Nos últimos 50 anos, a teoria econômica passou a se basear quase exclusivamente na matemática. Isso traz precisão lógica, mas, de acordo com um novo artigo do economista da SFI, Brian Arthur, restringe o que a economia pode facilmente falar.
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8rKvNxQmDHIMajbgY5UqQlQSxipNbSmXQzCoasTRTQCGgmkCFZKZYk2TT0WJ2UT05vOs1rNkxpFA6DHWSY2mzKra5RrFmbcaONpXmy0nbLPeNWmnOb0z2jLt5erNxz6cE7/AD/S8/N6+fpiOXv5u08n0cNbOO9ZrfkqY6MZdazLgYxMYDcJtqqHAxwDcDGoxwNOVDKQyEMpMIQykMEqCVQSULJSJVqyVSIVlkFhJTBaKW89olz2iiY6EsVMIhOwTkFRWcbTZnO01lOk1nOuerlnrGkNO4emesR1Y1lvjJHdyxUaEMBghsltku3EOmstuEUSyWEuqM3oRmaBDbE2QmwBiphAMAYIYqGCGCBgmCVJUMEMEqVSrSQUqQ2K5cUFSqaRLbInQshaIzpglSEMIVKyY1mslqWYz0TbzLoVeeM6YGMdKsihwMqE7IltkumstuExyg2I7azrge+NgyhU6iS1LJQkFMkpklCyME2CGQDBDQhghgmNUMEMpDBDJZKVkq0SrVIbhFAWnLI0IYSqLJVokoILEkpElKpmppJqxTckqyvMcvtimqh0qgpVkMcenpG/Dvx8Xped05jT1kaajThtM7dsN+XbDm6uXWG07mqmpWmoABNMYMRQSUCKcsFMgsILRJSqSkIYoAAMQwQwSoJGElITYJtiGCABNACBBY01CG6lUElImNFZKoIVKkqk8pld+YypClUbv0dePXx59Hz9Z9Hp5erl1x831PM3jfaeya4+X0/PuYbNZGOOro5+jn1y5evluRp3LpUoBADJGBSYwcoAoxksYmmqY4koIKVSUkQwRQSWlksILRBQklBJQJsVFIkpCVCSqVJUEjEQwkpCVKpVIgpWSqVE1J5dzt256nsPh18Oe/h6c/X35unh2w831PL3jt7OLtzuPN9Pzbnft4e6WeD0OBIYbw2qNunm6efWOXr5rEMuXSqUWpLkXKIZQxwA1AYmOVDZIwTGqGySgkYIoJbBDBDBKglWiCxILQihUqQhiSqKkYSUkSoJKQhhKpVKpWSqRKpWSqmvM0z068/duL8vo4vO9Pze3L0+rj7OXTPyvW8reOnv8/0M6Xm+l51l9/nehKcPdxGbT3zbHLp1cvVjoubpwSXehjWkF1NTUTc3MjEBigNRtypgoAAAAAAAAAAAAAAAAAAAAAAAAAAIYJUJJQSUEq0SUEqxM1oqznSbInRWZq1Wa0mvK0iu3H3NcdvL6eby/V8fry9Lu870ee58r1fI1N/S8r1JTzvR8+F6Pm+kj4u3jmstJ7dY5V2YSz08/RNPDfEeuWsKLgqppZVSgMEMBjUAUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAATCI0i5iamxK1Wac6n//xAAuEAABAwMEAQMDBQEBAQEAAAABAAIRAxIhECIxMkEEIDMTI0IwQENQYBQkNHD/2gAIAQEAAQUC/wBJtUNjahaTtW1bbcIQThSFiJQUqUSJleF4lBSpU5lEqUTiSvH+Bg+z8E3seV+CbyeV+KaoQBRBmCoNsFAGMoKFCIzCIULwvx/uMrKysrPuOlynZcg7LnZuKDjbcUHGXOM3FSbbimkqSpTtPxQ0HJ0Oh4X4rx/d4WFhYWFhSPYOkFAFOBm0oNMWlWlOaZtKjbamNyW5hEKAvxwhCwsIxOFhYWIwvxQ4/Qn+rx7ZUqVKAEPwcrKytyM6XOTSbZKkp+jdXaDqqPNTsjwhwm86HleF+MKDEFAf1E/rDKgqVJWVuW5N4q864WNLU1uLVCcFATIWFtToW1NiMKlF1SLpCnEoFSgcypRKkqcSV+KGg/R8f1OVlZTUePZhU+tVYWFhSFOrNXcJnOh4TdKfetyvxTZUFAGSMwiFCgWINkYQhYQif0PC8f0uVlZ1ZyV5tCfAdhSFS61eJWVlblu0hqZbO1bUbbZamkSSJkInbcmuzcmON1YwripNslNOUEeUeEPjVPhN5Q5/Q8LwvHtPI50H6R9k5U4lSpU+wezCpwncN5RO4cVe2VuVKYq9c6MALnU2xjVnY8r+NN7O7IgfSgpoM2mWg3VhIhAbYTecLCMThYjCb0lUyictO6VKPPvHsxGF41JUqVK/H9HnV2Ajz4R90qVIUSiIVNHgcp03DitzpRVTphQqZF54J02psXOObldsuQcZc43XOX8MlNOTy3mt0TeE3k8p2n4qn1gqmnDczs8bk7n3jQaeF4XhHTyBk86ePdOgU4lEmZUooe+UzrU4pzJWblUG5nWssLCokXP60zvPDZv8GZ0od/UdsoA2WlUm767c2po+1agBLokWqpH09qbCkJkF1TBlP63FSbZKpcHml2f2Z2qco8+0aCJwhCxpKnEqcSiVKPLcaDTx72pyjEI6mEI90LKZxU60+yMXDirF1LrW4bLkWOApTc7ht16/Pw+LleVRcb/UEgyU34FT7+p0pfF5By7lO+JNUKn3rDMFO+OEGm2FSToupxdUi5sXVND+gOUOUNBp4gqMQoTkeRCx7J0lSpxKPPhFDTwOfbOlPh/VkXJ0XN61uaXWrNtGbn9afc8YvToD28VO5VpVJpD/AFAlWlUx9qEyLq8W7VRiw2y20uqtDVK/iuTXGbimON1ZSv4sKn0VHmp3p96vI5qqEePeOcIHMphRQJUrwvCboeRzr4R5GnhHnCwjCETKnEo8+3CpJ3DTuVSbmda0qiqvSjF7uGxendxxUm9nWtN5RJlh3+o6qh0PLe1f416fq/uztX65TfigpozblozVGICHx7VS6mJpHdU7NO6rhXFVOsr8f0DyjzwhIUSoKGngNlGA3CMagqVOJRQ5XhFDTx5WYgo8+zOlI5PG65Ve1LpW60Imp0pkXlSb/FS69nWv3pdK8XYRblrd1YSyGqhEOtkWzU+K5enMqo6Hh5mr0kqn8abyeRzU6JnxqinDdTG6qDcAZq6O6YX4+6VKcc3KTeXb5TTuw5eVEAuXhHQ8hZUYRQ5wsLCMIHMqcSUTnwj7QVlU5uRG4cV4mj1rdKJ3O6tuvT5vb1rAX0unqIuodPUIp/Yc1fiXp+X9k74YXpwZqtN4aVUE0rVR6GJYAXPAaZCd8cqnlsmaMqpNzO9flVeqPxL8f0DoFlEZHKaZVwCELCkRKnFyLjIOdTwjyNDx5IK8IrCwj7RpT7p9t7OvqFQMip0pXXniN/irH1KfT1EXUOnqFRO2u6dKlt+xOj6UhUDuqGH3FT9m4qgd9funfCqHDu1PvX5R+KCqPBaZo4NTs2Lq0Lan/HIX8Vynb+hKuTjtR5R5HKGnheMo6eRCwsRIROQ5XK4xKPOhQ08eyYXhlt6qmH0jsrzFEkJ722sIa4+oYiW3f9Kc+4/WeAajirnKT7K3yL+BUO9UG+0pvxWqiIfXAuhq/i2qgQqh3sdurGFeUD9qVQKf3onfW7jmv1R+HKb8cFBR+h4gp3MI6GJkIkSCJlSpKzGp5HK8Ioc5XhFYWFKBzKJx7MKRF0L670ajir3KT+vWMPuTTNG8qk431yb1S+I80fk9RymfCvT81e7ZurZbaU1wFOAqTmtLi0ua4NLn3GU6oSLir3KSpPtn3Zhq8I6HQ8jlBZXheMIwhErxJRJU5XhFDleByQV4A9s/tPUd1S+G0zTBDq250Kk5oYbZaWtL6gepCFWG3K9yucpKk++f2Pj8fCMRhY0KlSUPZ49sFHjTCwpUqVJUo/uzUcVe5Co5T+1H7EJ3PheF41MyOVhYWI1k6+P8a3TCwsQpUqT+mT/+DwVaVCwsf4+DHvhWlWlWrajaFiAVcU7k8eACo/xEK1ysKtRjXJbaVarQgGqQiUHGLinc/i0ZtKc1QLRbMhOKuMT/AIOCoWFhYUq4remsLl9FqcGgmNfxHJ5g2taZtRAgWqQnHNxtBMnkoAw1huc2CYWIBUok/wBJBUFR+4lSVnXCwpWVD1aVREOVS0PJGoItuTnGZNo5PMG1rTMJ1qFsAiXOyXG0Kl8lZp+oRiMCJwif3cFWlWqAoC2rFtyk2yhwh+3ysqFAW1bVK3reoUBUovVXubo0aoCdagRFyc4zJtbzGS0wGqAnWzIta5Ncb/UfJ4AKhEIx+xhWlWlWrChsS1NhXIOMu5TtD1UG20oDbAQhYQU/tcrKhYWFhSqM6ObuptbbUiym4XqtfcQ7VqgpzSmMJG1OtQIgOy4mT1arSnNUC0WzIu9Qc3G0aEGSNG4LzLvZBVpQYVChqIaFIUi24prjJ5TtB1TAZtKtTgJ2p0KVdtuKHVN4TdGgqEP2eVBUKAtqkK5XOVG6VUAvpdH9Gk3Ku2SWjVhIJJTgbfTotMuagAmW314D7tocZJKcqbJphpkjNaLcQDmSnLxoYW1NhSrinE6M1foAbLXJrckCdqNsSEHYuKaTJ5T9D1gq02wgBG1NhSmnMlN5Q5Q/SzrhY0lZUKFhY0+mU+mYpCHKraH0SC13Wakjj1AC26t5JEuP2KDt7+9RkMaE1pu9QN0C0WyTkl1tEy3yQZqD7QCaAXPhrquBJjR2jOYVpRaYhMidqkJzsXlBxtQ5d2R6JoKtQGXRO1OIVyd8UlDqm6MBVpTRkwhEmJBzKHKHPtn9DcrSoW1QoKuKCrDbSgPVeA+gZB4LTLevqIi5urezm5x/z0Y+pUw95+zSl7jh1fik3YG7ngBzo/56ByXGXI//ADgFMG6sPuVI+m0D6aCcWxKa4ySdD1TO3lEG20prVAQtTrZuV2y4pvKHLuUQYtK/hwhbEhNdm4ppMocnlokvYQQ0y5sHCMTKPPuhQsLClS5Q5QoC2qn1PEPTeKo2MsvVckGgXaOAup9K/Tf7Hc0xNCkCKlYfcMf89Aj6lQxUqk/SoId6zTeB/wCehF77b6oDQD9hDmsNxH2afTQ9U0GS0zaoFm1NIknNxRJsTNX8wVabITYnapCc7NxRO1N+FN0aDJblsSbZBEuOWE3VuW9q3KPMFO59vmFhY0kqHK0qAtqlqpGWogyzrU6NIuVcOKoAhyqWB9OLKs2bz7HOKomWM7+oG9oP/PSEVK0fUdH0KB3Ocb6/NPNGiD9Sq37lWPpsj6U5kzWQzQojWdlxQJl3K/BN5IN1pUbICZbMhXJzipKHVN7HlOBVpUbNqp/HKa4ySU3k8jl3IBTmmWjdWhCJrKU6dHc+xoUKAtqkK5S9QVAW1YUqjMJzRdT6O6h+Rx6gSKGHqtAfRzTqCWfTRGrrVQhXbvUEqlmkzv6hp+pH/noQKlSBUqnFEktYfuVx9xwmhSGABc8Brqh+20zSo99A0llpQanATtTWN+lcg4y8m5DoqTSXPaWugpzTFqbEbU0iXOzcU8OhDoqHQtMtaZIQtl0SCnEzJTkOa3Uc1RLQFV67U72jClGJwpW5NaSfptVVrQtqDXI3hUbtKgF9HqeN8t4rAWUrQ9Vi4PozY7hxAMhYRAVkiiyHObDq/WgcXG71PNPNCkD9Ss37j4+nQiZ315u59PQ5g3VhvdH0afFI/c0BNmjxpS+GDIa5PbmAhbbLVQO+uSHyUeiZoOXNM25q/HtQItuVAyH9m9jynAyGlOYVhOtQIVTpJVT4lU+KE4Y9g5jGJkK4reUwG5V4ikReqwcTRBDlVtD6JkJwdLOlXowtvVWVQ4KeGTCtKcE3rRP3Ks3OzSoxc6wGqJbSmxoN/qB9wgmhQEPdAfWhMP2qRN7u9YZ/iYQ1TB0aMQmRdX4lUTNNxMiSarCNG8Kh3rtl1qgWbU0ibipcqgMp/wAKbxaVQEJ4F4tlxy126uhzW6I8AFOH2oCMfSwj8Ulfj7ApKMKVuVjk1sOVbqx29VxKpCHqt2onR7N1Po/q12V6gL0+lQmdykouwx4tY77lcbomhRaRUqsMuH2qMIuh1ZxQM0qcfUqM3vAc1sNbNpJKJJ9zdG81+i9P1cw3MEOrxbtTFcVScfqep5QYPopnNplgh1eI2r+G4ppJ09P2q/IOXDIbmsMbU/45TviX8KHwwVH2oC/H2BQuFeVvKtKAEqr0YTcqwkU7Q9VjBpEyqgF9Lq7jfI4rgR6e2VULpRAkt2sagAH1+WH7NNx+rWORmjTIa5wanFrlJCdcswF5JXjCwoUa0wFtQianx3FenMqp3bzX+Nen4e030xD/AFELamfFcVQcS6p3b2r9E3NG0qmwkloBoxfWw+4p5KHNX40c0bSo+1AQ+OUw/bymfEh09tpXjcvpo02xDUOH9QXyqvVkXKrKpghyq23UuDwQ6W9asW0ovVVhJthEZ/FizdVIKY9obLQ4m4CU5uSNrV5cUDgHJiTCjEIjJXjRnOjs0bSqHNWLxaqnx3FUDKrfIzt6jqqPxlpmiIfUAvFs1fjuKpmaS9P2q96XeuDdaU4Lan/FK/iTfiTPjtKp9MKn1lDLfd43lDg8bU3h3Fp0f1BEqqMMEOVXmlo5uWdavWk43qryCESsQITgrcBuXNX4iZMzO1pRiTCbSltuXNRGBoSiV40ZzObiuaK9P2r9074bSqAIdWAvFs1vjuVAy13al8lb5E/NG0qiNhAmjF1XD2ON1flHhc0rSm/HtTOkqn1PNLg80+LTIGPbaUBi1yb1UhN6ni1N4d1nKqCQ0AOVUwqZMp4F1Pq/qy64vaE4schaniSG4tTgho4oHFPLnsaUW4DcluRTxfl4y5TgFYkwowKZjRvJ5gpvxQqEX14uuX8MlUO/qO45qfFBVAQngXMtvrRdK/hXp+HdqXes03NburQtqc0CnJQzSVPoVS62qmjE00eaad2bpB9nhWlM6o8s6q1N6niShw/qIlVJTJB+o1OLSfqEKXFQZcENCgpRKCwiEGpjYDpkGRZCDcvdhpU3J6gQArc/SKw0Xk6sdBc8zcVS+I80fk9RymfFaqUX14mUfhkr0/NXu3tXGbSmj7UNVCE87mE3V+RzW6rmlamdMKnwZmmjzTTu1NEZbARiZUn2wgFamcJxyzhECWdVuQMAuCkK8ok+6U4oaGEAFai3AChEYaMvwigU18J7pUCAFEOqtUYHLRuqPKnAOoRBm0qj0Ns0yL/UGFcVSzSPNL5PUKCh8MKhF1UgPDs1jpT+LCoc1BvaN1ZYT+klDNJU+vmkiMtNqkIOhSf0wvMJnCdNzOLgjbN0IuP6pCAUIgwNPAUrwxOgmBAarUWqMQncjLEDl5DQYiAozq7T0/V/ZneuJFpVHo625hF1cwLimfCqHev3AKqiWwFSiwkTSO6r2HNXqnZp2lNIswg6FKk/sIQCwg6FeVcf2EKEeAvPjyvGEQoxEAhRjTxKlOQIRaExmagkxgBedAnMUBenhPMPa4zX6L0/D+7e1YSy0ql8ZtmkRfXJBkqp8SocEbqeHVIJwnPkSpP7fz+zCleBCAyUEQoUIpoTuV4RXiFCc1W4YJVTanLwCpzhYUBOGLV6cZqtN4a6agmnaFQhVMPDjNX41Q6u7U+9cSrUXtswmvIVx/s/C8e2FgaHSEV4CKOjXQXOkmIxECS3OFAUK3bAVDtVLg+5ycftSqBzVi8NToNO1qabUVuRDirVCj+3PGoysBFRoUNDqUeMKAnNRbi1W5cMwFChQbYKozfWuuyr2/TlqD4V8rCgK1WqCoKys6TphYUBQFarVaoUKP6sDLlCj2jUaHSEQowAoRXgLy5QoUIcSrnK5ylSpCwsKAoCtVqgqCsrPswsKAoUKFCz/WhH9CFChQo1PsOmFARarVaoKgrKypKlSpCwsKAoChQoKysrPtwsKFChR/Wj9idSEQoUIhEKFBWVlZUlSpUrChQoChQoUFZWVnVoBFgT2gLGkKFH9aEf2BGp9h0grKysqSpUqVhYVMC2wKowRChQsrKysqVKZwqix/hT7CvGVlSVJUq5SpCwsKl1VXrChQVlZWVKlSqfCfxj/DQoUIjTKkqVKlSgyVYi2FhUeqqdYVNkr6SNPGVlSpUqno/jH+KlSVKlSpCBCp9VVAiAqPCf1hUtHcGZ9lPR3H+LlDK+m5fTKIhYVLqqvWAqOjuIzS5R4Mz7Keh4/wAXKpu3DhV4WFR6qp1hUdDwRmnzo7n2M0PuhQj/AISQmEXN4VfjCodU/rCo8o8OmafOjudJ0Zz7xof8JITYlnVV+ICocJ3BGaPOjplkzo/n2N51ChRoND/hMIRLOqrDbCoaHgjNLto+bmTOj+VBUaN50KHsH+GhAKn1VbqvT6Hh3al20qdmnI0qcjkaO5GpQ9g/wUIjX//EACIRAAICAgEFAQEBAAAAAAAAAAABAjEQEUEgITBAUBJCYP/aAAgBAwEBPwH/AFKF8h14UIfUvdRIaxx4Fl30oXuIZIdY4wsIeOCOZY4yhHPtRHZIkcYVCFhErGKiN4ZLCoiIVnOH169JWMkOjgVCELMrHRGiNnJKx4VERWcnIx9e+hvzIkOjgVERCOczOCJGx2SHRwRI2Kzkdj8WzZs2b8sh0KhMQuhkjggKydkj+RURZF9zfcdjN+3vxPC7YbN/Qf0n/kkvSfv6I+6/RWGKiA/bl1a8f5IjsdEaIkvaZLp4NdvGqI2SsdEaI2S9BYeNdsLMlh10qhUKsa6Yoa7jiRoVkjggKyXoRvDXfH8iy13JY4wqFQkRIi6NZgOx0ROSRwRP6JedEbHZKzgVERWOyVjODjCIkSJEj0axpESVjoiOyQqIjsl0b8cRWSskfyKiNnI7JDo4OBIiRIkbFYr6NZiSOCI7GI3obP150ckrJH8kSNnJKxnBwKiJEVis58CFZI2bG/Fx4leJWOhURFY7JDo4EIXk3534lY7JHAhdsP39ebf2fya+WifSiXyfwNaI0TIrsSWsxol8f8DWhUTI0TI0TzElnXxZ2RomQomQJ5iSNGsP29GutE7I0TIUTIEhIaIjEP4n/8QAKBEAAgIBAwMFAAIDAAAAAAAAAAECMREQIEEhMEISMkBQUQMTImBh/9oACAECAQE/Ac6Z+wY9r+se1j+oV7HtY6FW1j+ayInpzseiWjHpGtrH8jGxiIkb08tJWIdCrTKyT1jWnOsh0cCr5LFREjYr0lZOyYh0RoiP3E60RHTkkMdHAqF8l0RoiKzyJWTJk6I0dMEKFZKydHBGiOjskSo4OBULsVrjvOiJGzyJWTJkqH7SFHBA5JEqFREVjskSodHBGiJHc9cGDBjbgxvaIC9w1/kSi8kotji2j0dMHo6YEsCoieRMdEaIi9w7JEqOBUREsCRjsYMdnBjbg9KMdhUKOD09RxyYMGDHysf7Xn66TF2X9K+hF5PWTsjXaVb3ufxs4G8ohY7JkK1zlaqtHWi3vc9kfg+okRohZKydEK1/T8OTxOTh6I53PRdiO3k57bslRCiNk7JUfx6q2eJ5HDPw/T83zOmiM9Rj1i9Fe12Md75MVCZKx0QFZMftIa8niZ6oXJwjk4OdMaysnRnoRfTTyJdNYshp5aOx2NkiRLY9ZEaI2Ss8SByTPEhp0OT9OEcio/6Y3SslRwQoXuH7iY6OCBE5PLSRIkSJD2N6ZJEREhURHZIVEb2YWuTK3zJUKiJ5ErJUcCoiKzyHY2SJDGOh1vZHSQqFYzGRLAo65MjenqLE9MnXTBOh0RojZ5EiVCojRE5OR2SJDofbRgwJdnJnqZOmuRddk6OCFCsdkx0KiIrOR2Ma7mO+tueBaslQqInkOyXXRfPz22PqYMdrJn6DJkz3PUZ+rZHaxfUuYnklZAb6kXqxfTM/sE8odkCVkSVkdWL6Z6QolZAlZEkR1Yvp2fx0TsgTsiSIjZkYvpv/xAAsEAACAgEEAgICAAYDAQAAAAAAMQEQIREgMEECMkBQImASUWFwkaGAkLHR/9oACAEBAAY/Av2Ts1ydnYhGughCEIQhCEI644/WFyv79jGMd+sCgUCg6OtrGOnyxsn7t8c0hCJwLb1TGMYx8KEIn7tCEYgQtrJyMdztnbHDGyRfdLcxjGOuicwOD2gjJ7DGMg7JZ3SEIQhcU/dMYxjvu0K5uNsfBdP5mPoFatCFs9v9DOzshikR6nqRiBQdbHT5o+k15mPaqQhGaZ7GZ5UIQr6GOBjHuRIuV/K05kK1sYxjrsU2qR6nqesCgUW6e6eJVNv6PX4Odjvs7qRUqe1E4EZinFOBjHNdiEIQo2PbHPOBcGvJoabGPkdPbiIFG11OyNJHcEcq2OBjuCBEc079P5c0/CVKsGSR09ipSRgg6JPaCPyMjkxSEesV1THwSRcVHChVMmvjc7Nf5crHsQuRUrdPYqRAxjIIqai5JIItW4p13SEIhEbI5PGDBqqkcDrTW0L5r2SKlcD2OCMxXsTodimvWCcEq3xSTgVwOKfEo2wf1v8AI/pcbFbGO0LlwZp1m1SpkDIuMCJ2STtV+0DGOaVKNkkfCmRWzMn4kukIjbNRtjYx8TrsgjF5p3AqjB+WD8fIZLO69RE4i3ukkgi1sZGSNTulc8MVHDO5jtCt3PJDpEGD8j2g1nyOzXJ6mv8ACaQZke2dyrocDHXZOhOCMQRsknZG9j3xsY7Qqkdxxsexb8iMQMY/gI9Yt7YI3IitJmD2Ga5NYiTPiesWx8szccTHt65nHzEQYmD2g01HJrkR6mmh0MY/mOu/hP6TIx/2Ndr+yqpwP9ZR0ewxCOh/pyr2gxOu1wM7EYiCR2qcDOxCj9HZ2I9YrszJ2MxwOCMnYhRTqCcVmaQvqX8t2jEHZmY/yOKnBiNLnAop2qcDJYjoZJBNOkL5arMwM7EI6ufmM7EY8TEVnygZ3WIMxcjOycCjbA4PY7EdEZtU/hqszAzXIhU9sUqnMDJF8ljpCM17RSI08axqZnYqnMDETinapnYiOZU4Gdnqa6RTuKnY4GdkYFTJqflsZ2eoorNTrJgkjH+qcQe14GRJ5CqckCFFweVM8RC39iFFRvkVMZB6kqntgVOCcnYhRT+Q6QoGYmRxWYkxXdRrJ3sRE1JE61BGRnYoIk8qR4jNDTQ8dI2RsRA4GdnqRiKnO2KnFOBnZGBQa1O5wOl8VwMx4zJ6RsdK8zH+ayY8djgZ2TgiTTWvE8tYHBmSCcXFQM8SZ0uNPEUU6jbAicwew5EesU90YtksQo4cjpcLpCi3Azu+6yQ6wflTIrEf62yQTmkSeMnlsZJGkE7IPLNxSpwM7EKKe5U4GdiFHAhwM7EdXGxcLpV2OD2Oz1tkEirBmanEkaGDO3yIqYIzBJGBVB5EYJR4nkKvGp41Tg9js9RQQMnaqY6UU97gg7I42diMRFZGdiMRBms+RgkxEW69akz5QYuGTg6IPIi2Tg8cHkRUHkM0PE8tipwM7NdBRT2YNBEDgnJ2ep0MiZ2SKmMQop3FQOCDvhQoMH5CrHjMmPCD/wCE61JjZkxrWDNPZimeODyxUHkQTmDxJFFzTIPLGx70OD2JYhUyKm0dV2TgUEk7sjIEQMioqN+T1MHZmsirBmlIrgyRisGaRiNN0ak14nkRUUzxweVwadk6msXI4IyQetOo1qdjgZ2I6HtmpJydiIIqKgVOlTI3oUGDJH5RS1PWIqB0ianMXjxioyTmsQZtRug8hVJBJGSYNYis7p2ySRmDIpMeNRkjdGYI1O7e1VGRzSgxtVMxvjGpjQ7MntudIzTMbMmNbzs7FTqD8sGutaRpy5k7Fck7JJIzBGp3skgjZ0ZkwLZG10uSDBmZpzfdxWDNZgWzJi3tcGhrEU/js7uSSCLVTk7rrgZ3XXHO/B3avP8A7WTEbVefLa/mLgVM7pQSTtRIzAiLjgmpqanj9dyt3nc6xHNrNa8zgYhRvRJOSMiOrknZB2a6fFnYot8GDNa5MD5dayYNZMb87VwuBiPWKZJJBAqZgUbI+PI42Zp7M0viacGvL2RggdwRftAxCgjg7+S7wZHWI+tkkgi+yMED2ogdLZGzTWsfEZj6jU14HAydCcbJJIIvsVxU1kdKn+g6GnBGxUydCcRtkggcH8IjA/1CMnYjFq0MZgUDM/rGItGIH+uaC2L/AJ5IX9w0IzH/AEqf/8QAKhAAAgIBAwQCAAcBAQAAAAAAAAERITEQQVFhcYGRIKEwQLHB0fDxUOH/2gAIAQEAAT8h/AknoUQiCPmvghfipi0kkkknWSSSf+BPwZP4THptK7hPH2FgR7Dg4l7J5fZGQ9k/7lZ+sbVx+s/rY4o9/UjxGTTrR2xK3iIQiQ4DiDSE9ELKkS4Xoa8L0S6ehNO3obLZ6JDJonyMyHWG5Vvn8CR5/wCdJJJOtlkPgh8EPg6A6yPR46YjOIX69MIt9HiQxHdEuGSMM2hnWFCmdJkhRHARzgyEOg9kunswYwdy9jVbRHQRy3/BbskbJJF/wZ0kknoS+CWSyWS/gO77O77L/wBF8PZ4Hho7p0gPvuD+tDofoDE9eh0PQkcejseiCsRe9FzR1BKyzqBNOWM5yyXyTpxeplplowST9tF+DPRkM3F+Gvys62WXyXyXyeTyPueRxyUO4nkyeonqJ6ieDOg/Y2tkSQ+BHiZ0mSlYxrC5RmzTKfB/sna9ieePZLn2GujTIINCPEVVDoRJSEf4C8juYrZZ1B5Dwydj9jpp+z+kial1EoNNEV85JG1WS+RvR5JNyb/BX5aSTyVyNokSupK6ja6ja6kOCHBAQDaOBtT0T/gT/kdv1oosk60bsHXexcgZyreCXyY9miM12+Mc/wAJn1NxZ1noQ4dyXDFgmdYMU1t+DDaRD4IcIgejyeR5yLOTyLuSSoKK+SHrJJJJJ30T8GyRPSUShtcErgnoSwSGlYQ24+j+hE8SRIeskoQ48l8fZ4kLjosJJ8+w6D7D+tkQVs4OgEk+ngj/ADI5PRynqIniGwJkVpH9LGkaEOJU6HaOMhtO3omOk6xKNnUZLle5LMOzTPx+G2Wj20ejyLOi020203E9Feu+m2jESlgfc86bEkjZIrME9Bt8E8Ponh9El3NmQc/6H2+xrpGkP6QNWCNTJJTxZPF+z+hjQTpn2aTq2Lz8Nv7aPQw6XEh8MS1M6DNgGCXT2YLXs7l70kLgTMNEf4Ga9uDufoqZ+asgS5ojqjuRXJUKyuRxRXUcdRNSOJwJqcE9BOnRPQbhJNGchyJlyN1GuVPA2TRIzFEjdE2TZNE/BMnQ+ofV9l8o8o6pgyFvFDgcwTxZ1HsZOiMdSdkn/En/ACOwfVqCbv0NTz6abYQ/1CLj7kt+46QSV/UjiehKdvRE/wADIQzqjms6wZuJcjWtbBpbwJHsPOo/uHn5SS+RZabvgeFo9u2mQwaLcu+w5ab6l8EuFKkicUOtdsicPJlkq7K6iiOggxK4OgdiHbCMNEj+DyOB/aCRPcRTodcxil3ORqDNbhP+JP8AgPIJYs/rJ4EakE3cMfW/Xwsmjw76YjIIxqSdQbyHKsLo4GIgnz7FinsgSLZGpfxFf+BzGeY3Dkni/Y6Yh/omwgiemSlS9E+noTz/AOGfv+Bgyv8AAoh2V1O5kngyVsJXA3SonoizCFZY9EpE05JaytkuHZJsiR5Fpto6RuhaUPYkyG4vgRzghw61kkkT3O4VU/sfl9x7dQZh3H9mjzQh6yShEPI54+yFxIy4kRbSeTRxEJ+zOWOoyef2PFH2EJ6kAVvNwT/8CNx6F2s6wluU3B1gyNszjVMHwWEyCNnw5SzIVpuVA4FhJj2dIiOgy/gbu2m7tostP36bNNnYsacqY6FE30CVPHsjqjuRXI45FEldSo3JXBRppDiU0lDHpslQ2cqzwTJyxNDtkuRv0+RZG0PoQ0iWIxsGJ5H9k0KnRGO5FVN6U8RMJJ6apQzjqnVwMX/3Dzro4wiOQzz6OvGpMBKjUIn/AOhiyiBKJX0JP+0sX6BIkzB2Br29n9bIxGFaCv8AsEUrSR1C5Z1gzbSZxvoZxix9tH+i+WRCLknkWb4J4P2JqAhwFZSOxeiXsT5GQreCXLGFXqjc3dtF+rR7dhZWmz0eEWsuojpU4RKR3L2JeVgSzTBQoVv0Wb/N0k8xJFMA8CJ3ODAbyRk6lVbUiMNLGb519GWB0SXvyPBEY8iCLM36HGx2PQ0qbKADr/Y7bFjklaLsNuQyA/ETU4IswuRbdkhGkpjGkIXOFbE+nsabHvTVmjEkn6Gxb9G4kbAeSMyUkr/R+l+Bj+Fv7aYC+BJzpnQG0P5O5ex2VrBBRIIpX9FmX6PIUQ6ZK4JUKjsQ3bwJrJcjaFkk5kzC0NnYa/BI3Qahv8rUvKM1yZCBbejo/wC4aUKJkPNlGlNMLFRZX2ZCmTPBsTtPI0qVbM7ILf2hlNhqQOt7FRKIgiVPQjJKCP8AyFxSjqX6fsVBfrIpqZEJmcLBL/BvI5ciDlhmo0uHoQbjVmXsU0Bj7GAShLhiZOPnI9e43L+QiNMnYvRVQSamrdcFq3glyxPQ299Ew+EHbkyGLRYen7tEexiOcEP+sjks8jXQRkFlbxweQ0FT9jQfuIcDorInnb0ZCSSdNsDtcjK4kyiIaLcfQlGShQ48kocy8iy1wQUl4MvYZVzk2GSeuR5UjePoNmOgeTyEpYd5DOKLLEsfYElNMTQU7xmC6GTcY07Y19jsteyFQQ1ln9yEXbBAQlEjq37xGEB4ehtmXAzoOoNRp7kuWN/YT8pE7Hv3E7Rl7mHLbHZMhYSlFo6AjjDHJH+hC2sk2n9EakjyG4PHImpDduhkpYJdPRLduS5Y1+Bqab9M/A1+CR49xOg5kSlpnQMxJOuA3G0kjVBkP1BYF4kYLkVQlwNIk2bgiY+xgxoqueBYETw67jZhOJGG5KrcjeyR8/1CDkhSZcH9CKBm/BC5aD9QdWiSAbIXYYhHoRP8DuLTg60m3sacsRxEuYjFpYN2NQ3gOS2GpJCy4zyJKskQii1s7nocYckkkkk6Q5Gsp50ZLheiSE7jdziRtLtnsCctfrFKdPhit0JHfRDWoVcEbe5I30JMpmRyEpUQ+nsTFMEIUHb+AqPJ2P2NTo5EQodq9E+OeDrDpWxOxI1+CdJJEJZJDnIHgieuTGJC2Y6xkhkpF1UDIPBhfBsIr9fJ9AmZ+gyqIElMZOhR0MZ9Hg+0Yi2nE0SyX8SXDEHlD7tBNrHsgMEARSVhFe/oREguMsX+odWjSPLgcy0MzcuRluY7sMAnaMZI0+JInbuSSiUefi9+ESV7NEcg6dbiNJjPI1eAiim9mOk0dYG3MCeL9lnq5I8B7ReiXT0bgxsbeSROuwkYJGv3Gz2JGBTCmSMEOWPZHQRnAWV7cHmOqjgnWRU8m2YIpKvSJpDTEMlJyJykicoyPFBwZCSuueRYCq0t+hk4CC8vI01UEsJeCNqBCqD2PqvshkCcsGbGoOm9iXFIhqH0Hb9EnKbgfKHOzYpUlvHR6iJOtAIt4nVCNOmoJnHsRttexb1RF1vBvD8aDqDiT+1ic4bHYvQmYSSSSSSSSN4wwS5ZSS5eTyZ9M/cevc3Hz2JEykuNPJHBiOu3Isq17HEqGTo4J5sbhp+z+hidgswvRPkcCw35Hv3E67CRsdhr0boSSSNifATlpHSB6FNqyTaKu8nJx3H2Sk7iChB1LwMgooX2L8kikBJdjeTwVZjdlsnWmhnw1ZmEzqhXV5gbTn2P2gZANwOp9Ch9ME8PYYgkCFRNiByMjqjHOdifLJg8AoQGPuZGl/Ajgyc0z+0iQnLXs7A0kpy7aSSSKTA08DE5qmK3Q7l7FvDBX+Btxik3JD95tE7V6E0W240E7u5I3XYSNccST9yRsdiUKZHA7lnk8CEhO1vBPUNIVfYjYJ9PRIpJJJInyClW9iVpTI+EvAwlh8kbst/jqbV+SIXELBbt6HlkIZsl8l2MhQE0LeA8jXFc4QsVs8CuEdj2XyjoBynPoO0hNQ7sTN9hFYBKUI7Xo6kbtxREvSSSXokkoTQ3I3DZNdFDx0w7NGtdiTOPXSV1sRwEnL+TwHgJ5fQ08MeKn7JXCJtoKFvAmgPJNtGx2GEjdCUKJGCMJXsS8q0kbJKEk/k+ybgOVYaTUIhJ7BEGplJGf1CSkoISfuf2Me5EG/HoQYh2G7L+zqPY3KG2/kmISMf4M/FS68lpVz1L3rI44FD+CSbiqeOSVwhrwhNO3ocjtjOcvRYen7tHt2FlDpsScOjoCOH8ngNpt2JxZPBjTgUHKSJdPR1GSnLJzekkkjf5Z/LT40CKanZJ7skknVfkTH+NZR1GntFn3GPDvo8BD27CkSQlA8oXUdzJqsrgnoiXsl6HJkl8jHqnVZHnSRufzc6IT0n4L4yT+CtGP8OSSR0pZC5QqNB9THh6lDsQuwoRL513120WkhJI3/x0L4SJi/Iv8ntrJNarV6L4MY/+B1hyUYhH+B5kkifyQvxo/IwR81+FJJQx/kGhG1T/AAJPCZ1RVbTyJHsI5H4JGT8k2pSWa9C0M9xgEm2pkrA7ZWqF8UL/AKr/AAZPCJt5zwu7I7pFTUQjEs6ZTKPI0KX6oYcSIf5sQkhbA9ClVtPJduF+CxSjyWP0o6wNL/ey2ge5Ezm2LI05xqhfJfNfmX+JP4UPg6R1NeyB72J5vZHYOBLwiXDmHLyLebDCpejqPPw4BbkywmbEOzlHks3qjNkQuvdkNPQWbjsNXYyE2oD9wdRVPckUmTHbZO+9iJpCckzLJK0XyX4sfirgZ0juXsS6Cio3K4NtNtIII0gj4Q+CCOpXJXUlcHYtDzI5j2Qh3s7X7IbKT/ERKOIdwjJdtGmHb7jmHUpNNitSvBgnBM8sNUzkiwxkFA1mySkv4RyQQSF9jE0JPBFWHbsxo7hQExsJaXkSSlTlNjcv5F1JqhfFMXxggj8KfcdAcMDyf0oaUnLSTyezcSktl6F2yTy3qsHosMh8EZINnotVnSP1PBJZDI0orgnoidhD8nW17ORTuYnl8sUsP6ins+B8215J/wAg5PVDqsW0dp0n0TyYl21SUknJ6ou3FG92K1I8G5QSPLei2bQmO0GafYJLv0RFuDxfdjZpJ4O7B+gO1HJsJ5uF5EJ4mO2ydUL4IXzTcMXKO0vI44BH+ZyQ6n2MzxJbQvBBB3O9M12+CTHsdCDKew/rRXkT/oOrpEhN3ei05+KIZFDLIZHYrkorgnoidh5HUhAebJ/1OhfRJMPogTKUEI0k+sCo00MEOs6dLdCJP3a5s429FDbu9FCEdt4Q0sn5KUo2EQvBLWLISk6odNtLuy5K+CLJvAk037sgakrRyBm3bNzYGNhTC86NC8lzCXbRC0WwmIXQexLuS5PoY7j/AFMwUxxQvA5dhnK9Mez4LYWOXArX7DMfU7m8DRsfkjspLFJeNEzcjfwG7sQ+GSsEuV7EXJXLFB4+SFge42y9PJRXBPRHQd0609nJ6o8hw+zOj1EuJ8Is386I/oBGI4klaXO2hyX5jEVi30Wt7QNO2JUVG10JOwyphd2RJL4IrG74P/VnCjwb+THLZgEPNOVgQtXdiVdS9beBOe3lmyQc2RnOSG10Qs023jgXR7Ev/s6fRob48Em/tojZ20coYiMSy17J2VI5H4Hwm/JxIYpJ4OuNLLGfTJdtYnbhbGDrD+ITyDWj7HSTQ+RovOsjnBDEr+KFo+4hlcnkdhK4RLYvyS3j2Q4Ec36J5vYncIF0vZCiSu7H2+zSckPuVFBkgTFuEmAclB4HFZbXCIt+tkiiQ5sm9iUDbyZKSObcIRZG5KxoqFKu+yGRKbyLTQVSQuw5FtutL1GHPGoEQ5UVZMRmyORE4pShuzeiP0NSU4Fyi4QvIl3Jeb4KbMcfszAeg6sdh2ViXyPUzaiJ2I1mCe8LyLSySTy3ongxAp8nQjwY0p9CTLeq39tJGHoQWBEf8CtkZGFCkNpyNQeTB8UxUJLI6ohcldSVwTwkWxJy/bI7lHI+yEjCjUwdxS1HhGCJM0hEc3o2BfcmaS7GQwqvcYOxTat9h7D5eqNokNTyjyJNB4cDqkB1S+R8aEWJxKeGK2xLYdH7BkF9g3KzoiVkNpMXEkVCj3Fjtu2y/QY5sxic4V8iJSLO2M5xaZXg/UwzpLifRLdiXz8FPLRyJM64qlg5OdfBC1Z4HTM/JDYJYQvB1w7bS9tMGuxExyKO41MG0R/5o5gcPuzaIHPkYu2PLMZnIlI5CQFGQJCsLlMSSMnwkVkQzuRARzZ/SToDg+hszPk6/YcnojyEXVCWJWMMiG0oRFA3eiLFehibDwKvO/ZDTAVlCfcTb9kOU7V6LOixGBoOF5FyOBJuaRAJfYagklfA5KHmHQovcYkkSMm0oZBvkFDdjJRa3Gvah7CbbtmHuPatLKJpmlDFUPDbRaJIjbEpsdROFPqiF5EXH3IXguvHZDy2JM320Rg7CfhhSJUdzr9xHv8AgbR7i+vuRU9B1xjW3pbTv7CTeE9PWJR5EVTA2RBR9yB4QjbJx0y0FkV7REy/FEyh3Ij/AAO1krgLYX0SjkR3ZFlPCK8iDHszaEhqiclfLOdIisEUjfybEB+8aIH50sTH3JHJBd3j3j8sdPVCIYxNuaGjvDHVO0OMKO5YPcKszfoeXZC26SKhFlO5lcoqxBkjcEvkRnt+ioSbFsIPeF03QSRcMZV1KIEhMkiDqkTLZl0/fpjHmhjpx3OfIQ59ENhkNbr2Z0q8GKcUN2W12IyEPgfiGwckLyQyU7j8EW8KhqnRcQvByw1TOYjKSKTNgI0kEsbYyqGhNCZPZJeB65N/iIlHHCLnMPBCcjh92S2HgkxI917Y9xTuYnb7sn/CJG0KtAvBGEpRxJGRheDAQNpdxFgvRmaNjwVA1BDhjfYpO0rsQQJGzUPStnJJVSXwTHTdooyveGJJF4tpQIhn4MoO+S6SYEn0GWPcZOENo4KptYH0Us8DjCe5YqByEmxytEUVjpwQO/YZP6nkG2CmF+CGuOxuDTLphYYWE/DDFXs6lCbz4O1iFj7DE8JPBLuFJjTJpZRIQwpeF5Ey5UREs/BC935EzRJUo6wzRiMwRwpjoRC1PsEUzZTZjNPoQRohw3ZYlvwTzeWdPqJfB+EV847iWIKZXZCm48gMYXcnwLLfOiMjfhDJ5vJnL0T8IlGRyyEQkmelQ/Q75ZMpdG8ITU4RLvGjmsOfLWORbZbOyITOVEiEioW+i9jJ5RRC7IZZNAs5tvsPFSeNxRoi+B4YbtGTozC5QleYqzHIuGOolsGwweBDbKWiyMTlogSWQ5kJkrIbmjyc6eEb0xBj3ZPCCKS4JstrP0NMVDBJkktPIiayyu7FU92dCvA2QM8jMBnFkYqmcEUhskQufRDQo2SqUdzIm3FmCElhJ4QyxbEEaxyHDBD2jfkjwvk4yXZDKsrh7IEgaPwRCUPOiReO41SXvSQlj7iGxAeBl5mOr0ipuFIG8vSdhIdMp7iJpiWR+SycHYQMdCJByKTwjaQ8SZoTFeRTCjG5IqdhNz5G2SKQwzItY5Ectngqa1EkSSgzrKN3GNiWxV7SkPpMrYSxhAkTKI7ki3H4IzNSQ2QmMLsS9hEluSLR9XTHQ5LSOpHkcKfVHmMQpwJPAnPIRk09LroraIOn7JiSvYrJ6IdEphCeFHYFHYmqUPQszSxNbiZNjkUmXdEpj3Y+aHzh2z4tDlDdyYG5UR2JN93hDb/Jk4ftIIKTCol4GjUhHsVgvto6WNk2CXbTJKIwhyRnKkowPAsE0oIVKCkMQq+hPbaLirRQEiGwhtZUJzFErheRFr9DyRTjceiEyIQ+UX7kiK06irSyhmqXItwOo0537GUN/LHRhEldEqNoLuxIpIHLwSm53Y0zDgaXFLwOyNoEOyi9Ee1jnVBKn7BJDPwSmzEpzg4oXgnJbGmUWxgGurDkragU3OAkjyeCMXEnQGJ07FvLHeixTsMJnF0cy+CFHqIHqljgnGCUjNKbnATsiRPeJd2LJKeNKM4kbSFXRaITLS7iIRJ9tGIhPQy147aS0t6IllEtpwYBxG7XYZHS+RJKJT4Ert9m6HIK3LEl2srgY9vFQQcsMTjOsMLgg6/0ROolwhUFEx1dP0OU2TkbeilBSGpDMyBIaTpIR5YZU/ePVpI68dhiSciFhLJrMcotHuEgzNE8GHTqhzVC8DCm50DewyNMU6cdykP2HZMnoh94NsDghdkSFbMBckJAdAcoti/8SImuEGNxtsssx4OhvoyCCCXZlqr2Jth6QlavC71HUSd7sjATTxkZTZoqdyGJPRXi/gnn6tILjY6bxAyDFn7ZgEBtkDQ4WkurErYN9NYd2pMTgRygZXuR5IdR8kqexLU4GhoVyWgwaV7NIrIXMJ5GBWXoWhuLIuA6MdxYaWvDEmn6DI1TDZx7OKF2Q9pORA5Qku0u6Jaw2xr2Xr6kCZDVcJ9ziSeBzJY8mQW5jGqoW9C8ialSE5EIOJE+yTwJtlljAssh9gWykhXlshOEODpL0M5Gj0gguLJalyJBOMmfsSm5ll7FnjJfs7hYQqnsFVh86MdTOtaRW8PM1BsJnAiEYclHcJjCUkui0XdAkU2y7Am2JE6oU3ky2NDpEnojoJi3A2wK6ROMrmMkYJQJuRklAmthWmEaJoU4IXgbcnQsziFFvATcMPEkrMfBGtsQg4k6EeBkon5B4Qqwm5JIglECHAm0+qIcw+wNpeicNdZDFbkIWykfcyLeEdCSGmRiWvSJYVg5mPZHYQNEEEEwxMlmSbP2xYRDwNLr2Y8oxJYlNtLyYTMLYQWDcYETPxoxlCXodbRIS/ohGDPCEgblIySF3LER0eS0oZIlOBxKGJtMYWqEWIaVkSmRzB46QE1Vgcoh3JI9IkFF6EsxCMJlEzCYjq+CM2UNJPsQXl5OhRLcug2ZbH0mAuU7DDkRotSkUDNkWJk9kvgbblNwWYQgYhiiHJG2l5FZM2LoYRE9jirsbwgyISxLobSLCdiyZI3CHaeBm25Yljd2IHHMV8E0rMzQ5K7swXOjJNAWQaGqdqYIMxfVdkYBJYhXOi0Fk8Lqxo3koBiBCpHPm8cj5EpiVkx2ZFQyIkKaMmCSgZAqJRu0ygbwDGYsEiQ0IuCQpnI2FSdEPHUswiSSDo+5O4XZEmWxpchIdQMYrwI3HoO1o8ioubKss/JBYB3ZU4JMtoEKpOcSEbBZBln2RkUvJA8BG2JQxiSSGgnu0hLqUQvLIyhDSQTaciWM2JYWHZdtDttjMzhihhI6g5eXrAp2QQ6HUggqudGJ4S9Dt6Sjz9CGA8F3uJRIfUEOPc8Y1lscFEDQpW4mkYP0KnAkCQO2gbI3nQOcBoJBnGhIsWkIbCuciBNCCaQjD3J4Q5h0SFmNckOVTOSF3Yt1KfYVHtirfYZIo9E+4eQyaBbCZhMRuDqiuQgaGfgcM/JXhHgclAmcoi2HZ0QmNbQmPSTC8iJw24FF7jG4OKtRnGrG4fO17FSlyNjmyRSG5kvTwQiitI1aFYrbsdSEZQ9Gk/YSTfrGsMzO2KKAb3Jby/k9WQJEiLyc6Kjkczoax2JQVNzoLdkdQzHQTlQmTJBqtxNqUcEgO7JAoGLm1Q7lW8aYmi+4OhKTmhd2LDKU+xA2QvF9xzSG3LFw86ah5qGNtruc3qXEpYg0KPcKJHHpEJCeAQdkPNjVhSZ1H8oI/BTPCGp3CITPqIxN9x7UIbdxt/CitYIIGiCBi0EGZYbVWNQHE4KCUhM6SG2SQScjmRthMZDKcCCHKbiLMGJG5YXqRtwhyhtHk5fVFCSFUJC4XZGF6YwofcHQFJzQu7FspnsQNTEJERBhkmWyzNMIdOEI5qIt0pV5bEqX2J7JLwNm78tYqD/I2WNGltbCzAgRZF0y8VDIQmGYckhO8EJwOAkHfQkIsiiJIllkj4tMHqG6HcMTEyRlh/CQZ9UYkvI6+xEBELsi6kGVC6Ea0DqQOJZwSuPdmFJDblv+ZBGkEEEEBKxKJGwskyoZaFMl8iaqKbEQlWSU5EckMSnBlgehOtAzBMEnYQEbiOZ1jvGjkEHIZ0ppxZcjnPppJbUWKEN5FY0P84tWr9yTcr0aHMiRMkQQR8YI/wCDBHxgggggWBOx4CgocEEs4CbExFiaNyQnQnY14IBIXCJ0SYkGjqHed44ujGEbMEt8IdRv0dcxeMh7gcss6hDk7jraMacvg7CVwdhGsu7RImT0R/x0UJKNEgtBqhDyPAzG7G6GKkRCSgyLxkwlIpDEiWGshyd5Pk3SbJLCiXiuxJmSfGl0CeOt6x3EuTraueBL4J6ErjRGgjyd5LkkQLL0ggj/AIEEEEEaIWL0LTYTGVAkhpJgIMOgkRejYTcjdjFQKw5BR3EudZRk9Alwdh0CeOt6x3k+TrEaE8CXwT0PBXGiBA7tEiGWXpBBBBH/AAII+B0jYSGiKIGiKEhqzYQ8mwmTZAqBJSIkoFQVxkjoJ6UaaZXAT4O0jwTwEj2I8aUeTvJ8nUI1EvgnoYydHWEL4CGWX/ystEUIZtozYkZsUOCKEhqyggixB4ES5GcjdaEacjoCfg7SHBPARbSjoilDvO8lyRoSJEuDsHnTCL0QiEJCRBZZf4ECQ0QRrH556UONIGiCBo20Y8CZNjE0JoqREQtGSgRJ+DsI8HQJKMMNEkd5Pk6hGhIlwS4OwefgkIhCWtll/KCNYIIIIIIII/PP5MnRlCgaUjRgKw7FBFE6SfB2naJOBiSJhOSIMMNElifJuGQ5HqSZQkS4Ow7B5XwEIhCXUjSyy/ysaQQQQQQR+cer+LbjR0CfB2nadIkYItSFpvUILSksN5yK1nTJoJfBL4J6E9B9aEQiEQQQQyy/ycDRBBBBBBBBBHygggj84n4HbRBVqdE+I6axok2OoVWlnG24kvgJL4JfBPQnoNetCIRCEiCCNL/Dj8jBBGkEEEEEEfnV0lGjEQhUyhGGOiSw1nIsb6ZhkrFa0PBKZLJfBPQnoPemA4khEIggVNKQX/w4II/Egj8iuIgKMOirIgww0SWHfIkahJSWl4HcyWT0OwkbQ8DiSEQQQYa4/Aj/AI8fCCCCCCCCCCCCPit1DRmDRE7nVIKml3OUJGejwLL8KzMvgnoT0J6D6GNKRUQGn/cIIIIH8qKFzFiMcaTGPIsLOmYfMVrQy4NCLGjwU29hcRLgxsMtUJM9H8D/AO3A0P4WQyxIxMmPTL8OQdyGcNWYdEw+BYECDI20yMtH8D/7jGPRIIWv/9oADAMBAAIAAwAAABBXWAUPx1XZC1PiLas+B017BFu9rIUUAwwwEEnp5LFEdOTEz4N9J6Wo+Vo1ugc4bxUwoGgXIr+SzEVwQfJLK8aK+h02M8JqHQEE8Df67VhbsfEXlJsX09i8B9axcclPlVHkxgrm3CQ6JK+FXgdUXW82J942ozstJ0XIbPx4b9AlWPiyySWzZsnVmdSkU5Qrrnm+mh0fEvFn0B8Oo7QoT/u1WagxBshyTPMPpoGXu5VUsanUXsBYZc0NeLc1yeV7Mh1LXUgvSWcm+zCPTMOM9bPQ2FIWe7hS3YUPuMGopyWJFuvKJQ9IDUH59imQBb8Pvgf+vVZxKKoi2104z2SJEGOlaCf4oP0tYOWQ/wD05sXuOTUiMglQAhHbdK58gV+2GZGwHW1b1ETslrQ/TrZmp5IcFVA79QamfYI3SaA5nswB+nJ61BmUBgVoLozFEt4nkpLOWJe/Byd3ckS3HyKtMDNxfJBHPFqKjXjW+P8AA0d/IkA1vUnIjIDG2ecjJ93cY8ZJYMW3610gS+0z9Gtr3zwaEDlaK5tb3tDp5Ay8+YSyA+CRpPKz36oiM/BQfIwaAcKSP7CfnFVQmf8AuxRqSuesvmcXnwWu3urpjDGNapnjs2Zo1PIuqvHKxhhsmK8ZDmKh51ekTjxjGihkXt153VMTVDGI1PzkiS2DatTymVZPpMP46S5ujL8fvyGjHaGPFkRN24oS09kDX/Clq9JzIKPpdNUcJ+xydFdec7XK+xr6oBMAky9viUGyZhF2JZDBvpVyrPxdo5mfe/n9DUbRZ9DXp/qLKVWveH6IDkL9xcatpi0mfpceROw014Hi1C2qbDxR1f8Abj01WHsbZAcVOy4fwcxF1GfvnFEX6iNKkkYbr+xminSMoORBBI/p3nrDwe1dlwaI5bHkWvpyU1fJQW1dCKrCgIXdMXPQppR8hjHZ/Mcg2NTSKousbbwepD6slYcZvy4qWxl5Hjl+0Iy4eYFjkVo05aOU3Ww32YrV2JuUzCwhSVNKGLosWvCOCxcU9QyZwglpco8KDBUSzj2Tq6oRKUMurt+BpAxodPXF73H/ACQ7N0hiNcve7NEOzw0CYeCBzjusCrT4HGqt3TWMmQ8eOW5mmfcaKpOj8FINNpShKPPwvZ45hi1YVqsrLrinJXjaqibe59kWh2591faD/icd/CzMTBEq7BslrAdlieayGTrUFLDeC6edlgUTPBALbYHiA+qU1LD3zMaoAgJ6UeW8hlT+c2dfa8PWpvFVf5Ea0A/udZGLYyDVtiY04B9QL91YEIGHVvvjM5CDx9/uUZgqh0jwOH/Drit6cO/klbCIdD+2QDIPgx//AOrMEU6VdRpcsLLGI7P/AFIV2cMQAqXDxJo6xoGc8/DqRx9Saz3F1+OIQ8QummwZM0GdHY8sZSgWablD6jnQImfh7PgPLWtdMBhMqyknPDkym/DT0k2TUQ9P2km9Q36GSJGo2pjmJg4UCX3U5YJvTfq5DOChxhRW7XSWDQsnT2qcxy51ejaKdjJOstyqb+0pB9VcygAAAAAAAAAAAAAAAAwRBhWuTwURsklhErMs6TGf/wBlC64ZwvwQAAAAAAAAAAAAAAAAAAAAAAAAAGFqof/EAB8RAAMAAwEBAQEBAQAAAAAAAAABERAhMSBBMFFAYf/aAAgBAwEBPxCEIQgkJGiEIQhoiJ4TKUTKUpSl80pSlKUpSj9oUpocNQUFMOUcx8ExNCaE/EN03fCzSlKUpSlKNlxSjZSlKXChoco5DUIFTY1GMZ8PghCor4ps2bN4TE/dKUpRspSiHopcFKNilKhvZdCehh9nY6bNw3BJsRitF3NINPLPp9EJHBMbhS4sGy4Yh4beEFcPfgnsbGyuCN0TdFaWHTcPgjsfZ9FKUuLljGfTVOaEyqFKPon9KNsrKUTOnezpeEsETWKbEacG2JPYvYrT6dD4ToSqFDs6KG9jZSiVJo+Y0ODlElS1iYmXQ2JtuDb4bg6fco6wfBwMx4ucWVUKxcRV4psSMjRqEWcMRN4KH06HilPg5Dg0ODg3EXYnsTK4Ojpu+li7RxgWNzj0PpNihNBNlicEjlFUOx0OFQ6OjobLhF1hipjZUulC7K6Km4fBoffSOj4xdxuDtnQkGtjWzpD5PsiB0g6qG1YvsbTGYcPCfY2UpS4TKXwKKpd4o2NlKJ5QunGBkFJbHS6MkxPdPtHsTYukNIxWQkGjj6Q24GdkG6Q2FFDJ0Om6h0X3SlKUpRMpSlKUos0bPEIJEEiEGjdHyDVob+jG6ymJsd8JlzSlw2JlKUpSlKUbKUhBCLiZhMIWYNDRBCEIPLKJ5vhlHmjZRMTKN4QsIWFiCFleWsTyY8NlEylzSlKUpfNL4QhCWIQhMLC8seGPLYyjwsXO8UpS4uKUuVcLCmifgheWhoeDLh0jIyERpDiY/wDg6OkH4uJ5QhCRIc05GtkIb8r0x4Yx9HRpwmhIUpqjex2lDXB8NQcyh5eILCEbEtiaEwd4TFp4Q+4XljY3hjHaNaGtCSElRSj6O0V6GtEUHIfCOUqEEieIQmFSouxIFwOzrC4fwXWfD6T02NjeGx0aY1o1BQUp9GnRGJUhpQih8EnBJ2LYTxGQhCYUKF0Fwugm8I+I+i4fcLy2NlHTY2UNDTc0dFdN0gxpEyah8EnCOC7C7CbEwgkQgtrhwkFRAsK8Hs8ZTELhNk0fzHzy2NiemMN0lBNGglsE3SOkgnByD5PhVi7FEyIz6FeyMhBCEE0KVoXRIV0LY+8OBitFw/h/S6G9lKLLGx9MoIJDkjKx9lhAomIaW2O4LpidI2dFUTYlshBUJGo+xAlC6EKaxJGxtCIOQQm+FQuVS+HitiuBNidFD1iwkwqHwcMVbKITp0dFBQqQSVIJCEEtHQvPBcjpLYkalHRs9FqNH3CppshUueYhoXYkFQRRC6LdEYaggco+RJtxdj6OsWmwoqE0nRPdzBL+kOMEMlIUDGNt5TN0SeNERIN0TeE/ni5vuJ9S7LosEjo4YsknRkhoJtcLlInhFUKG3+CSJsWkNDEtkZ2bp/0ovEiCqjVUVxoWqyR0auwbbK/UITxCEJiEIQhCEIQaFrCzniEN4uVp0bTdHRXiEJmEIQhCEJmepiEIQgiDlITRCG/E/CMhCZTvY4cIJExCEJ7nqEyueZ+NLlFEJHmlORN4XqEIQhCfhCe3mDRH6SNUumBNiWFceBNkEsTMzMQnmYhCEITxCYhPK2ySyHIXeL58zgQgli1PMIQhCEIQhCEIQhMz8l0XBBwF3g5ODgWOMFY4FwTZCCEv8cIQmSEIQgjg1wvkccHByX6RRxjzguD6Qgl/reJj/8QAIBEAAwADAQEBAQEBAQAAAAAAAAERECExQSBRMEBhcf/aAAgBAgEBPxAN4WlGxtlZSlw38sY0TE/xzCQkJfCGYzhXBNm6OlGxUVx6Ma2OjQ8P/LCEIJCRCEIJDODorBWjtKHaQq1RY9PRjHBz4n+KEIJEwhImCEEhHCMScJsa2JoUKEkRU1TQyRA2oPnw3/WEIQhBIgkQTWFnBISMIJCaJgio6TQig0oQFDVH0eK6PB2C4TE+FjweGiEIIaIQiwSIcONGyZ3gSGpgzSYa0MnQpseiRqDahdDj0b4G40OnArEYShLRCDcLvCwhJj4TQ0T4U6aoplDRzhTuLQ1ISFNBOM5FVDqRlWPpguhqqitm6OyVUO0sT2UomC5mHpul2bokxJkp4MaIhQUPMLpshBrFsx2ang0KbTE0mcGcBsGQfcZwymE28LpodpyKwOBQSORIhBk2cYkyNibN+CE0RQ0aPRC4RiWxJiRBoQL3EtDQ9ITSZzZupwEw2mK2XUI2xcFxnU8RNoRBUFgcidEiEJhGQmzvBCCKE0QmxNRNCMgkJaIQ0M7gsDOBykiBBYQ2aj1E0LgvY6KiFHAXbE2QqSiLUEug1YEagRpQcGplEIM2ek2ND2IpEax5lLYkcYRUURCCKRxCQhMTNFaRDGb/AEfQgjGkglWkJUJBpZY0JE+mQg0NfcIIQhN4gkTMILDyswZCEGPDGL7aqGiEGvpISysLK+F8NjY38v4eWUX08r5SxMLCxSoTTwn+kFKzdK50q/TUw6P5fw8Uf1SjYilKUv0r8aGpxD1YXpuI3Tw1Re6N6GaTE6kxjwsv4bKijZsVFYIUFBPCy8UWLlYaKVHUwcsejaS2avBf+G9HvTUH6NoMeExMrLGmJa2KGqN7KHYbgloUgoJql2K03T3CGMgvpp0I0jjQrwqMe8GzS8o/djqD3g74GcD7hCYrR3QrhBJQUrH0dEcI4JaFIehCtN0mxyw1T0XRkJi/Daw8jV1g0PB5t0XEHIwm7RsXRGoFWj0MeCFRWjv6Jo1BkXY7R0a0RCSgodM3SOjWyKjkj4K6e5bRcrGo4GzGuJzYygmNqo4DcMfAkpC6wk9DxhJJsfUxrTwqPvRokNwJqDdK1KomhrQpCiF6XZHRrY2qenIuo5FjLhtZYmO9yrmDc+zQ9jUOKG5UytFPZDSkG4E9lFLFyR0TSH1i7ZxIEC4T2x2RtKNaG1CiKjFaJbDlGUj6EIVUeCNDaLhks94WmF0Nsej4LS8YmvR6GpgrEG3QXVE4EndhawX7hjZ6aoSEwzF0chNEhMVC6yu0aDao20M9Hg4Ig+ht4pApVxZQ0Z2MX3iepC7jsJul0ROMVOiWivR1walsTTYuGxjJsjQ247gvYqeRIqYfQ9nUcDKSLQ3Dg5HUHDBvRSjbKPpyND34Urb0NkhBBC3TjKxNCKIjgm0j9CTSs8mJqDRFbmGlJ4NxbUR0hqISoyKKDMdMUsbUj6MrRUxbIdaHWoTzNG/wo+j4Wi2x0IQkkITGVQbRdibKNgkhKon/ANK00xMNVaKsNqjitih3RKUiaHodwcHTFHDQjZQa/c0bKUudkCS+0NsT0PbExMuhmJlE0KNCahmkV4bg7bDMO4JxqOoGiItUNFKJJEWaUbKX+VLilKUpSiY94S5rKJ6E1RNQT33K0gmSgpIsUpSlKXJSlL8X7pSlKUY2eFKUprCYmVgkKNjGMbRSly0QqRRspSlKUv8ASlKU9+KUpSiLivDGMYzrHq+GdHIx/VKUpS/wpSl/knlDGManCa4G0PQY+4Z2c4fxf4UpSlKUpSlxc3F+kaLhRuDsNr7J7Hw2Uv1filL80pfml/gjgfRh0H1i7OzrDO8Gy4X+ulKJlExMZ08h7wdnZ0SFWZiGL/chYR//xAAqEAEAAgEDBQACAgMBAQEBAAABABEhMUFREGFxgZGhscHRIOHw8TBQQP/aAAgBAQABPxDqQGBCCm8FAbwX5IbDDiktKbhCHQIIdDqHRelwYMGDCEHoO0ItKQ6Fugi5f+IXLl//AFv/ABuXLiy5cuXLixei4sWKMLFixYsWMY9S+P0SsD4WT/w0KUr7JZ6Fgg6BuqqO/mlSL74h2XlDg/Uqc+yH+2Y95BjLK/8ArCo5XvEQww2x9TUCe0t/rjts526Ado6EVOnwlZf4IwDDwhznwhBgFDocR/8AFAoajP2dzEcWiP1CEGEIQYQqfmXLgwYMuXL6Zme8zMzMtgy5cuXLly5cuXLl95cuXFly5cWX1uLF7y+8uLGGHsj2RezG+GPY/InB+R5XyPO+R53yPJhdCoumb8PRV5Zj5+jLwipj55Vi3gPDAuFww4H5KhtpxMv8UoXe4jmnyh/pIsGYeIRiGqEhDZ+xVsV7iiZPpEUj8Ic3wjNr0N5aa3b1NfEr/tYgVBx08MIQhCEIRDZ8g+3yKMHZctaWxNmZbzBb1lvMtpzLeZeJcXSXHVhLm0uXLzLm3RZcuXiXL6LFly5cuU5izwIriK/8T/gTsfiPB+I8P4jwsXkxeX5i8/zFgXhheKGA3/uj/wBMQ4/mUNDCzi+DM76OiBw91PGFR8sP9RjN0PCd/wCE86cEIhhDnQe+QeYf7WMYtjmN7+yUX7pW8HM7z7BOpwwXlmY9umlNXzBmk9iCxLO389LY40f6OmfaR/cIQhCEB4mTUmsw6EPcDemxDgYjbDrA2YZTekBvSUwGmV4+ysbfZXc+x0Mk9kddZS9YeYb5mOZjmYvWYlyyKd4Jcs4llaSyXL7RYsuXFiIUl3Ldpcrz/MX/ANpf/tL4PsV4fY+P2A4xDjP+JF/8ovL8j/oI8vxGN4/uP+8jGP1D3cYOR8jg0HiH+ihW3eI+6McT/T5U0LIcqEK7+SLsBpwh/wCFKwuvhCE0LRmmOwrelw/9GNuljhn/AIDK5p8Q58XWm44lX/imPycQXXJPE00cw/6v6js7iQvJHYgb+YbZ+sAAcDi+YEIdCEKFVFMSZNIcz7Exl0lvLEwKLlDBLhv4mYaMuXglxcniLJN4OsuXglxcwZcdCXmOsHDLjrC8xviLLixYrCppMjWpZwi/+E5P4ncfk7sMXBjh/UeV9jzfseJ9ZmMfzNYkcQYKUcRjsYXjPSLwD5HrSvJGP/Rlp3neEstL+ks2pyhyPsanbBc1EObmAmQQI6Z2grpZJ2gTQwn6ImU0PPQCDJ2gPDFMDhbS3T5SscTpD/QQq6C8CEOh/hYgXWHOjoG0t2+wNmmhvK7n2DkfYVeiAthrKbEx/wCIins4lOX5OQ6y+6OjXSFd4pbiCcS+0vGkyzRRFohBzoS/EVUVFW5gqcy16scZU4GCeUXEuL0GMUXGY8LHhfs/9Kdr9leMFkzhaybMwpBbR/I7AkeR+xHeVBcEekecCc/RjufkicHxlRiz4jHKPrCKymxhWQ3vq/1FiT9oH/QwYlr5JWuUn/G/mCqdHYJ5fJFUDRm6h/tiYUzW7HqBXNT/AJKXf8zD/wB2GiDif8SJTD6hnjVBbt8IMU7cQ5EbQV3D/dQdLYG/mO4v2Zn/AMyQmuco/EIdSXLgy8PLBi/ZlxY8Jc1Hglx5R4+ZcWvhlwcvMuOhlxWMhLgpUXY0hrSYSUmiIxv65jfJ9lr1PsN3k0mgR5i0YEuGuWKaOh6B7JwVDB3j2/k2R+R2pHKg4H5LuLuTaZmyQGDk+s3B+MSIEFZDVseCeR8j/sSMoxnlBO9sYuPBzF5hDtu0GaTkYqfmDHb9oMeTF5lUDk7QvhiLA4eIf66Xg5jiZ/4oYW5bY/M/7CMnA4QjOYVdXd4h/wCzGtoU5juSFjdt/wDMwP8AXf3NKUrWhLlwYMuXAC10lQ1f+IrejN5Yf+iUU5pXD8Y/U2nk+RUydOJfL4jt4EAGnXmIItrzMR3bynD6wNBPF8gmDz2nYPZC4g5w1xFszBVBZkB03lvMXBFo3aogpNSIiMeJYS+XL0YDDBHJC3SWL3i51lDC91FrvFzfYtxju+0rmVTRZkXaOGpzpUpn8UDCh2I/7GMRpgp5uOkrlvLbfJl+hnhMrxHojo2K8kWcr9KEVLZ2/wAwCt88P7lnl8lyUPJAN7z/AKyvIXzICprzhtfVloPyQ4xMoqxtCawc8YoVKXYRJ1X0gROa+Z/6EZRTjmNzLrzE1t4s5ceXtLjs8oRcfDHTO8V15E/EGVJ2fuYM4YMGDLlwZgZ3n2L7EGD6k/mXLw8suL80uPVFxfSL6S48eEGV0yYqAwHJ8gIUK3IFWlcM1wq3VuA05NOZXc+xqmG8KxFblQg71ZMQwyacRefxCwrobwBUbXmJOr7KezmVuRikFeA8SnMRsxRZRcxo0KiG5g3/AIR7kCo+iFxPRDmi3dmhiQgsbtMIGGtXHbE8APSICOFN81F3mW9/owdVcFwXAhrdwCy6FzjosfExLu9MuxFx15Zh5ZdTD8jg4S8EF0+EOLo8TFNSOatPJEGntqG+HpMOxc30YM5PAw7vdygAzYOtocTy/GXeq+Z/1v6iGjGcXK3B+oQANGkpOitoyNdtR2PnK7IZ4RV50uXBgy4MGVRWsXfuB/7Jh77OneDz+INsP/Q/1Gllq7z/AKsG2unfmM1HMp07RdLVwiCLMPEZS2j+olWrb12g2ZtvLcxfzQyjzjy+GXF/OLFbsLPEWXwy1aJgzz7QojFQd4W4tz+ZS3fInBfIBZTEuXLcy8CcawRwY6aWgrGEA3Wd4NAlxrxNPAuFxCaRfaXPqqC1QrekG77I7nyYwPwVDYkO0LtFnYlKuw/7tDGJveMxq8QKjU7xZ0qcC+f9Z3Sa3YF7u6zg+b/csYGtGicI+s2bzsYAFfRCUZo5Jfr9Y27W5jabdZQ97zJYMVn26L6THzRZmpdpccjsynhhaETMb1fGXfWN4tgKW9SKrBnYzUCSGFqB3/P/AFF724MGDBgwYTb7pc0H/mZcX3JcHLsP1Li/Z/iXFlciHAfkfRrcRNzDfEu6qmDJpG1dHDmf8GUU5nmBw/GZDsNpiZfkuQ341G8eR9jSC65YxUDjWAURoxqxQi3YnCnoIChkXfiL17xTVfY1mdRFlORly5cWKowASUKXeSVDQSsOu+JeFq7kTi4hxRVwWEQj2jc2IFakdcTwXGu69EeU9koSKbso4rxpDCC75lkTOJoUIZrmpWKQvjLitt5uEeIl4hmTJsQfRPUQWS4t/pjX7VTa7boQ4n1iNqY1GyJLf5v6i062yg7lfaAGsz/zWWLSbawTueyVCaG8UafSjWg9sNfPN5jaFwBsfE7A8BBmvYy/+yXuVveJBtwzNOYx79SrzTFuYGYjz+iDLgwYMq0S8TtQU0mEK8Rzwv0R2Aa25xP+J/UxzZeXuT/0H+52PTaX4PSa0THAjypbdbl3Zb/dGtnUH8RCrdP5ItI7xaO6DNXsP5hNEHXmjCSy7SbfzLq9V0a0YWybtasMsVkcp3ltx9ZjNdjftC/VX/UTefQzKult3eYsY3eQl5lxjHWYUrHJzqPv4i0h7gpbOwzNHaJbV8IVoaVCblqbMA0QOWMAct2KhScrGxAcFylKR8JZPVU0CexM2ckpc4dNsVjuQgt3tGbJrvOGngyzyO1BGBLGzFYrlVTe4tsrKvPMj0VLswgXvCeSZ9hxKa4onaoLpGOA2RvaLjyl6iW7jYl4/RBQGanfPkSu7DvFLyHtgKTwLh70b0IrFpR1p/MIvnQ0hULaap/UQTRO9Q4/tR2oKE4gy4MGDBgx+zEWLE5s/EuWagucuKy7fyQFovkXyRt5ne+5tEqzIltx9JdqaN2YGSmcOsLm6ukHDZYnx5h/zUXjm8P/AExuq77sAMHCDVwRFLNOCO2pYLapr4gCFh5iW9ttzPwB/MWPD5H8zNOUfiMfbSfai0iXFiy8xSUkzFXllQAeEI3NFR1CPiOkLFLcEkwVM0CxuXGSnLQKhyah4lEeK7QoBprWWSjOmUyDkgb8NkDZ7kdkqcoCzcjBhy1zE3nxVM6tTlAgC9yPhMctTmDyYwt+42RJb+q/xF6xvQUYUHIXO6eP9om4oUHe3/zSWbUus5GDysA0D7NI7CsQ2wesVRGmwQaNzaKFBe7DGME6lx2k2mW6QgDzK1SawoOIPtR15IKaHScMsQN2C6N6jFJG2p3YdRgwYRQvZBIrh3UxkMOf7jVquFGFDBQFss7XALhlXW7y/VvcRuXQfzLj8l+iXAvcF821EstVua7nM/L6PD2/mXFxe7+JnYYlJzaS2y0dfEe17EX2nBANfywXkZb0YcOt/wAax736JZ7cJs38d5ShWtZh2/cv9zSQ64SkwfSKi79DDFwBvT5N50bSyPtKt5eIOomdbZtKCJOc41SpqGz+Mjol4WgDfJKHKTSAJuipShfkku/IhoWGrMsNakxOq9aRltVQh0Q7YSw5Hg3KI6nMztvCUaG/RWwlFDvLidkuczFfcQ0HeO1AUlwPRPUyBXWiTNqh0a+kbIOdxATucxNArdIb/wAqLQK7lRDdfI2Jpe7AKyjLWDhrawTW4MpGqqsaCKKmR1BhbhnjEYcGGj2lmqe5YjyP1ASyXLgy4RSHhlHlStuEjoeF+4PLL6QaFuxACu0KYbNpVrTyhKQovg5J3h9Qt3iGzw9oFDvLoJYpllN4PF/JYG6x+HiHCbuWCEYHvEvkNpxU9JntsbIvr9o+9yP1PdNS5d9hP5ixa+R+iZvdfqMO+wv4lSdyG0BaeIoN428wuzTy1FV3UWLAdha8wQWfKVKuGxLYOIJGEPAiseI+VRNFiKK03I1GA7FwCp5KgGhZUGaCtWxl4pQMDWS7R4mQhbgRFlbXMGy3DRuMa8G8IRsmxP7lNN+dzCQ4xoygkG9XKtU+HCcJM3SANE32IOhsmv8ArKBVVpcr09ysGgp8IZNbjNohewhni5Jf/fHbWc5ub215gLx1jGDeYp3gtIR2nZiW01lxURWpMuhH5ErVIbtFcxhaUNsvWAurKtfyf1MyoYbqeZ/zvFTdQep2/wBQ6BB0BlXcOtMBUAbMyq8lTgH1hRaDsDTWJwIgodpVlqeYhkzSBaqejtBE6dD0ywAVdiPTvRuz/wBmUbChfqX6OjAuf5vQ68ssmhyJ+INp8IUrTI5xHeR6QKaPlKV3jQZQhWHb/aKnbwOgbxeb6f1Kzyvd6SlA21v/AHHs4bCUrYOI82VfFbvFbVdH8zVMR5H66LjDFJYuBvfaLtjdmSO0CwPlFdLeIUgs2I9DoO8zWobXUawWOVhUQvEBpXCsf0lwgNjKtLvlCNRe2UZcUOSFJimzUF0QHduO15CRBkDtSCjhU/cmI9iEXmENF3lKY3gkv0T1LlATciGkd4pIM7iMCxQZXENz6rCGA5JeOptFyRe4Q5lPcJeKfuEChK0ZXb5TRQq8BCgFnYIL6SAQRfMzIud4KftKvNMn79FA9nR6sfzA8TtM7jBILmZcWYrz+g6EqhsPshC+z4yymFtWMamg6eYI7PPMXCAwXfjSArNibL7iTIuzYckOZ9P6hgNA18pwfn/uZA3z6hs08CEwLA4exH2thqxzyz80/JGMh2T8/wC4VblXlSwMM2eBPzDcMSbQCz1hVtMjkTuH3AmugbPExG7eyLG79BEXtXKEXFjAqp8Ec1BR1WBS1wXGZqve1QlWqt5Rh5rCGVXaaXsdrmEDwqGwOJkMPSw7TtHESuhCElK3lWok7IJ4A6XDdF9IZFkxdEC0prUhf55gstr2CAGTPIRWVOxcB09iiCzmpcEmpqicSPBhRVyESt/eNBFm7EF3ILEsUF7kJqSoKdYSpdZUS4pYqG4G0+LEteU2nL3BDJezQtBubGzcCGbTAoKIHhcEJr+ESxChq4hofahogwsbS2w+kFGsU4A/wBBFuYPmXhqj0EeE8NSisBeUW/7TWCZp/EFEYkx7pSvZFpHDMg5fR+If++wjKpKW3iH+uiVNGGoJiydMEAll5/qLBZtaQ8j6D+ZbLQXYcdo7X2oRbtOb48xMQcOziOyDwBHNuJr4iG1Pln0UxX/MkYzLkTM8P6i5mb9Q6D0F5h7gudF7EtAN7gS8QpWcqyyUdhFcN22Lilc7WCWfQxCN4cgqwAh6IcFdt1QSxjwVbBpeu7DQloEN2S8JpATgamoLyxtqy4sEA5lymsaDDkir0PBB/wCuKrVyQasc7mALY1pZFE8eLgG54ndV+kT3vIIgj5Nw8vb1VmOMzYlZGeQYdj4KjOy90V1b3GBYAqNZUlakqtnJGD3sn0JeZjprSXaN6goSNOGZMgeQRxjsow5mOv5f6mrXgQMIOgFSERFv7jW2k07sJkhcqQmgAKyhvLbn6QKKGHPEx/qpcLe04O3mCDTp5D+IIssusKABYmrx5lNh+o6gGooG5L9/2KZprl2ityfafthOZ5bmg5E/HTq9v4Rhlpw/UO2L4nIjziU4oVwRDf6sd66gcHaYiy1t/udp+w/ib1437pWAF43iTgPpEY1h4qEEMMH0LwzH28yNDGiqxWDwBM8TzRFlY+LmoLyy3mXLlxYsYsWLFiy5cCFHKpRp7RZjAOwMRBAjOwgSyO0RARWgxbVPuJF2YUOt2KDNdoRXEYrzMX2hbx8EEuEEUpF8w30+TE51ebjY36xZlhp2EI2R0AhpIcH9QBmhWqDrAnNscGPWy47aPBipWHgZqS+5UsJ1L1lwgXM70FzDmEBxL7oIAc5lKsR2e5TXxACHF5ZdV5YseT/mWXMx2fqELJy3KvKS2HcZW0733iUJQyOjvKTUPdxGUYU0YbifH+0oVWw0a2mBFbWbTj91/wBwWMwTbzHYo8BKr1OXdlgVw7sVI4YYXc/mLM3gmg5E/HTZXywuha8QTOUvmFvcRDbPMUFBs5j0DAwg6xhhZcuXLly+jHosWLFly4KDyQFpmWCG6Zh1du0o7DlUIAvlZayrUfaxd5O030G6JvAuVEyTxFOg9qBFDpUs2F4MP1OqI2uFdUgMMNBYf4Wxx1jc9Cily5fW4MGEDLgy4KYWv4f6iGUFW2CVSJUt72JyfBiyVxZjunZ+glx9juYbPuWJSsobXtCnAzsIUtJrWKqpY6vaXH8/5JcXHtAz9SOmOSGlwxhi047x5B5xLvZuZEWtYNVKW9II27TGKj/tf9TFxxyxxwURaoek/wBUwUc3ModlXNsXoIekWXLl9biy5cvoxjGLF6LLlIK5pDaZ4xBLRqtm+b3O5h0BIVzKbMPMuLFixYQhCXFJjvCuYu8vEUUuXL64hXMPJAYDxMwlwXncfzLQNMCL1D+Yo77S/iXF+Uil6bvFmgsQgNLCbq15IlKMUBsZKwMx1+MydS7zBvge2Xa29IGlD0jlaM6DFtU+4ppNusWXDV4ixioLFaSXMGOrQinEsl94veNxv/F6MuXLlxixYsWLF607wTliOZ3IMIuXBigy5cuPZEcQTiFdDpT0JhBxFF1IRjLgwYLzBcwU8JcRoc7yxyXu4Aw5rQYOV6/3NgVy4lj+zNAYjzE2B6I6xQcS7VPvoVZd+olI6MstnMGKCmixFYvuL7RHEGq2ik99EiRl9GMej0WKy2XMcTExE7xI30uXFjGMYxjL6DFFBgy+jsRHEGXLjG+JmEP8LZbzBgwcRR/wIx6EIQh0ZcuLHVzZL7wXmEUoVBOIJKCIyr3IjA8Rigy4sUUXV6KxYvaWcTExzE7xGI9Fj/gdGMuXLl9piNRlLoXLdPhENAO6E3GjzcGav6jVWf4loeM7EGDBhAWBgYS5cWXLeYLzDqzHMDvCAlRidKlQ6N9DxDxCu8K5YHDLbRXEp46Mf8RBgwYsXvFYMBxKcRe6U5nlE6sWLGPVY9LZbzOIIMfExMSu8rvMxviGqXgl+x5xErAdzHk0eBZU0+FT+YaR5VJXlV7qx0AsYoS45GdsS1tPuK5nA3qUN08tSnI88x8krqEOgxRQf8Md5RzAOYEOj0CBA6JE6VKlSokqBCVAhp0ZbzLYs9SpRAlSmFwYMWLLhBly4vQ9Liy+0amJXeGoHwQ0nxnC8CRL8Y3+oqA8kK6o8AOkGax8oRar7j9QKWnkZk5xwEVINi6is3LiqKIYoEXc2eYlVtxwY0Y/HIcRDZzuhMxhu6FM2p3JRqwdiYBamFGKs4uINAzsVBgtjmPGMdJ9RYMUUGDLgnEK7ykOr0IIQ/wPEK4mOj0qV0qVE7yoEqVCBE6t5UqVKldPELlstLi9piYh56ZjGXaJ9Tkp5xL7OEtR6FlHXwAJTo/mE/2LYbf8M2qTtiPad5MGWh5ipxuhDx92Es4mIOdKZmuveNg5mSKnYgytfLUr1k7pcrfJKq3g7EBMsKynZvaD0CjsCFLHln5kKQXG0EPoVARk2RAJgcgLCbONsVMykp3gSB43zAxVGdgI539pTiD3QSKDDoXxDoP8LYLCEDpUrx0A9X/NlPEVo3qY7WecSxqcDS4DghjqvqOZDDvF/wDSFWaPkt5lq7bzAh2R6FdGgZXSl0J3kvvR7lNxMdV6JfFe4FofbFmgeovovojbX6YvcId8ehZQ3fASxo3mKP2bYPo+mG2B3xFYgtpqaWlQAt29SCh3QVY9CoOZWAHUu6GeB2AjbBTuxsjvLUHMzwU8QKpsboQSoZ5uCujEHUDyITfh7pnopBHrR4xBQjZuxl0wl6S6y++SEqvoCyj8EVBqk53gQUccXLgxRQYMGC8xImEIEqeUO6EB/wDAF0F9Q0nwhvg8oRXUAHqfSi87QBKNH8xZyq6yrENF4EETBHbEdUvLMi6aftBlkq2lm75BVaj3PIgGBuEUtjcF6IHB/wBiINS8ooaD5LbIepnusd78s8iUbvwnsyx/tKmkBND6I649morZ+Yo/QFlDXwAJVokNE30wNY8CS7HnqRTQebystE7rAhpboEqL5PObD8CsjXM9zFgxqytsXyMoK5jgJQrKhWdW7v3DMKuwEboqd2LDvAhWdiKVzG+IwEVndAGTO5E2xvRKJFp3GWJhNoNYq2GJcTbSGaELmCA0OIU28giW9Ta2UWcLYqWgrCxpKiihCB3IIIECBKlQI3RvBF6e4qcvuBMHKd7letvEFq1DpglGjeZXleMasTUHiMVcqvaZ8q8wc3NZz0ZJ3gLoLDowPE5R5IQKAeLSjW3hTBC8cVKdE+YVQLHecFHgI4stI26zf46Gnh0GDHMGYIGswVmjFwHyW9L9EV1v2x5P1K3fJMd1l9zyyppK7R8I31R5ajwHu5zfJKG/yJTpbzF9r9fuLShitE0QmrWl2yxnryTLYNjECQpdSXoxV4fCWFjs3fnUKILZBHJ9okbWGwSo3AzTc1JIxKXKN6TAnXNsKWo2MqT9ola3TCmBdktcfOU7gtggBYbsWUOZ2BA1imqC4VuUuKrTnYqLLHG7DTXMcq+UsS8gld5YAUdGXBumkHUCI1Xgj9x5xEjk1rZg9F4tgHKeJKDo3qEr0t5YWAw1pc/qAIVKD3lQU53ZvM06CpcMBdBlBpJxLXSXuhECgzGXAxsmUf1AQLaDekp/bVjRaJ2Eu3HjEtxe4tzI+0JrPKl+iepqLCnXES1CAKVcOkoup6jtgdHeWbCDdlGjt0KhDO8Hchw0++Zop2ZsfwRvrfticp9mP/E8l/Ev/Yzs+EtaH0SzU9morYxT/IMoavwJTueWY6X6/cMKr0fqWW6pi0qWUjeheN2FDkhLEYaMZRT/AIXDQlbhXBFb2BGI8RIgssbRLYzuwL0W7FfdcRTRbtFjWLYhi0exZqtdgI04ql3gTsY937iAXB4KiLlndl1OSOpFA1AL2CIKOdrYUk6cGswlIECj6uWujOxURdTZuxoAudumsmYO6CEN7yCX0rgstMGaP6htoeAIi2tyhbW/sQ15giyTU+YpYKDZ4it55xHoOeMBQ86Aso18akuemxolP7CsZwobRw18FSyhfLE5OYak1XPQFULmhJ6lmIy3QmOi93ChRxsog3+BMWum8UNB6uLpgs2Aj1H6RNLYKXmaXeJmVmXyPFXlm4T70IQYoVMVFQS9SJ7+0dxDyytx9E8l4JfI+WcXuzOwPBE3p5w8icxeBYhqviko0TzAoCvkWMLT4ZGxnfGS9uU0LMqZEDgBGOGOl3Li6qxLiEeBLNnE/eBQIpXgIzMdXaSqLtwrJU6VdfZiyOgKj9gjNlxxCpGzYj0rQ1Qg2JjWFFof8ZlVZm9IRare2FBaxYCZf5q2NnLMSqPUVFTBtqBHQbCx9Z2rAIN8jVTJUtxEPNzCoCDVzAQ6eSCUE+CL0+Uc6wbiC0Xi2BRZJtFs/lBAdB8jKlHZvaOwPAEsRtcy7VMa3vMOhmnDBaE+COCi9xKdXmESNVoWwdizoRT+whDIJZuWWE9FCqho1FR1i8sdh02eYpvEU6qTiJrYHlCUvpXcW23O0I1Db7EEA67rMcHnYh2WM7YiNiud5rE/IiI9R6AGTKuDhiPLftnf9Jy/JMdl+IBp9sH/AACBoK9ioprDwSrReLZXr6xM/wB8XEvQA3y/mPIRnZmTOtQyug6seQ8AMqAFQmqZUcZ0EKkapBtrOROSOGSCmocWqBE8pGOXSuhqWrDbzUKbAtRCm5cW0EOx29UsZenYgqEVzGdKwVY3sIyoqYRHINvu/UcEjUguQQNRNtHywrBTYBBqqzdlnaxcaaziL5QNRCqBeaC5ezAVjEHefu3AgA1XdUz901WANF5FlSFL4BFE63MU1T7jVb0gvMWHiYh3hEVXgg+oecRQQXwQL9EsGSF7AmqJW8U6DzbGuih2EV/iZeA3uY6sVeSYuFumY7oxxOM8gTChRrqSvVMHSDBvRKtH2MyDAbEsAZnYqGbV8sx80deSfkR6wN7xKA2zYTTwb0UjrlMhCTk52IhkM8wBoGd1ZgXeEGXCKBtplBC82QaWh5ZTqfRco3fVSzpbzFjQergmLekCw91S+w+v1Kd2GG3wIw4A2u4mLWpoAC/BA86sy7ANwuakhhQDpaKU1zYn6llQWjtLt72QBaUreLVUdBcFqshclW65ZEBy6w2qdSWDXtiaqhuLgyNtgVgLdxthg3Ze7aVqLVS4YGWZpqMHbvfL0halqlEMxcvBd3+oRgElUEqy7k1Nc+nVKtbbCpno+WYdqGioLcfuwGLbbVhBYmZLEdBY1DU4mbBluhKGj93NWNMDcfIhfsLlYDni5xDwCJrZfMU6qxY+Y3Y8kCoGsagfUqwK9wTHR/UO4K2hLjJ2IAKdd1GGhZrlOKvgCPazfMu5nnaOFjtPMLZXgggqDviUagRaBXsMzKy+xAchuphC9XFCir0KIBQtJLid5U/JFhGKk3wSyNg74grzQ6kdXjWGgVmarS8sA1T4gpovlqV6e5WI0jxHDp8jOH+Vhne9YTaL5IDJVdCWKuIyqlxBiGGpGVFK0GVn9ymGRDL0N9EsQk0LsdIgL9nQRUQVpdxlbV0ouHSZ4YVRReRvpeYmKStgiclllng0hVHARRCHslx1GhaZY7sQ+yJwL/UvK60lhIG3Eu2nDBQ5rMXgF61HFSZZhSLRVi5eMDOWoQKfnMBhTOxUSircsEK2y2Si6w7idwlTNW4Ms3njEQis8w1KoFrtAS2nvL4eeIbw8gTaFXK/1OURDWwm9ESgudyFP5p+4YWVsKmpD3EprDzMckKeaCOE+Iq/QSrV5jMYw3a2UdfCpEW1DRY5BU72xyDQ2BFKKe4tyrmY+eOvNAyQLWeI29ArdCXXAdBuWAmNi5UIm9VqEhc5hf8ACEIpSIdorqt9yudahCpUrvBe8Btl1sNQKNCJGw12llnK9AQPd8kq/CWhsU7FRWieGC/TFlHXwAIHu+WGwPF/3FU0ziyomGKeU0EsxiBulSuYYOGDAK9rxWnJFp1HVVNSxNAegn3RWI5HYFRk6U5qfrAqisXmwloZZhms8AIi+LWtrmDpNsAIjYY1JVq8yyAcRZuiawSXhrd1KKscUKMlVyoQTPO8uKFDWUVAoj3syEbzgllUVvib3WxuIHJTEGjFuoyEMVpGsmqY8luECCXxYN6Q3PYhKlFnuhF+CCu3wITU2XSxsT6j9zEAL2BLi6PMy7zI+GV3hLY1tlIC3eJrg9RZoUZsEofur/UGdsNosaeUhA0muqmAGU2EXUZNjEMwFarLmR8PRQk3jPEGbDcQdTztbHK1e1Is0u9II0s7izPRhsEV1T3LKckdP3guJKCZ2IqjJy1LUCnu/UeiA4Lj/IEIBEUIxfRaVBLTgb5lAYq9iAZreglGjQw0nm37hi/EfqCAvdlOe+W5dwPBZjsK7/0n0oF/uVjwpoD+IOR6WlRov3pCi4Bja5xMmuDwTueszSTOtXM7ZugHSqDk1Csfbzclk7rGsyRdoqy0cwqGkNWauWdWG8KchFFolI4Qyt2s1B+qqAJgNAqWbrhgobUiKIvcqEARby5jDIYsazUHPVKcpJGUQLQwuw27kC0HLCalVualqAsGquBNqBxGHN+W4ASgtYIVAOJiMmhcBhwozDqATcg43YGKBWdiUjVnfEoHAbxV+0MJEDvgI6hYmgPW0TFatiOrPuWVXpscxfaFam52I1R076RwoHczHuFZC4H6EBKCjUMf5J+4SIxpRUpywPMf0hryzE+ZmEs2ItMzy1GRlN2cpgJHG5qAG61VYLFeooL+8JccQAmZ6gl7I+IO0HkQloRMwIaK48QlMlXYSuzyFVTafsVLP4jYt1Huo/gzub6AOAO6pqZt1LKmwIzVCWA1NAL0dxrwIckR0u5e9a1LpZMYJoGlDZuUSaOJmDXrA2lSXpMt1LOFtrQCdKjBH96kMYlaQ6DvLNTpHTrhgEVphbNL1gs0IbsqkpWAY5bnk1AL8S4KXvRRURFa3MfYNlwYve5iPRlootLTRNJD3ExtiCQywRgEpEqDwIZY2ZeBiwLES0ooQoxRsth0GagxeWoHovFsbLF7QCj9qlf7NsTBo4VKbjvmEVVO7AxGStZUzKLOJYa9VrUwUK1UIV/ln6mogGGG3uCXwbGqrEF9YIdBM6EACCbwsSC9wHQ5Js4husO6oyiqaFpcHd6QopF7oQat8qscVKdARCmhNsRLl3gjMKsLlMnwjFUQbsq/QFgSbA2xDTL5GOkgQMVFYo8NS6yraQI3Ubvb5DwRCAsgKLTcIitWFZqA6byXP6EP1Muq9UO8AmC3QAjA6LUxIlqzL7KiAgGt0mukmivoGVCaqzHVOyomIFh67tsAESbkOjAaSkxr1LMVh7S2ge7M0XsVBhjAv3rkzWkJiyok87xLEMY8odUjjwF0CpfD+wARumZAWHNSyKV7w5dMqxcJd8ooH8kuIEoC4gGN1NcCXhKNziVLfSazHE9iox0xoq4/dC1qkqsJpbEjGCwuCz7Spi/eWOAPMSwJ5JYsF7BFBuHQbjFaDsmy9Al894yx8BTYJLAg7LDm7dDTPS9d5zHmmxxM8YvdqMAqdC0YBHZc2XlIRqBoNHMo0eIRYovlFVyrHQckqjxN5dFWbExyCaoQPVN6uFMjtSJqo7sxSn6v9wIMKuycw+WCnsRO0GLtNeHqIalW8qfwixzxQ3FQgRIEBItFyoO0Oj2jpIj6gP4VibVna4lvwHE9CJoWGhHgFNmU2lsx2lJKOsWQvxUnqWHFNWzNrhi6EqEW4uhGntQ7wrWW1HChtsUQOTWoFiHZctIK1R0VBreyoeWZ5sxyqLRQiV0EscnZRK3XE1biRRLYqVlgu7DfvHAujpUu0BWWbULspcFwlWWocsLIl/uAVT4l9avLKt8FqdYpUGSkS0kwgwjcjRe0O4ncI2jjpVsXAL4CVwnO8MbUalzgo7AhQ3kyoO8VP3gs+JUtUkYpROq1EUHOhZiPAQuA6eahHTSBotwKBm2EQnY3ZgTesIS9kI3JjmFUFtTK37lRzaxmrRW4akAAF01WGtOpqlwvy8ARF2Y5lrHmGz2IIwAVraX6s84lAAo11gNWwvYCgaMbMfzmIlgg6FRTI+ZgU2YhbAFcBvKIDmJ5/EDz0mETpZKilC48CB44KU00WozlgalajZab4P3KKGiRJ1oYsuMjqcUQ0ItugOxcV1W9V6De5CFTJo2ZUCFJ3ohxVHS7gcGtRzeF8M5t41jblQdmLAOGt2zLFz1hL0cUH9xhYZncy0CccRBYAOriC0wM5uPspbFQBSOirjRgtwQtdOFyz3ldiCRmLrXWFpuMQlxGUK6yoJRhKqCYw2iADDBgdGzyRKXmaXmIAFa0ILr7lRypvayCdhdiKKzN0IVa3BjKIaPEQqfylAK6ygnLpAEt5aJrot1xC7odKLCowroWlsBrNaIRXlGIQ/AGXeLnMve1cx0XJKJ4zFruNiA/YBKrJjYWCDPgKiVSK0YD8JDJvNbSy5VgtOCENRS02Hk1KVB8NxYvK2KlppXCxVB57oMK6plQSszRCNG4Pd7k0IUdYubZp2wTuKi4bF0tLGMrdCIWFCMQow4YqC23NqfjRtBeBKJWdUrAsIWvvzUcHwhuVKFSk1WODUdiJagWyWmrNhAa1Fok2YMDnZjdwrIjirYICXKUQ9Yii4VlK7S1L9yqBARUDemDRmMHLNcTeAw3Mx+c6/EI1rEXVTDCbZX4gC1gNcJNhsikMHYwqILskONXvbAtHiEyE3ujZy/mJA5JQ+5MEhceY1AepQkLNLJdCttZYVbd8BEFE4wwZ+Oi3NpHSVctXpEvcSogoltQ3w84jKrdm5dQt6QdEXTVYaU67pcqWBegCVKLScwJZfOkOCxBAtrifyEkC4ErUgC4/FFikNluXFPABEIjBybuICq7mGOYQkmYAL3EoFVrQlugdQAGgOVln1TVe45dw5/uljI0VhhtDpE1S3qjMXBZoaSoGqSq2e3tNm3jWEbSytJUK+eLmZ8QqUdzGLJwRUQkLu2mZFbYroG/10IaoNHMC5RrEruVzbRN+3bMuUtcFQJeeWsUAHsYlMo+wGFIwwAszWrrA1GbBAo75VGAisxBpQmkZjJGhC00OIYspgxmLZwVREdQbxCJEla46riuo68k/MmuLwR1anlElW8WwU2Q7CIy6TsIA/XX+4VRp4YjDa8sopyQVetSI0DWCtDYmvj1KKVw1CzoCsKlk4ojtrE1VgX4z+09jAjZyr76FWXeYyJrpUocTpSKCPBcAT6EIAJfacg8FRK2VqEG5sk7xMKBd0Z3YIaPiBuG34jsKPcGKGdiEKON5R5YcnlQV4gL0coXKldoUAyN504ggz7JUUyzwIQIFNyUQutDq2xqmvRUsGJa2dAuEpSgas4V43g1K5Qss61CAtHMKQpvxDQiSlvsQJwiH8VES2j3ohR9+wK2HjEaFnkwGiPVUYjQbmcXBGRLCpHWJLNbDuYFAi+Be0IpuI2DzLiKHWEHMdrgIuqmMSKaQ7TAxrNNjCnMUag6FRvFzZDiD5g5cm27NImo8AR1i9yidmYCnWApvMAL2gcAvglhFOxii17u/UrwcAQF2K2oQYVvNsVa7COvnljwSjyTId4hI2bEXlQd8TNY01G5Yf8AkOY7k9ko9q9UuKNoXoFRre0FL3lggiiGtT+QmoZcu5Lj+wIkdHu4cBWdiMtr5lfmmBdp9yI6KK3hqUD3iNts2IVGt3ZtN+Z4HjEQUj5YEDoctgDWWLbgrn3lw0aA610Fz066pb0re8ZZJroQqMqOZreIiKxvxAoRDOY9zb4JZtlN1Fiih2n8ioVqsDkxHM7hHoCUWSJrFx27m9aWGyXFMC1MRNQWiCWI1MTuFHdeZWsekSLSLINCiIMzR4a8cXFAcJDlTAbpkFqRkEpiDK8w9fQR15o5VXwQ23gCUM8xcslF6AEKD2urAIMt0McJI4MRLSrTrDRd468kzE1BeCatnLEqsTxmMJiuwlxBcsKUNe0LaQTaPMe4wK2gpW1lRF6S2V6i7qNxBvVC5W0JfYjMK9mdp4BEoqrUqZjMR3hSqIVLBQXvG/txGIFbzHuMihur4JZrmD2JhjsMrulQhzAcko5JXiEwHPEzANNM+JWsD8ygEc7ldCgPkK4JmNaHrM1AzppFpQd25w3xF2R9yomIkqJDAiQQjIQwbqKKmOkgg1C6fxCFj8RXbF2/mVLEWzItqlS4VhChBtofYsxT7KbExlppVlFsxFThpHk2lgOUDgKMzPsZUwtEECaiU7BTFwzFcgou8dPD8y7E53jCF+WiA1uvQolBY3qpiQh6ufyCjXFvDBT8xUDkiVQ1IlIzxEQtBm1QHR9FmZQ74gNavVVlxAK0AJUi2vMwXvDbQZIgAVqG4Hk1LcStpQf9UcBB5bireC+CAN/mlW3AgQIEIIqJKlSpUCBNTHwS+6Ddiz9CHJYconRDVHFa5l9iWcSziNuZXdMcsa5iL1J5EYXiD4ZbiCM6S45I1Jc1wtS94ASTSxHAXWOio1TOgxADVmRqOxhN8oesqKZWYb5NSg07RjBQ4lqxSOqsbTboG8MAboECG9R0hWKNGAt3yMQsHmFA7erbMDovYI1Is3juSoe8uMRfku0q1+MgFWM5jPk3yEqZW3tWYwhNiXC15ekgjgcKOdiGC7i1FgBXmFZtHBUOtqij8FGrJ76BAgQIECBAgQIECVKlSpUqVAggoWuLjoXmanpUqJK6VKlSpUSJEiTM8meTFWYhNCLNjoDb1pMinSALJXhpMmCNczakT0iCGhGXSCtZN3C1oD0RKgwdDEapjZjoWYHcd5hHML2ZeDA1jWF+0G3htSKvGX2EMe0wku5eCoeIQFEBrNh+xhGR8IJDN65TTgvYIFV7HV1Bd4UanWJhGtc1Cn7y/wBROLbgqGuGFrXOwRFcjvBXVuHQIECBAgQIECBAgQIECE261KlSoEqVE6VKiSpUqVKiSpUSMMV/gCBsODEtoBVLGDO+IlpEtEcCKIjNUc2K0Zn1BoI36Oz/ABAMh8iSSUwzO1+xby5YtvkQFPxACaczSoG0gTSQ7SpU1wXDSfQJYACuViISFbEHF1ndgCmYOcEeGJhm7ACEXqlQEAKrWUat8IPOXKBZK75RNqPGIgKUSnadhnYguIKEBKlQIQQECBAgQIECBAh1qVKlSpUCVKlSpUqJElSpUrqJEiRP8gXHUamIYFRocSr6QYJMIoibmMinEzLizREogaZkhCol4+yBqi0WRgkNCxWLETTKyVAdEBoYNpINjB7Qhx0YBoxgvRIIUFbEHX3MwNWqQQL97EWtXnWM7S3jEt5Xyy4rTLNJttPFFW8pgjaG/wDhBbyPrIuBNpboziZTaDuhA4p2JbiCNoECBKgQJX+NSpUqVK61KgSokqVKlSpUSJEiRJUqVBmAiOUJGZe4jZirjUxCjCw2ssRIwcQM2RdiJCKQMDoYkNAlxENMeydzMzmIe0QyCG3Jwk2YSa0WU1D8qKs1Z6KirNeYbsg3g3pEgH2lmjLDE02ngkHSAN4A2gOsBazXeeeBe0tlm84I7INqDllEx2l7iKppCCCAgSpUqVAlSpUqVKlSpXSpXSpUqVKlSpUSJE/yBUOGUFRLmNuK3FYyaRl6RtplibhEOuZotxqYj5xLEFuW9OKaYVCkFPEK0dNbVMrsZwQFowCA8wDZgGsG9Id5E1kTWAcE3hsSHaTakDSA94V6DmjvkR6aoOaGwwO0D5hyQjU9xG60hB/gFSpUCVKlSpUqVKlSpUqVKlSpUqVKlRJUqJEldQJUGZWmIMBcG+kZx7l5QY0Uze4mFZa48EWFkLrHQtwgozMqIRssoMTjZ3IFzCnMFBawbkA3k3ZHgax1O+J3kgukh2k2oq0gPeFYPCG9BnmDCiLbJoZAg54DmHBguZ3JUeEbrSBAlSpUqVKlSpUqVKlSpUqVK6BK610qVKlRIkqVKlSoECCCr0BmDMLjNxsFgVx50glsQy0gtKMDevRYEHTLmiNekDN8yjpR6yveBQpzA9oBrG4kG8m/JvwrGIrUim2XUBKbSLaK4q3mMBhxQ3oM8xUYroYAUOWHNB5ndluYnUbw61KldAXmUOOpUroqVKlSpUrpUqVKlSpXSpUqVKlQIECBUblwc6RC6SyVaGAK1mvXpmDB3GvSAwDcxYmEio0MSjplzSPFE1FtUAcwDmB2nAm6g5SPrI+sCbS1jp2dLbNTXiTYjiineYwHaG7BuQco2GuhHKBByw5p3IDzKeYnQvoIQgdSoGY/5gHoVKlSpUqV/hXSpUqVKlSoECBKiSpUYkqDEro3UzLbid5aDnSMXSLSoLZitUNNYZ8xCEhKYlpA2hww3fwg95DvK2pEhUzmUAtiHNKKLpVriS1Alg7UMoEaoHtDdgW8HKAWiuhHOBByw2mDAtmU8yoroVAgQIEqVK6J0Yax6MqJKIhKMQmX+YFSpUqVKlSoECBKiSpUqJEiRJUqVKjKlTKJAzmHMSF05istlBLBCI3YHvId5NyaObEGKnaJcqBM8GgN9KgS2qGG19AtXEoWOiJCQYBECugF3Ms7kOaB5h3y3M7kroJmBAgQP8V6OkKiECVKidQQ5QXQKujR0PQSVElFSiU6hASpUqVKlRJUSVKlSpUqVEiRIkSJEiRcVE6EPF17QoM0a/hBdUy8RsE6AsZoAgN9DSl93Q5D01vEQeJz9EJB3gHAroRVxtZ3Ic0HmHdLcy0plQmYECB/jUrHRWJUqV1qVElSoEqBKlf4BOhjR0sHQDEqJ1dJUqVElSpUqVKlRJUSJEiRIkSJGUkho9YBajSdglQwV9I0NnQBMspBIW6Gy7TFt0zV6a8RwQ4YSDgMA6ehtwXdA5IDmHdDYRFUqE5gSuh0CVKlYlSpUqVKlSpUqVKlf/GpUroehUqVElSpWJUqVK6GKlSpUqVKiRIkToxjGUKZ89R2xx0eGRnWUUV9Kh2mf3S+zfQ2vEFQ7ys3DSakDQQ44OCAeIDgdNaCyCQMDA89QKy0SBKgdCBCK/xqV/8A11KlSpXRUqVKSkpKdVlcXFxUVEYxiypUL4G8QqcdMpQ2oKRX0FLtHvW6Lmt0zUJVpcqN6Q0I6Qjo6QcEgQFKITQy5jGdiUJU0dBKYkqVKlQIH/5NSpUqVKldRhgR8xuKxfEU7ReBHxg80wR3jHZV0BrambTAYLdDZdpijvAluIaTQyqjSZFNCMbQilQgGeeXKmKDENI6QWyujpoZWdZo6G5TKlSpUCB/+owEBEOYneI8xOUYJwl8pAnXWGi7dDcqy5Zqc9PxIahdYq5hoR0hlTEZJo+OiqVhpKVxKcQtkJXEIdIC8IdGib9Wn/I//XGCJGGYRi4+YrzP/9k=)
Domínio público
Nos últimos 50 anos, a teoria econômica passou a se basear quase exclusivamente na matemática. Isso traz precisão lógica, mas, de acordo com um novo artigo do economista da SFI, Brian Arthur, restringe o que a economia pode facilmente falar.
A matemática algébrica é "uma linguagem", escreve Arthur, "que permite apenas substantivos quantitativos, mas não permite verbos — ações ". Portanto, a economia lida muito bem com quantidades, proporções e preços, mas não consegue lidar adequadamente com processos, formação e criação.
Com o advento dos computadores, surgem novas oportunidades para estudar aquilo que não pode ser contido em equações. Modelos algorítmicos, aponta Arthur, podem facilmente incluir ações e processos, de modo que o uso de tais ferramentas pode trazer verbos extremamente necessários para a linguagem da economia.
Essa economia baseada em processos preencheria lacunas em nosso entendimento e ajudaria a responder a perguntas mal compreendidas: como os atores econômicos navegam (e mudam) um cenário de mudança fundamentalmente incerto, como funciona a inovação, como novas instituições se formam e como funciona o desenvolvimento econômico .
O artigo foi publicado no Journal of Economic Behavior & Organization .
Mais informações: W. Brian Arthur, Economics in nouns and verbs, Journal of Economic Behavior & Organization (2022). DOI: 10.1016/j.jebo.2022.10.036
Informações do periódico: Journal of Economic Behavior and Organization