff5 fs1 fc0 sc0 ls6 ws7">mensuração de resultados do contrato e vinculação da</div><div class="t m0 x10 h9 y24 ff5 fs1 fc0 sc0 ls6 ws7">remuneração da contratada necessitou de mais tempo para<span class="_ _13"></span> estudos</div><div class="t m0 x11 h9 y25 ff5 fs1 fc0 sc0 ls6 ws7">e definições de ações para o futuro no TRT13.</div><div class="t m0 x5 h6 y26 ff3 fs2 fc0 sc0 ls6 ws7">4.<span class="_ _1b"> </span>IMP<span class="_ _1"></span>ACTOS PARA O TRIBUNAL</div><div class="t m0 xd h8 y27 ff4 fs1 fc0 sc0 ls6 ws7">Resultados alcançados</div><div class="t m0 xd h8 y28 ff4 fs1 fc0 sc0 ls6">a.</div><div class="t m0 x12 hc y29 ff5 fs0 fc0 sc0 ls6 ws7">O projeto alcançou o seu escopo, todos os <span class="ff6 fs4">achados iden<span class="_ _1"></span>tificados como<span class="ff5 fs1"> “</span>Não <span class="_ _2"></span>Ado<span class="_ _1"></span>ta<span class="ff5 fs0">” foram enfrenta-</span></span></div><div class="t m0 x12 hd y2a ff5 fs0 fc0 sc0 ls6 ws7">dos e passaram a ser adotados na gestão do <span class="_ _1"></span>TRT13.</div><div class="t m0 x5 h6 y2b ff3 fs2 fc0 sc0 ls6 ws7">5.<span class="_ _10"> </span>INCORPORAÇÃO DAS ENTREGAS D<span class="_ _13"></span>O PROJETO ÀS A<span class="_ _1"></span>TIVIDADES DO TRIBUNAL</div><div class="t m0 xd h8 y2c ff4 fs1 fc0 sc0 ls6 ws7">Rotinas a serem definidas / alteradas (se couber)</div><div class="t m0 x13 h8 y2d ff4 fs1 fc0 sc0 ls6 ws7">O que<span class="_ _1c"> </span>Medidas para viabilizar</div><div class="t m0 x12 h9 y2e ff4 fs1 fc0 sc0 ls6 ws7">a.<span class="_ _1d"> </span>Instituir o Programa de Integridade do TRT13 .<span class="_ _1e"> </span><span class="ff6">Ato TR<span class="_ _1"></span>T SGP N.º 213, de 02 de Dezembro de 2021<span class="ff5"> </span></span></div><div class="t m0 x14 h9 y2f ff5 fs1 fc0 sc0 ls6 ws0">(https://www<span class="_ _1"></span>.trt13.jus.br/age/governanca-institucional)</div><div class="t m0 x12 h9 y30 ff4 fs1 fc0 sc0 ls6 ws7">b.<span class="_ _1f"> </span>Instituir a Gestão de continuidade do negócio.<span class="_ _13"></span><span class="ff5"> <span class="_ _20"> </span>Resolução <span class="_ _1"></span>Administrativa 1<span class="_ _2"></span>14/2021</span></div><div class="t m0 x14 h9 y31 ff5 fs1 fc0 sc0 ls6 ws0">(https://www<span class="_ _1"></span>.trt13.jus.br/age/governanca-institucional)</div><div class="t m0 x12 h9 y32 ff4 fs1 fc0 sc0 ls6 ws7">c.<span class="_ _21"> </span>Executar processo de gestão dos riscos de<span class="_ _1f"> </span><span class="ff5">Concluída a identificação e análise dos riscos dos processos: </span></div></div><div class="c x15 y33 w3 he"><div class="t m0 x0 hf y34 ff7 fs0 fc0 sc0 ls6">1</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h2"><div class="t m0 x16 h8 y35 ff4 fs1 fc0 sc0 ls6 ws7">tecnologia da informação, relativos a processos</div><div class="t m0 x8 h8 y36 ff4 fs1 fc0 sc0 ls6 ws7">críticos de TIC para o negócio.</div><div class="t m0 xe h9 y35 ff5 fs1 fc0 sc0 ls6 ws7">1) Pré-Implantação do Pje,</div><div class="t m0 xe h9 y36 ff5 fs1 fc0 sc0 ls6 ws7">2) &quot;Remessa Mensal Ordinária de Informações para o </div><div class="t m0 xe h9 y37 ff5 fs1 fc0 sc0 ls6 ws0">DA<span class="_ _2"></span>T<span class="_ _2"></span>AJUD&quot;.</div><div class="t m0 x12 h8 y38 ff4 fs1 fc0 sc0 ls6 ws7">d.<span class="_ _22"> </span>Adotar métricas objetivas para mensuração de</div><div class="t m0 x17 h8 y39 ff4 fs1 fc0 sc0 ls6 ws7">resultados do contrato e vinculação da</div><div class="t m0 x18 h8 y3a ff4 fs1 fc0 sc0 ls6 ws7">remuneração da contratada ao desempenho</div><div class="t m0 x19 h8 y3b ff4 fs1 fc0 sc0 ls6">apresentado.</div><div class="t m0 xe h9 y38 ff5 fs1 fc0 sc0 ls6 ws7">Definido o uso do IMR (Índice de Medição de Resultado) nos<span class="_ _13"></span> </div><div class="t m0 xe h9 y39 ff5 fs1 fc0 sc0 ls6 ws7">Contratos do TR<span class="_ _1"></span>T13.</div><div class="t m0 x12 h8 y3c ff4 fs1 fc0 sc0 ls6 ws7">e.<span class="_ _c"> </span>Políticas públicas executadas pela organização</div><div class="t m0 x18 h8 y3d ff4 fs1 fc0 sc0 ls6 ws7">(ou com sua participação) é incorporada no</div><div class="t m0 x1a h8 y3e ff4 fs1 fc0 sc0 ls6 ws7">processo orçamentário.</div><div class="t m0 xe h9 y3c ff5 fs1 fc0 sc0 ls6 ws7">Concluiu-se que o TR<span class="_ _1"></span>T13 já possui alinhamento<span class="_ _13"></span> entre as </div><div class="t m0 xe h9 y3d ff5 fs1 fc0 sc0 ls6 ws7">políticas públicas e a gestão orçamentária, razão pela qual<span class="_ _13"></span> no </div><div class="t m0 xe h9 y3e ff5 fs1 fc0 sc0 ls6 ws7">próximo IGG - TCU o Regional informará que atende.</div><div class="t m0 x5 h10 y3f ff8 fs2 fc0 sc0 ls6 ws7"> </div><div class="t m0 x5 h6 y40 ff3 fs2 fc0 sc0 ls6 ws7">6.<span class="_ _1b"> </span>CUSTOS ESTIMADOS X<span class="_ _13"></span> INCORRIDOS</div><div class="t m0 x1b h11 y41 ff4 fs1 fc0 sc0 ls6 ws7">Evento<span class="_ _23"> </span>Custo estimado<span class="_ _24"> </span>Custo incorrido<span class="_ _25"> </span><span class="v4">Comentário sobre cada item</span></div><div class="t m0 x1c h8 y42 ff4 fs1 fc0 sc0 ls6">divergente</div><div class="t m0 xd hd y43 ff9 fs0 fc0 sc0 ls6 ws8">a.<span class="_"> </span><span class="ff5 ws9">-<span class="_ _26"> </span>-<span class="_"> </span>-<span class="_ _27"> </span>-</span></div><div class="t m0 x5 h6 y44 ff3 fs2 fc0 sc0 ls6 wsa">7.<span class="_"> </span>FINALIZAÇÃO</div><div class="t m0 xd h8 y45 ff4 fs1 fc0 sc0 ls6 ws7">Data e <span class="_ _1"></span>Assinaturas / AGE</div><div class="t m0 x5 h9 y46 ff5 fs1 fc0 sc0 ls6 ws7">Em 08/09/2022.</div><div class="t m0 x1d h9 y47 ff5 fs1 fc0 sc0 ls6 ws7">Max Frederico Feitosa Guedes Pereira</div><div class="t m0 x1e h12 y48 ffa fs5 fc0 sc0 ls6 ws7">Diretotr da SEGGEST</div><div class="t m0 x1f h12 y49 ffa fs5 fc0 sc0 ls6 ws7">Gestor do  Projeto</div></div><div class="c x15 y33 w3 he"><div class="t m0 x0 hf y34 ff7 fs0 fc0 sc0 ls6">2</div></div><div class="c x20 y4a w4 h13"><div class="t m1 x0 h14 y4b ffb fs6 fc0 sc0 ls6 ws7">Max Frederico Feitosa </div><div class="t m1 x0 h14 y4c ffb fs6 fc0 sc0 ls6 ws7">Guedes Pereira</div></div><div class="c x21 y4a w5 h13"><div class="t m1 x0 h15 y4d ffb fs7 fc0 sc0 ls6 ws7">Assinado de forma digital por Max </div><div class="t m1 x0 h15 y4e ffb fs7 fc0 sc0 ls6 ws7">Frederico Feitosa Guedes Pereira </div><div class="t m1 x0 h15 y4f ffb fs7 fc0 sc0 ls6 ws7">Dados: 2022.09.08 08:57:54 -03&apos;00&apos;</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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