В настоящей работе использован данный метод расчета кинетических параметров эндотермических и экзотермических процессов, в которых энергия активации рассчитывается по кривой ДТА. При этом предлагается использовать этот метод для расчета Еакт процессов взаимодействия богатого титанового шлака с различными металлическими восстановителями для процесса плавки высокопроцентного ферротитана марки ФТи60.
Неизотермический нагрев осуществляли на дериватографе системы F.Paulik, J.Paulik, L.Erdei Derivatograph Q-1000 в диапазоне температур 25-1000°С со скоростью нагрева 10°С/мин в атмосферных условиях. Предварительно измельченная навеска пробы в количестве 1-3г помещалась в корундовый тигель и устанавливалась на аналитические весы, расположенные в печи. По мере повышения температуры в печи дериватографа, пишущее устройство регистрирует все происходящие в пробе физико-химические изменения в виде кривых линий Т, ТГ и ДТА на термограмме. В пробе измеряется температура (Т), изменение веса (ТГ) и изменение содержания тепла (ДТА) исследуемого вещества в зависимости от времени.
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/u3r374YfuqanJwE6m4aed1HuMqkoUNU5SPURfDROQnCpnQfm1qt6dXq/3jTfekCDS2dkZeKV+4cIFzZ9iVV5UPT2Djkl+8nP5fD6bzZaeqZewAiCJqGoS1XFEzTMWfqiLXi+SztOum95cnbt7e3s1/1lcVXrJ9uDBg3JTEkxgEFGX9fpHQu0EHZPkOjo6JHBnZmY2NzcbXRZjEFYAGEBNBKJCiZp2LPyEH2p4i2qmUSvlfv3rX5f7A2cTQbo56zf7/qDJveTm7PaLwGPmmsfs6aefVk9U9xu1TG/ggoXRVQeG/B/QH4rtMSGpxXnkB5mrJUi+EFauXBnfocsAEEZgLrl27drHH388MTER8ki946qqJlEzfNBegwh5PJ7Ozk7twVT0umeeeUZOsU6nU28GUnfOfoXApe5kP0wXjURa/IKF27Ztk58lKCvITfVQbI8JSVV/vvuuM+SPIP/VmzZtstlsIaOnMk9YYWYFAAsiZ4I7d+7cu3cvfC7Jzc196KGHVChR/UhouMFi6NUeV65cCfosFRcXy52tra36UHC5GTSjmuavG/jZz67rYUX25fSpJpUPlOATor5g4alTp6J+EZUV7t69Gxgy5Kb+UAyPCUn9RqqrDxQWPjn72uPkyZOyLSsrC/MK1KwAiF5gNJmrc0lQLlm1alXgOu1ASLPbXALvCUoMcnHf1NSk+Xui7N69OyiLyIX7wMBAYDXJrVu3Nm/eHNQkUVRUNDw8pF/6y35+fsHssJJIXq9XX7BwMVPpbN26VfMPI9Kn5BkfH1ejivQFE2J1TEhLly6VX4r8aqqqquQn0sfWya9Gkor8J8/bcZiwAmABurp6pqYmr1+//g//8A+zo4lqx1E9SySXMK0IEkM+Zqq3bE1NTVtbm5wU9bE/cjpct26dRBl9rLJqLXrkkUckZwfmZjlMnt7c3CyHyTFyBn3hhReM+okU+VnGxsZycnLmmkc/QvITqV4jQQ1bcqf+FxqrY+Yi8bGz83x19YHZjWuSVObtOExYARCafMtLIpFrUPlOV3M6af6KXP0AogniJ7DuJPIOCXK9rkYDyeW+CiuqiUEfMaT5z7jqmIsXLwYOCFLT6qhp49977z0tgvlL4kpfsFB+hEXO8SPkJ5U/Un1VHMkHZWVlQZUZsTpmLpWV5Tt2bL969ape0ZW4VZcBmIOayES+g9Qcr3PN7lpeXi4XoLTmLAjd/hJJndf1y3fVjhN0slc3g0Yvq3oXNW28pHPVrmSgF1980efzyV/c7O41YYT5sEWyKk6sjpmLXM8c9FvoEwkrQDoKiiYhhw3n5OQ8+uij27ZtW7kye+PG9aq5+vz58wYUFwhFDS2+d+9eYBZRg1Pkil/dDDna1uv1aqFG26o2jurqatmqqZCN0t/f39fXl5GRkbYTqwQhrADmpw8eDlNroiZ73blzp5pXjbE5SH5qTLJaaljlFbUGkBYwtGTPnr1yTEdHR2FhoWqm1Ec4y0NBL6gGpqlHAxdbSDDJUocPH5ad559/nqZVJaKwIt90LOkJpAS1gLBaKOfGjRvy3a3PTB9IjyZqBZzFL3wDxM9cTRvFxcWqLiRo1afOzvN62q6sLJ+ampzdQdVqtZaUBDevqPWE5dXkUQNn95H4NT09PXvBwnQWUVjZtGnTXA/pS2/M9uUvf3muWWLUXE8hH+JLE4iQ0+mUK7Bbt26ptXLCTGoS2KCzenWWOWpNPv/8c6OLAOOp/p69vb2qb4pkl5KSkqCrazlGTjpqZWbNH1P27NlbWPjk7HONXo1RVFSUkOKHMDo6qvrVhpkhLQ1FFFbkm26uL8FJv7meGNvp/zIzM//wD/9wrkeXLVsWfpy3voDZbEyRiaQVuKSwasT5j//4j5CVJYqalj4vL++hhx6SL+iVK1du2bIlgeUFEk319wx/ai/2m+uYwJqboFqcMA/Fybe//W2fz1dbW8tfbqCIwop8Uc71kKpzDvmQuuYL+VCYjktzjUEQ035zF1Pr6+sL82h0ApePDylwTfmQwlQjCX1qHaQhj8ej/3GpOCI7kSQS7cEnc9WqVevWrVO9TBg5DKS6M2fOyB++XJkHrRiAxXawXeM316NzDbiKrh1OjV+Y61G1dvxcjwauKT+bhKqZmZmQD8n9YfKTFjZdxVZBQUHkB88boUIKn6vmYo42hcUIzBzK7E+jiiBqP/yKfYGClhRWvyDGDAOmJOe47373u9oiFiw0sVQaDZTlN9ejcTpjhk9IWsAF8VyuX7/+7//+73M9OtcM5bMtKBUlLEItSF5e3m//9m9H/XR9XY/FC/9LCSlMj5CoqSYb7Tc7eJFIgPTU0NAgl8eLWbDQxFIprBgifELSElWv4PV6b9y4EfnxarmWhb6LvMVCnzVva0WgyI8MKTkTmBawVrBudg8q1VKj9qmLAhCkv7+/p6dHvkza29uNLksyIqykBrnUXtAZLjlPh6qvaNSGh4djVZIoGry+8pWvpHl/NwOnYe3q6qmuPhCyAGpeDTVyta2traSkhPpzpBy5HH3++ec1/4KF9DwLibCCxFlkhErOBIZ4k4wbuCBRIEkqjzzyiH6zxk9frw5IFZKzJycnmVglDMIKgOTV0dERZr1ZNVepvr6uxJqdO3d2dnbyjY8UwsQqkSCsADBMmNV0JXm0trbqk6mHfLpq/dGr3NRO0Op0QJJjYpVIEFYAJKOdO3fabLabN2+uX79+rrASco26wNXpVBjSZuUhtQCefr9+WCCWSkYC2O12NbFKfX290WVJaoQVAMlIxZTwx6h17JxOp94MpO6cfaTL5dKHgst+bCfXBqLjdrtVA1B7ezvrzIRHWAGQjCKZ2bm4uPjKlSutra36HDxyc/ZclFar9Wc/u66HFdm32WxqmZhAVKUgwV588UWfz1deXj7XBKrQzRNW+OsFEFuz21wC71nQd47L5RoYGAisJrl169bmzZuDBn8WFRUNDw/pE23Jfn5+weywAiRSV1dPX19fRkZGc3Oz0WVJAdSsAEhJklTWrVvX1NSkj1X2eDydnZ2PPPLInTt3Auf/lcNqamrklCCHyTESU1544QXjCg588VltaHhZdr773e8ysUokCCsAEiqw7iTMaKB5nTx5UvPPraI39ksWkZuNjY0XL14MHBC0YcMGzb8yxvbt29977z0tsjYmIH4aGhqmp6cLCgoOHTpkdFlSA2EFQEpS7ThB3RLVzaDRy6reZXh4WMLKrVu3mpqaEltS4Dc4nU759Foslra2NqPLkjIIKwBSUshxy16vV/vN0cuKBBRJMNXV1bK9du1agooIzCIfUZvNpvln1qeGL3KEFQApac+evRJWOjo6CgsLVau/6rOiHgo6OD8/X7bqUdUqBBhCn1k/zNTMmI2wAsAwixlvWFlZPjU1Ofsb32q1lpQEDwRdu3at5m8ekkdZOQhGGR0dVdMunz17lolVFoSwAiBVHTt2bOPGjQMDA6r/igSRPXv2FhY+Ofs0oA+4KCoqSnQpAT+v1/vss89q/kZJZtZfKMIKgGQXpgKm2G+uFeACnxj0ImEeAuKhra1tbGwsOzubBqAoEFYAAIiv8fFxNbO+w+GgASgKhBUAAOKrpqbG5/PZbDZ9kXAsCGEFAIA4OnPmzNDQUGZmJjPrR42wAgBAvLjd7qNHj2r+pZUZiRY1wgoAAPFy+PBhllZePMIKAABx0dHRMTg4SAPQ4hFWAACIPbfbffz4cdmRLUsrLxJhBQCA2GtoaJiZmbFarQcPHjS6LCmPsAIAQIx1dfWIjIyM9vZ2o8tiBoQVAABiacmSJZmZmbLz3e9+lwagmCCsAAAQY9PT0wUFBYcOHTK6ICZBWAEAIGaWLFkiW4vF8vrrrxtdFvMgrAAAEBter1ft1NfXr1mzxtjCmAlhBQCA2Kirq1M7x44dM7YkJkNYAQAgBpxOp8PhkJ379+8bXRazIawAALBYXq/XZrMZXQrTIqwAALBYdXV1k5OTeXl5w8PDRpfFhAgrAAAsimoAslgsqhkIMUdYAQAgenoDUH19/fr1640ujjkRVgAAiJ5qAMrNzWUEUPwQVgAAiJLeAHT27Fmjy2JmhBUAAKIR2AC0ZcsWo4tjZoQVAACi0dbWphqAampqjC6LyRFWAABYMKfT2djYqBqAli5danRxTI6wAgDAwni9XrWiMg1AiUFYAQBgYdra2iYmJmgAShjCCgAAC0ADUOIRVgAAiBQNQIYgrAAAECkagAxBWAEAICJ6A9D//J//0+iypBfCCgAA8wtsADK6LGmHsAIAwPxoADIQYQUAgHkwAshYhBUAAMJhDSDDEVYAAAinrq6ONYCMRVgBAGBO/f39DofDYrF0d3fTAGQUwgoAANqSJUtke//+/cA7PR7P4cOHNX8D0Pr1640pGQgrAADMpaGhYXp6Oi8v79ixY0aXJa0RVgAACKGrq0c1AMnW6LKkO8IKAADB3G53Q8PLGg1AyYGwAgBAMNUAVFBQQANQMiCsAADwGzo6Onp6eiwWy+uvv250WfAFwgoAAL/mdruPHz8uO6dOnVqzZo3RxcEXCCsAAPza4cOHZ2ZmCgoK1LKFSAaEFQAAfqWjo2NwcDAjI4MGoKRCWAEA4Fdqa2tl+8orr9AAlFQIKwAA/IrP57NarQcPHjS6IPgNhBUAAH4lIyOjvb3d6FIgGGEFAJDuXC6X2jl16ntZWVnGFgazEVYAAOmuoqJC7VRWlhtbEoREWAEApDW73T4yMmJ0KRAOYQUAkL7Gx8dbWlqMLgXmQVgBAKQpr9drs9l8Pp9sWVo5mRFWAABpqq2tbWRkJDMzs7m5mbCSzAgrAIB0NDo6qhqA2tvbly9fbnRxEA5hBQCQdrxe77PPPqsagIqLi40uDuZBWAEApJ22traxsbHs7OzTp08bXRbMj7ACAEgvTqezsbFRdhwOx9KlS40uDuZHWAEApBGv13vo0CHZsdls27dvN7o4iAhhBQCQRlpaWiYmJmgASi2EFQBAunA6na2trRoNQKmGsAIASAtqCjjZaWpqogEotRBWAABpoa6ubnJyMicnp6amxuiyYGEIKwAA8+vv73c4HBaL5cyZMyEbgO7fv5/4UiFChBUAgMl5PJ7Dhw/LTn19PQ1AqYiwAgAwuYaGhunp6dzcXBqAUhRhBQBgZl1dPaoB6OzZs0ENQG63+8KFC2qCuLa2tpKSktmLBEVyjNPp7O3tVUshNjU15efnB9bfLFmyRO2EbGnyer19ff1TU5PqLWY/HRphBQBgYhI1Ghpe1vwNQFu2bAl66JFHHtFv1vhNTU0FZpFIjrHb7SpnKHrmOHbsmOZPKnpGCdxXJOXs3Lkz8B71dKvVeu7cOZZX1BFWAACm9eKLL05PT+fl5anoEOjChQuyvXbtmqrGULmhs7Mz8Mh5j5E0I/FCssWpU6fWr18v94yPjx89elTurK6uDp829KQir79hwwZ1sMfj6evrk0hUVVXV3d3NZDAKYQUAYE4dHR1y4rdYLKqBJoiqw9AbXNSO3BkYVuY95saNG7Ktra1VSUXIjgSXwcHB27dvh2nN8Xq9KqkE1dPI/sGDBzV/LU5fX39lZXmUP7y5EFYAACbkdruPHz+u+RuA9CQRyGq1SqSYfeeCjrl165Zs165dG3iAervh4eEwYcXpdMq2s/N8yNqXffv23bt3b/XqrLmenm4IKwAAEzp8+PDMzExBQcHsBiDlmWeekSAioUFv4lF3LuiY69evyzYrK0SqUA/dv38/ZAdblXJ27AidZpYuXTpXsdMTYQUAYDZnzpyRkGGxWF5//fW5jikuLr5y5Upra6vexVVuyp0LOmZ2vcvsh0IOAlINTCFTDmYjrAAATMXlch09elR2Tp06tWbNmjCHDQwMBKaNW7dubd68OTBARHIMEoCwAgAwlYqKCp/PZ7VaDx06NNcxkkLWrVvX1NSk92/1eDydnZ2PPPLInTt3VMSJ5BgkBmEFAGAedrt9ZGQkIyOjvb09zGEnT57U/CNu9LHBEkfkZmNj48WLF1V/kUiOCdkDVwnqqxtEMpC8jtvtnquSZnx8fOXKlQxdVggrAACTkBN8S0uL7LzyyivhW2rUYOagKKBu6iOTIzlm27ZtElaCMofcVA+FKcDGjRtl++67zpCDk10u16ZNm2w229mzZ8P9wGmDsAIAMAOv16sagMrLy9VUJWGErBGRV9ACakQiOUZljrt37waGFbmpPzQXNbyouvpAYeGTs0cvq0qdsrKy8D9F+iCsAADMoK2tbWxsLDMzs7m5ed6D9+zZK0Gko6OjsLBQ5QzVH0U9FPkxW7dulW1ra+uKFSv0GWzlpuxs3rw5TAGWLl165cqV3bt3V1VV1dbWysGqzsblcklScTgcNpuNFYJ0hBUAQMpzOp1qMHB7e3skQ3UqK8unpiZnL8JstVpLSoojP2b58uWq90lQHYzcOW8xiouLOzvPV1cfmF1/I0klksiVPggrAIDU5vV61cAfOccHTZQSxrFjxzZu3DgwMKD6pkgE2bNnb2Hhk4GdVCI8Jj8/f3h4+Pr16xI7pAxlZWURVopIHtqxY/vVq1f1AdKsuhwSYQUAkNpaWlomJiays7MXWhtR7Be+E2skx2z3W9Bb67Kysg76Rff0NEFYAQCkMKfTqfqIOByO8KscI3URVgAAqcrj8dhsNs2/7jFNJyZGWAEApKqGhobJycmcnJz6+nqjy4I4IqwAAFJSf3+/6vd65swZZno1N8IKACD1uN3uw4cPa/7hMzQAmR5hBQCQehoaGqanp3Nzc2fPgwLzIawAAFJMR0dHT0+PxWLp7u6mASgdEFYAAKnE7XYfP35cdurr69UM9zA9wgoAIJVUVlbOzMwUFBSodY+RDggrAICUcebMmaGhIYvF8vrrrxtdFiQOYQUAkBrGx8ePHj2q+Vc5XrNmjdHFQeIQVgAAqcFms/l8PqvVyko66YawAgBIAXa7fWRkJCMjo7293eiyINEIKwCAZDc6OtrS0iI7p059Lysry+jiINEIKwCApOb1ep999lmfz1deXl5ZWW50cWAAwgoAIKm1tbWNjY1lZmaePn3a6LLAGIQVAEDycjqdjY2NstPe3r58+XKjiwNjEFYAAEnK6/XabDbNPw6ouLjY6OLAMIQVAECSqqurm5yczM7OpgEozRFWAADJqL+/3+FwyI5sWa0wzRFWAABJx+PxHD58WHaampq2b99udHFgMMIKACDp1NXVTU9P5+bm1tTUGF0WGI+wAgBILl1dPcJisZw9e5YGIGiEFQBAUnG73UePvig79fX1W7ZsMbo4SAqEFQBAEjl8+PDMzExeXt6xY8eMLguSBWEFAJAszpw5Mzg4aLFYuru7jS4LkghhBQCQFFwu19GjR7UvVis8tWbNGqOLgyRCWAEAJIWKigqfz2e1Wg8dOmR0WZBcCCsAAOPZ7faRkZGMjIz29najy4KkQ1gBABhsdHS0paVF+6IB6HtZWVlGFwdJh7ACADCS1+t99tlnfT5feXl5ZWW50cVBMiKsAACM1NbWNjY2lpmZ2dzcbHRZkKQIKwAAwzidzsbGRtlpb2+nAQhzIawAAIzh9XptNpvsyLa4uNjo4iB5EVYAAMaoq6ubnJzMzs4+ffq00WVBUiOsAAAM0N/f73A4ZEe2rFaI8AgrAIBEc7vdhw8flp2mpqbt27cbXRwkO8IKACDRGhoapqenc3Nza2pqjC4LUgBhBQCQUB0dHT09PWq1QhqAEAnCCgAgcVwu1/Hjx2Wnvr5+/fr1RhcHqYGwAgBInGeeeWZmZqagoODYsWNGlwUpg7ACAEiQM2fODA0NWSyW119/3eiyIJUQVgAAiTA+Pn706FHZaW1tXbNmjdHFQSohrAAAEsFms/l8PqvVevDgQaPLghRDWAEAxJ3dbh8ZGcnMzGxvbze6LEg9hBUAQHyNjo62tLTITnPzCVYrRBQIKwCAOPJ6vfv37/f5fDabrbKy3OjiICURVgAAcdTS0jIxMZGZmdnc3Gx0WZCqCCsAgHhxOp2tra2y093dvXz5cqOLg1RFWAEAxIXH47HZbLJTW1vLaoVYDMIKACAu6urqJicnc3Jy6uvrjS4LUhthBQAQe/pqhRcuXGC1QiwSYQUAEGMul6u2tlbzr1a4ZcsWo4uDlEdYAQDEktfrraio8Pl8rFaIWCGsAABiqa2tTU1W29XVZXRZYBKEFQBAzDidzsbGRtlpb29nslrECmEFABAbXq9XjVWWbXFxsdHFgXkQVgAAsaHGKmdnZ58+fdrossBUCCsAgBjo6upxOBwWi0W2jFVGbBFWAACL5Xa7jx59UfOPVWayWsQcYQUAsFiVlZUzMzOMVUacEFYAAItit9uHhoYyMjIYq4w4IawAAKI3Ojra0tIiO52dnYxVRpwQVgAAUfJ6vfv37/f5fIxVRlwRVgAAUWppaZmYmMjJyWGsMuKKsAIAiEZ/f39rayvrKiMBCCsAgAVzu92HDx/WWFcZCUFYAQAs2Isvvjg9Pc1YZSQGYQUAsDAdHR19fX2sq4yEIawAABZgfHy8trZWY11lJBBhBQAQKa/XW1FR4fP5JK8wVhkJQ1gBAESqpaVlbGwsJyenvr7e6LIgjRBWAAAR0ccqX7lyhbHKSCTCCgBgfvpYZckr69evN7o4SC+EFQDA/CorK6enp0tKSg4ePGh0WZB2CCsAgHmodZWzs7Pb2tqMLgvSEWEFABCO0+lsbGyUHYfDsXz5cqOLg3REWAEAzMntdldUVMhOU1PT9u3bjS4O0hRhBQAwJ9VVhWn1YSzCCgAgNNVVhWn1YTjCCgAgBL2rSnd3N9Pqw1iEFQBAMI/HY7PZZKe2tpauKjAcYQUAEKympmZycjIvL49p9ZEMCCsAgN/Q0dHR19dnsVi6u7uZVh/JgLACAPi18fHx2tpazT+t/po1a4wuDvAFwgoA4Fe8Xm9FRYXP57PZbEyrj+RBWAEA/EpLS8vY2Fh2dnZzc7PRZQF+jbACAPhCf39/a2urxWJhWn0kG8IKAOCLafUPHz4sO/X19YxVRrIhrAAAmFYfSY2wAgDpTk2rn5GR8frrrxtdFiAEwgoApLXR0dGWlhbZeeWVVxirjOREWAGA9OX1evfv389YZSQ5wgoApK+6urqJiQnGKiPJEVYAIE319/c7HA7ZYawykhxhBQDSkT5WuampibHKSHKEFQBIRy+++OL09HRubm5NTY3RZQHmQVgBgLTDuspILYQVAEgvLpdLratcX1+/fv16o4sDzI+wAgDpRa2rzGS1SCGEFQBII3a7fWRkJDMzs6ury+iyAJEirABAunA6nWqy2vb29qysLKOLA0SKsAIAacHr9R46dEhNVltcXGx0cYAFIKwAQFrQJ6s9ffq00WUBFoawAgDm53Q69clqGauMlENYAQCT83g8FRUVGpPVImURVgDA5Orq6qanp/Py8pisFimKsAIAZtbV1SMsFgsNQEhdhBUAMC23293Q8LLGZLVIcYQVADCtw4cPT09PM1ktUh1hBQDMqaOjY3Bw0GKxvP7660aXBVgUwgoAmJDb7T5+/LjsnDp1as2aNUYXB1gUwgoAmFBlZeXMzIzVaj106JDRZQEWi7ACAGZz5syZoaGhjIyM9vZ2o8sCxABhBQBMxeVyHT16VHZeeeUVViuEORBWAMBUKioqfD5feXn5wYMHjS4LEBuEFQAwD7vdPjIykpmZ2dzcbHRZgJghrACASYyPj7e0tMhOe3s7DUAwE8IKAJiB1+u12Ww+n0+2xcXFRhcHiCXCCgCYQVtbGw1AMCvCCgCkvNHRUdUA1N3dvXz5cqOLA8QYYQUAUpvX692/f79qANq+fbvRxQFij7ACAKmtra1tYmIiJyfn9OnTRpcFiAvCCgCkMKfT2djYqPlnrV26dKnRxQHigrACAKnK6/WqpX+amppoAIKJEVYAIFXV1dVNTEzk5ubW1NQYXRYgjggrAJCSnE6nw+GwWCxnz56lAQjmRlgBgNTj8XhsNpvs1NfXb9myxejiAPFFWAGA1NPQ0DA5OZmXl3fs2DGjywLEHWEFAFJMf3+/agCSrdFlARKBsAIAqcTj8Rw+fFjzNwCtX7/e6OIAiUBYAYBU0tDQMD09XVBQQAMQ0gdhBQBSht4A9PrrrxtdFiBxCCsAkBrcbrdqADp16tSaNWuMLg7iqKurp7r6wP3792c/5HQ6e3t7VXelpqam/Pz82fMBLv6YJUuWqJ2QZfB6vX19/VNTk2r25LneIoYIKwCQGvQGIDVrLcxKYoQklZAP2e12lQ8UPSsEtgku/hhJKnpGCdzXi7dz587Ae9TTrVbruXPn4rToN2EFAFKAXGoLGoBMr6OjY675iN1ut8QCyQSnTp1SfavHx8ePHj0qd1ZXV6uUEKtj5qInlWvXrm3YsEEd7PF4+vr6pNhVVVXd3d3xmKKQsAIAyU7OLg0NL2s0AJma5IDW1tbBwcG2traQeeXGjRuyra2t1UeByY58JOQpt2/fVq0wsTomJK/Xq5LK1NRUYKaR/YMHD8qOFLuvr7+ysnzx/xtBCCsAkOxoAEoHkgNsNtvNmzclOoQMK7du3ZLt2rVrA+9UgWN4eFiFjFgdE5LEKdl2dp4PWfuyb9++e/furV6dFdFPu0CEFQBIaqoBKCMjo6ury+iyII5UTAlzwPXr12WblRUiDaiHYnXM/fv3Q3awVSlnx47QaWbp0qXxG05PWAGA5KU3AL3yyishzy4wjXmn+BscHJz3oVgdE3IQkOpIa8jnkLACAMlLNQBZrVbVJwBIT4QVAEhSegNQe3u70WUBjERYAYBkRAMQglit1rlacOSh2B4TUlNTU2Njo3wy5/pAjo+Pr1y5kqHLAJAuaABCkG3btknICMoKclM9FNtjQtq4caNs333XGXJwssvl2rRpk81mO3v2bLQ/4pwIKwCQdGgAwmwqK9y9ezcwZMhN/aEYHhOSGtVcXX2gsPDJ2aOXT548KduysrIof7ywCCsAkFxoAEJIW7dulW1ra+uKFSv0mWflpuxs3rw5tseEtHTp0itXruzevbuqqqq2tlYOVi0+LpdLkorD4bDZbHFaIYiwAgDJhQYghLR8+XLVaySox4ncqYfaWB0zl+Li4s7O89XVB2b3epGk0tzcHMXPFQnCCgAkERqAEMaxY8fy8/OHh4evX78ucUHyQVlZWVBlRqyOmUtlZfmOHduvXr06MDCgIgurLgNAGqEBCErIOdmU7X7hnx6rY+YiH86DftE9PQqEFQBIFjQAASERVgAgKagGIIvFQgMQEISwAgDG83g8qgHo1KlTNAAhVtR6hGEalVIFYQUAjKcagAoKCg4dOmR0WYCkQ1gBAIP19/c7HA6LxfL6668bXRYgGRFWAMBIXq/38OHDslNfX79mzRqjiwMkI8IKABippaVleno6Ly/v2LFjRpcFSFKEFQAwzOjoaGtrq8Vi+cEPfmB0WYDkRVgBAMN8+9vf1vwNQFu2bDG6LEDyIqwAgDHOnDkzMjKSk5NTU1NjdFmApEZYAQADeDyelpYW2Tl58qRauhaILfmMGV2EmCGsAIABWltb1cQqxcXFRpcF5tTX12d0EWKGsAIA8TV7FlG3293W1qb556s1rFgwu+HhYaOLEDOEFQBItAsXLvh8vpKSEvrVIk68Xu/ly5eNLkXMEFYAINGuXbsm2/379xtdEJiW0+mUQGx0KWKGsAIACSWXvLdu3ZKdrVu3Gl0WmNbAwIDRRYglwgoAJFRbW9vMzExBQcHy5cuNLgtMS9XemQZhBQASx+v1tre3y87zzz9vdFlgWk6nc3JyMjMzc3p62uiyxAZhBQASp62tTc4fubm5jFhG/KhxQIWFhQ6Hw+iyxAZhBQASxO12q4ngvvOd7xhdFpiZGgdUVFREWAEALMwPf/hDNWKZahXEj8vlGhsbs1gs27dvN7osMUNYAYBEkFOImgjupZdeMrosMDPVtfbxxx830zIOhBUASISXX37Z5/PV1tYyERziSoUVq9VqdEFiibACAInQ19dnsViee+45owsCM/N6vYODg7Lzx3/8x0aXJZYIKwCQIDU1NVlZWUaXAmZ248YNn8+Xk5OzZs0ao8sSS4QVAEiEzMzM+vp6o0sBk1PVKuZbyYGwAgBx5PV61c7hw4fN1OERyelHP/qRbPPz840uSIwRVgAgjurq6tTOsWPHjC0JTM/lck1OTmZkZGzevNnossQYYQUA4sXpdJpmVi4kv4sXL8p2+/bt5qvDI6wAQFx4vd5Dhw4ZXQqkkRs3bsh2586d+j337983rjixRFgBgLioq6ubmJjIzs6enJw0uiwwP33QcmBYMQ3CCgDEnmoAslgssjXlyQPJRg1azs3NNdmgZYWwAgAx5na7KyoqZKe+vt5M67MgmZm4WkUjrABAbHk8nl27dk1PT1utVkYAIWHeeustzXSz7OsIKwAQM3a7/dVXX52ZmcnNzT137pzRxUG6cLlcExMTFovFfIOWFcIKAMRAV1dPU1Oj6ktbUlLS1ta2fPlyowuFdPE3f/M3mr9axXyDlhXCCgAsisfjqaur6+npkf3s7OzGxqbKynKjC4X08tOf/lS2jz/+uNEFiRfCCgBEr7+///Dhw9PT0xkZGd/97neZWAWJZ9aVlgMRVgAgGnKGaGtra2xs1PzV7+3t7ayoDEOYdaXlQIQVAFiw8fHx3bt3qy6N9fX1jPqBgVS1ytNPP210QeKIsAIAC2O321taWtS17JkzZ5hJBcYy96BlhbACAJHyer1HjhxRfWmbmppqamrMOvgCqcL0g5YVwgoARMTj8XzjG98YGRnJzMz86KOPIn+iaRaTQxIy/aBlhbACAPOT69eioiK1MOE777xjdHGAXzH9oGWFsAIA85Ck8sQTT0xOTubk5AwMDASNufB6vX19/ZcvXxwcHJQL3D179s6eZyWSY5xOZ29vr8PhkP2Ghoavf/3rQb1hlixZonZCVtWot5iamlQDlJqamvLz8+lPY27pMGhZIawAQDgej0clldzcXDkxBM1LK49WVVWpE4bmH5chJJSoPo+RH2O321XIUJr9JHDo44wkqegZJXBfkaATtIKdPqb63LlzzKVrVukwaFkhrADAnOTKdd++fapOZXZS0fxVIHL/tWvXVB2G5JL29nbJGV1dPXrdybzHuN1uyRYSLE6dOrV+/XrNPzT66NGjcmd1dfW8UUNPKvIWGzZsUMfLu/T19dXU1EhO6u7uNneHhrSVDoOWFcIKAMzpyJEjQ0NDmZmZAwMDs0ODRAqHw9HU1KS3tsgxL7zwggSRy5cvqiASyTFyfSzb2tpalVSE7EhwkVPR7du3wzflSJxSSWVqaiqwhLJ/8OBB2ZG80tfXzwoAppQOg5YVwgoAhGa323t6eiwWS3d3d8hqdskxst27d2/gnUuXLg1so4nkmFu3bsl27dq1gceo4DI8PBw+rDidTtl2dp4PWQGzb9++e/furV7N1LomlCaDlhXCCgCE0N/fr7p99Pb2zhUXPv74Y9lKjtH7xso17jPPPFNcXLygY65fvy7bkLP1q4c0f6fakB1sVdDZsSN0CSUVMbuuWaXJoGWFsAIAwcbHx8vKyjT/mJrAVBGkublZtl1dPdXVB9Q9qvNsQ0PDd77znciP0fvezhb4UMhBQCpRsSxRGkqTQcsKYQUAfoPH43nqqad8Pl95eXkk1RKXL1+8efOmarXRO88GDTyO5BggcukzaFkhrADAb6ipqZmcnMzLy3vttdciOV4fwqP5u7VWVVVJEAlqPIrkGCBy6TNoWSGsAMCv2e32vr6+zMzMS5cuRdgVQE8himqRcTgcZ8+ejfAYq9U6V0vQvAM9mpqaGhsb3W73XC1B4+PjK1euTIduDWlFfWD2799vdEEShLACAL/idDrlxK+G/0TSC0QFhcUfs23bNjn3BAUOuakeCv/cjRs3yvbdd50hBye7XK5NmzbZbLbA5AQTUIOW8/PzjS5IghBWAOALcl4vLS2Vnfr6+ghbZ1RQkIgTeLy8jubPKAs95u7du4FhRW7qD4WhXra6+kBh4ZOzRy+fPHlStqqzMExDDVrOyMhIh0HLCmEFAL7orlhRUTEzM1NSUhL5WF8VFFpbW1etWqW6Dng8ngsXLsiOvE7kx2zdulUds2LFCn0GW7kpO/OejZYuXXrlypXdu3dXVVXV1tbK8arFR85nklQcDofNZqNnjMlcvHhRS5tBywphBQC0lpaWkZGRnJyczs7OyJ8lp4qbN29u2rQpqMdJZ+d5vZNKJMcsX75ctRYFHSN3RtIaVVxcLK9WXX1gdscXSSpq7DTMRM2+kz5tQBphBQC6unpaW1stFsuVK1cWeqkqgePnP//51atXa2pqNH84KCsrC6rJiOSYY8eOyblneHhYzkOSOUIeE0ZlZfmOHdvlLQYGBlRkYdVls/J6vWqGlcLCQqPLkjiEFQBpbXx8/Lnn/lTzt8IEjdmJUFZW1kG/RR6z3S+KAkT+FjABp9Pp8/ny8vLSaiZAwgqA9CUXqbt375av/traWk7zSAkDAwOav+3P6IIkFGEFQPqqq6ubmJiQi9T6+nqjywJE5Nq1a1qadVjRCCsA0lZHR4fD4cjIyOju7k6fURVIaaOjo5OTk5mZmenWG4mwAiAdjY+P19bWal+MyulMkwnLYQI/+clPtDTrWqsQVgCkncCuKunW9o+U9qANqMDogiQaYQVA2qGrClKRx+MZGhqyWCyFhU8aXZZEI6wASC90VUGKunr1izagxx57bPa6CqZHWAGQRuiqgtQ1PDwk2507dxpdEAMQVgCkC7qqIKW9+eabWsCSUmmFsAIgXdBVBanL6XTOzMxkZ2dHN89yqiOsAEgXdFVB6hoeHtbStQ1II6wASBNLlizR6KqClHXhwgXZFhUVGV0QYxBWAJic1+tdtmyZ7NBVBSnK5XJNTExkZGSk28S1OsIKAJOrq6tTO3RVQYq6ePGibK1Wa9q2YBJWAJiZmlVF7aftFz1SnZq49vHHnzC6IIYhrAAwLX1WFXH//n1jCwNEx+12p+3EtTrCCgBzCpxV5cSJE0YXB4jS1atXtXSduFZHWAFgTsyqAnMYGBiQ7Z/8yZ8YXRAjEVYAmBALAMEcvF7vT3/6U9n54z/+Y6PLYiTCCgCzYQEgmEZfX7/P58vLy0vzT/I8YUVNoxSkqakpPz8/cLR3yMOCBPVue/rppwcHB61W61tvvRVZUQFgfiwABDNRixfySY6mZqWxsVHzR5Zjx45F965y3SNJRXZkK/vpudIBgHigqwpMQ5J3Oi9eGCiisBJUKeJyuU6ePKkii8orQQeoipYwAwWHhr6Iip2d56urD8g+YQXAQv3Wb/2WbD///PPAO+mqAjO5ceNGOi9eGCiampU1a9acPXv2448/lryyf//+rKyshb5CTU2N1WqtrCy/fPmi7B88eDCKYgBAoNHRUbqqwExUE8Q3v/lNowtivOg72MqXgvw/vvuuUzLHgp7odDplu2fPXrWVF5F70na9AwAx4fF4SktL6aoCM/nRj36k+WfZN7ogxos+rGzYsEG2U1OTC32iWuf6a1/bpm/lHsIKgMWoqamZnJykqwpMY3R0VD7S6bx4YaDow4qaSq+xsXFB3Wy9Xq88RXKiqqSVrezLPfJFQwMzgOjY7fa+vj66qsBMfvKTn8h2165dRhckKSR6npUbN25oD9qAFNUSJPcTHgFEwel0trS0yM6lS5foqgLTuHz5smyLioqMLkhSSHRY6e3tlW119QH5F3Q/YQXAQnk8HpvN5vP5mpqa+A6BabhcrrGxMYvFwqdaiT6suN1uzT/bSuRPka8Vfa32IHJ/c3NzOq/SBCAKqqtKQUFB1NM+AUno4sWL2hctD3to1lSiDyt3796V7cqV2ZE/5b333pPtnTt3gqpqJUKuW7dOHqUPP4AF6evry8zM7OrqMrogQCz19/fL9vHHnzC6IMki+rDS2toq2x07FlBDNTAwoHetDaS62cqjhBUAC9Xd3R3FbE9A0pIL+JGREYvFUlj4pNFlSRbRhJXx8fHvf//7g4ODTU1NkX9HuN1uh8PR2Xk+5KN79uytrj5w/PhxvnQAzMvj8agduqrAfFQb0OOPP07XCF1EYWWu5QwX1Ej87rtfzAWnJlaZTd0fxRRzANJQTU2N2qGrCsxHtQExDihQNDUrElNKSkoWulTB5csXQ7YBKaolSI4hrAAIT82qYnQpgLjQ24BYvDDQPGElzGKEC33WW2+9Ff5Z8x4AAE6nU62iCpgSbUAhJXqeFQCImtvtrqio0Pz1u0yrD1OiDSgkwgqAlFFZWTk9Pa1mVSGswHxoA5oLYQVAarDb7UNDQ9nZ2cyqArOiDWguhBUAKUB1VZErTofDwQQHMCvVBhS4fB6UecKKGrQcXTdbAIgJvatKfX09s6pAPg8XLlxQ/azb2tpKSkpm10NEcowk4N7eXrUITFNTU35+fuCnS5+zI+QZ0Ov19vX1T01NqreY/fQoBLQBMT9qMGpWACQ71VVFzjfMqgJJIY888oh+s8ZvamoqMItEcozdbg8cVqZnDvUZk6SiZ5TAfUVSzs6dOwPvUU+3Wq3nzp2LugWH9YDCIKwASGp6VxW5Pja6LDDehQsXZHvt2jVVjaFyQ2dnZ2CQnfcYSTMSLyRbnDp1Ss0ZNj4+fvToUbmzuro6fNrQk4q8/oYNG9TBHo+nr69PIlFVVVV3d3d0aUMVW8JKFM81PcIKgOQV2FWFLofQHtRh6A0uakfuDAwr8x5z48YN2dbW1uqzm8qOBJfBwcHbt2+Hac3xer0qqQTV08j+wYMHNX8tTl9ffxSzm0pampiYyMjIoKEzJMIKgCTlcrlKS0s1uqoggNVqlUgx+84FHXPr1i3Zrl27NvAAFVyGh4fDfNgkPcu2s/N8yOi8b9++e/furV4dTQdwNSnzrl27aAMKibACIBnJJWxFRcXMzAxdVRDomWeekSAioUFv4lF3LuiY69evyzbksDL10P3790N2sFUpZ8eO0GlGckbUn9XOzk7ZlpWVRfd00yOsAEhGLS0tIyMjYbqqfP755wkuEpJBcXHxlStXWltb9S6uclPuXNAxs+tdZj8UchCQamCK+eB5iVOTk5PyaacGcS6EFQBJp7+/X840Fovl0qVLdFVBIJfLNTAwEJg2bt26tXnz5sAAEckxSaW3t1e21dXVRhckeRFWACQXOdOob23JK1u2bDG6OEgi8tlYt25dU1OT3r/V4/F0dnY+8sgjd+7cWbNmTYTHJBWv16vCyt69zAU3J8IKgCSid1Wx2WxqeAWgO3nypOYfcaP3QpU4IjcbGxsvXryo+otEckzIHrhKUF/dIJKB5HXcbvdclTTj4+MrV65cUCfZvr5+n89XUFCQhEEqeUQUVs6cOfP444/rQ7wAIE5UV5WcnJzTp0/rd0qCWbZs2eyDg3oVpOKkpVgQ9YsLigLqpj4yOZJjtm3bJmElKHPITfVQmAJs3LhRtu++6ww5ONnlcm3atEly9tmzZyP/oS5f/mIuuD/5kz+J/ClpKKKwcuTIEdlmZmYWFha+8MILpBYA8aB3Vbly5UrgyWZqamre56bopKVYkJA1IhIitYAakUiOUZnj7t27gWFFbuoPzUVl0+rqA4WFT87+patKnQWN6JHPrZRWPvOElfAiCivl5eXvvvvu9PS0wy8vL+/AgQP79u1jODiAWBkfH1ff8pJXgq6I/v7vR7WACUlDStFJS7Ege/bslVN7R0eHXDmrnKH6o2gBi/9FcszWrVs1/ydtxYoV+odBbsrO5s2bwxRAfsuSpHfv3i2/9NraWjlY/d5dLpckFTk/2my2BVW2qc+tfPLJu+FFFFbOnz+v+X+X8pfZ3t4+4vfqq6+eOXOGKlAAiycXvnIC8Pl8IbuqDA8PyVZSQphXSMVJS7FQ8p88NTUp/+FB90sG1Rf/i+QY+d2p3idBdTBy57wjhoqLizs7z1dXH5hdfyOf3ubm5sh/HPloySlVduieNa8FdLCVP+xjfv39/Xa7XfKK/AG3tbXxvwxgkerq6iYmJnJzcwO7qijyhS4XrHKmCX/pmYqTliIKcg7auHHjwMCA6psiv+I9e/YWFj4ZWLMV4TH5+fnyq79+/bp8ciRnlJWVRXj5LXlox47tV69e1QdIR9eBSTLu9PS0fOwZ9TavaEYDFfup1l9Jr/KHyvySAKLW0dEhJ5WMjIxLly7NbkxRHVa2bdum940NeV5JxUlLER11DgrfiTWSY7b7RVcG+SAd9Ivu6cp//+9fZKmqqqrFvEiaiH7osoqu8pUhkWXlymyqQAFEYXx8vLa2VvNPNx5y6KbqsBLYMVZ1ntM7xiopN2kp0tzo6OjQ0JBk9PJyzp7zW9Q8K/JF8MMf/kV19YHnnvvT//f/3cIoIQAL4vF4VFcVyStBM6brVIeVwOm8VH9JyRCBFe8pN2kpko2qVwsZWOPhRz/6kWy/9a1v0TU7EoudFK6ysvwf//GmXM1UVFT87d/+Lf/pACJXU1MzMTGRl5dXX18/1zFn/QLvWb58eXV1tYSV3t5eFVZSbtJSpDm3260WvTpw4IDRZUkNMZjBVr5l3nrrrbGxMfmvp+0WQITsdntfX19GRkYU435VInE4HCrHpNykpUhzP/zhD30+X0lJCS0SEYpBWJE/0TNnzuzcubOlpWX//v1UugKYl9PplG8Mbe6uKguScpOWIp15vV5VrfLSSy8ZXZaUEZu1gbZv3y4JUS6SJC2eOHEiJq8JwKw8Ho+c3eXKsqmpaa6uKrqnn35aQsa9e/cCs4hEBM0/p766mVqTliLNyedWVaswYjlyMVvIUBKihBX5HTz33HNUrgAIo6amZnJysqCgIJKGYzUhqXy36K08knUuXvxiORV94E9qTVqKdKZPBDd72jqEEbOwIgmRyhUA81JdVTIzM7u6uiI5Xk1I2ugXeH9n53m9/SiFJi1FmpPYrSaCI+AuyDxhZUGDuKhcARCe0+lUmaO7uzvybwk12Wjgasl79+4N6umSKpOWItmoNZ7kU6Fu7tixY+fOnXH6zbrd7ldffVXz1/DF/MXNLWY1K5q/ckW1HFO5AmA2+aauqKjQ/Kf5hZ4J1GSjJpi0FEnlzJkz3/3ud2dmZvR7hvxkJycn5/nnn4/tr1tOjvJeJSUlZNyFimVYEd/5zndU6zKVKwCCVFZWTk9Pyzc1cxzAcC6XS6LzyMiI7Ofl5UnMVXV+V65cuXXrVmdn58TERE1NTUdHR2tra0yyhZpbxWKxMAgoCjEOK/RcARCS3W6XC9bs7Gx9CA9glP7+/urq6pmZGflAvvrqq2pImgorqn5O8nRXV8/Jk/+/sbGxnTt3ynnte9/73iKvwCWsq8maGQQUhRiHFe1BzxWJot/85jf5lQDQ/OcGORPINaXD4Qi/eDIQbx0dHaovtkQQic5zfSArK8tLSorlAEkzclIbHBysr68PnHhwQfSwrlbCwkLFPqxIQJFfhoSVP//zP3/rrbdi/voAUovL5ZKrWM0/2zVN9TCWnlSCFsIMSS2pvX///oaGhp6eHgncFy5cOHPmzEI/xqpfOWF9MWIfVoSEFfm9Sg7t6uphNWYgnXm93oqKipmZmfLycrqqwFgLSiq6rKys8+fPf+tb3zp06NDExMTOnTvVePUIY4ckldLSUo2wvjhxCSvyKzx+/Lh8JhoaXt6xYzs9bYG0VVdXNzIykpOT89prrxldFqS16JKKTnLGe++919bW1tLS4nA4rl69evjw4Xlbhfr7+8vKynw+n+QbwvpixCWsiIMHD6rZCBoaGiSTxuldACQzOT3I17rFYrly5Qrr/MFAEhoWk1QU1SpUUlIiyUMieGNjY3t7u0SW6urq2bUsbrdbNR4t8k2hxCusCPktbtmyRX5Vjz/+BI1BQLoZHx9XfQl/+MO/YGlZGGh0dFQt3hST0CAf5uHhYUk/L7300sTEhESWlpaWxx57TF/8IXCq5YyMjOeff56ksnhxDCtZWVmvvPKKhNmjR1/82te2LX5hVQCpwuv17t69Ww3U5FoFBnK73aWlpfJRjG2vKTXCuaur5/Lli4ODg/pUcoFsNtvx48fpCBETcQwrmr8x6Nq1a319fc8888y7774b1/cCkDyqq6vlojMvL6++vt7osiB9SWiurKycnJyUj2I8ek1JEJd/Ho/nvffeu3XrlrpT1az8/Oc/J6bEUHzDiuZftGl0dFQip91upyoMSAdqqcKMjIzu7m66qsBAdXV1anaTH//4x/N+FBe0Fl6g5cuXq4oWdZMzXTzEPazIb9HhcBQVFUnYZNEvwPScTmdLS4vsXLp0icZfGEjv3/32228zu0mqi3tY0fwjvurr6yWsVFRUXL9+nZoxwKzcbrfNZvP5fFEsVQjEkN6/u7W1lf7dJpCIsKL5q8Vu3LjR19dXWlr613/919QMA6ak+gcUFBRQEw4D6f27JTqzSrY5JCisaA86r4yMjLS0tLDGIWA++uonb7zxhtFlQVqrq6ubmJiQj+Lp06eNLgtiI3FhZfny5W+//XZeXl5ra+uaNWtIu4CZsFQhkoTeVUW21OKbRuLCiuafS+eHP/yL6uoDtbW169ato0kbMAeWKkSSkI/i8ePHNT6KppPQsKL5R6X/4z/ebG1traiocDqdDBYAUh1LFSJ5PPPMM/JRpNeU+SQ6rIgTJ06MjIwMDQ3JFxydbYFUZ9RShb/1W78l288//3xBz3K73QxINCvVayojI+P11183uiyIMQPCinjjjTe2bt0qX3DyNXf27FlDygAgCh6P5/bt28PDw7J/586d999/f2JiQvZlu2zZstnH5+Xl/fZv/7bsPProo6tXr165Mnv16qzNmzcn7Cqlv7//8uXLaj05RS679+7dW1JSQt8aMxkdHVUT/LzyyivU2ZuPMWFFviMuXbr09a9/3eFwyPcX9XVAknM6nfo6bQsi1yRqJ2jllNzc3D179mzcuFGf9zPmXC7Xyy+/3NfXp98jyUlV64qampry8vLm5mYqWkzA6/Xu379fLQDE6A1TMiasiC1btqjOtpKFmdkWSEIej+ev/uqvBgcHf/rTn8ppQL+/oKBAzvqy09PTMz09bbPZwtSPjo+Pf/LJJ5r/dHLr1q0PP/zwgw8+eP/998f8NP+ytLt27SoqKoptauno6KitrZViWyyW+vr6wCuiM2fOnDt3Tt5dyi8/HYvimkBbW9vExERmZiZjlc3KsLCi0dkWSFazm05UnYQWsH5KaWmpJBW5P/zpYb2f2g+MI/InPzw8fOHCBTnHOPxilVrcbvfhw4clhci+1Wp99dVXg75bDvm5XK6TJ0/K+zY2NsrPKzvMc5qi5LOk1g5sb2+nac+sjAwrGp1tgSTT0dEhp/DJyUl1s7y8fM+ePbPTg1qqUC5ko16qcLvfsWPHxsfH5aVilVqk/MePH5+ZmZEXeeWVV8K0CEiCOXv2rLyLJBv5FpLU1dvbG782KcSJ1+u12WyyI1t+fSZmcFjR6GwLJIfAmJKdnV1dXb1///6Q/Tn0pQolqSy+QnT9+vXH/FRq6ezslDJEkVrk6UePHtUrVOQiO5LOKPLK8v0jXz49PT1lZWXklZQjvzv5wDBZrekZH1bobAsYS8JHbW2t6kEiX/ovvfRSmAoJt9tdUVERj6UK9dQyOjr6I7+g1JKfX/C1r22bHY8kpnz/+9+XnCGlyszMPH78+IK6WMpX0Pnz57/0pS/JG5FXUotqv5MdJqs1PePDiubvbCtfELt3725sbKSzLZAwgeNlcnJyTp48Oe95urKycnp62mq1xu+6YovfiRMnZqcWeVTiyB/+4R9++ctfVgevXbtWb7Sy2WzNzc3R9VpQ1bryFtXV1VevXpUCxOinQbyozkmywxLf6SApwormr4yVD5yEldLS0uvXr9PZFogrj8fT2dnZ0tLi8/kyMjIiHBGzZMkSzV/7cu7cufiX8TdSy09+8hP5Zvj7v//7aT/9GEkqUv5vfetbBw8eXOT3huSVf/3Xf5XoVlhYKO/IkOYk9+KLL6ou3jU1NUaXBXGXLGFFyHelfBkNDg4WFRW999571OkBcXLmzBmJKeqUX+sXSW2ESiqGLFWoUova18dCf/3rX5ftz3/+8ximCglwkt7kW0hOhJcuXYrVyyLmOjo6JFayWmH6SKKwIuRybevWrRMTE9XV1XxTADEX2D2loKCgra0twvG6LpdL7Ri+PlzgWGgR2/oPOe21t7f/5//8n+VE2N/fT+eV5CSfRvkYy86pU6cYcJ4mkiusyOXa22+/LV+F8k1ht9vpbAvEitvtfuWVV1S3j+zs7FdffTXyM7FaqlDtm/6vUtKPBLLGxsbnn39evou4ak82Ho+nqKjI5/OVlJQcOnTI6OIgQZIrrGj+y6bOzk7V2TauU3ED6UOiv6STmZkZNZ1rTU3Ngs7BLS0tQTPCmZsEssuXL4+NjbW1tZk+nKWcqqqqiYkJCdzy2zG6LEicpAsrWkBn27Kysv/xP/4H3fKBqI2Ojn77299WUSPkdK7z6ujoaG1tlZTzb//2b/EpYzI6e/bs1q1bJaU9+eSTfAUlD4ndg4ODGRkZb7/9NpPVppVkDCua/8rmxo0bfX19paWlTqeTbvnAQnm9Xrn0VNOQZ2Zmtre3R1FPOT4+rjoHSF6JfRGTmAQUm83mcDhOnjxJ/7kkIUlFfZ47OzvpqpJukjSsaP6Po8vlGhsbk7zCTPzAQv2X//Jf1Hifpqamhbb7KBJ3du/e7fP5JK+k4Uq2x48f7+3tlUum0dFRKlcM19HRoZKKRHC6B6Sh5A0r8t0qFzTbt28fGRk5cuTI+fPnjS4RkAICl/HLy8v7wQ9+EPWJVv7uJiYm5EXq6+tjWsbUkJWVJSGvtbWVyhXD6XUqklTSMDdDS+awovlXGuvu7i4qKurp6Vm3bh093YAwVLvPQud5m4ucHuTvTl4n6qUK4+3zzz+P91s899xz8l9K5YqB5FNdV1enRrGRVNJZUocVzb80qz4TP4ODgLn09/e/9NJLExMTmn/W+ePHjy+mp5e+VGFnZ2c6TydN5YqxOjo6Xn31VflUWywW+S2QVNJZsocVjcFBQFjj4+Py16HW98nNzZXv9EVO2ubxeCTuqKUKuTzQK1dcLlc657ZEUmtBtLe3q05X2dnZDoeD1X/SXAqEFc0/OOjOnTs9PT2lpaXvvPMOXxmA5v9Ob2ho0Jf3q6+vj8kcWTU1NZOTkwUFBTFvePV6vcuWLZt9f9D0LW63+8KFC3ofhZKSktmDVJ1OZ29vr/rZJVQFLYCqVgaY/cp6Mfr6+qemJtVbzH56oKysLLlMkje6ePEiLdEJoM8JpPnD90E/owsF46VGWBGvvfbaP/3TP42MjEhe+du//dvkbEQHEkN1Twmc5626ujom007IqaKvr0+iT1dX1+JfLcjU1NS8x0hSeeSRR/SbNX7yxMCfTu9uqeiZQ4UJSSp6RgncVyTl7Ny5M/Ae9XSr1Xru3LmQ/4cqrMi1PmElroLWgpDfC7Up0KVMWNEHB8lHuaKi4q233jK6RIAxArunlJSUnDhxIlZ1jXK2UGfu7u7ueExu9Pd/Pyrba9euhTkJXbhwIfAYlS0Cg4KkGSmkZAt9XZjx8fGjR4/KnfMmNj2pyOtv2LBBHezxeCSfSSSqqqoK2ZtYSpKTkyP/4fJ0Tp/xsJi1IJAmUiasaP76WMkrhYWFg4ODL7/8snxHG10iIKHkZNnU1DQ0NCT7cvo8c+ZMDM+dcsJQCwDJW8TplDw8/EXJJSWEOUalJb0Aakfu1MPKjRs3NP9i0fq0YLIjwUW+Fm7fvh2m5F6vVyWVoHoa2VcNDZJX+vr6KyvLZz93//79Uobh4WHCSswtci0IpIlUCiuaf1pJtXJQa2vrH/zBH7CKFdJEV1fPf//vDhVT1LDk2H6ny4m8srJyenq6pKQkTo0d8hZy6Wy1WsNXfsgBapKYoDv1/Vu3bsl27dq1gQeo4BI+TEjU074Y33Q+ZAH27dt379691atD1yfl5+fL9vLly7QExZD8RuQ7XNURRrcWBNJHioUVzT846LXXXjvil5WVRW0hzGp0dPQnP/nJnTt35OSt+hvKpadklNra2pivitLS0iJJKK6Lw6kOK9u2bdP7xtpstrKysqB48cwzz8jPqze4qIQhd+oHXL9+XfPXs85+C/XQ/fv3Q3awVSlnx47QaUaSX5ggsnnzZvnPHxsb83g8LEmzeC6X6+WXX1ZD2HJyck6ePMk3OcJLvbAiJIz/8z//c2tra3V1tXyXsUgEzER1nr1w4YK64lTkC32/Xzy6kvT396ulCiVAxO9MrDqsBHaMdfjpHWMVOWlduXJFyqN3g5WbgWey2fUusx8KOQhIvXV0/4ESZR577DHJc++99x6n1cWYPXUh7T6IREqGFXHixInbt2/Ld9NTTz3FSocwjSVLlmRmZqrpJWSnvLx8zZo1BQUF8Uvkco0roV/zL1UY1w4ZqsPKnTt39Kp+NZ2GZIjAkcNSnoGBgcBEcuvWrc2bNxv+Ny7hScLK3/3d3xFWotbV1dPQ8LL6eMtnu7m52fBfK1JFqoYVzT9g4f/7//6/sbGxXbt2MZgZqU4fsitf5Var9ZlnnknASVEuc4uKimZmZmw2W7xnszjrF3jP8uXLJSdJWOnt7VVhRZLKunXrmpqa9D6wKtDI/0xgyjGE6rZy7do1A8uQuvr7+//8z/9cDUuOydSFSDcpHFbUYOYnnniCwcxIdaOjo4WFhWo/qNUjrurq6iYmJnJyck6fPh14v4SYxKR/lUgcDofKMSdPntT8o3L0d5cD5KYEGn1OtpA9cJXAfrizqYmwJRTOdTU/Pj6+cuXKuX7wzZs3a/6aoYT955hD4BC2GE5diHSTwmFF8690qA9mfvbZZ4Ou24CUIBedZWVlPp9Pm6OzRZx0dHRISsjIyBgYGAg6+xp1MlYzbYQsjD56edu2bfL3HpQ55KZ6KMyLb9y4UbbvvusMOTjZ5XJt2rTJZrPN9TUixcjNzZVLI4l3LPoRCYngkj5VL1rVPSVWUxciDaV2WNH8g5klrxQVFcnX3OrVqxlYiNQiiaGmpkbzrz6YyLStZgvVErhU4dNPPy0h4969e4FZRCKC5p9TX90MWWvi9Xq1gFoTlTnu3r0bGFbkpv7QXFS7Q3X1gcLCJ2efMlWljqTGMK8gry9h5datccJKePLpam1tVb9KYgpiIuXDiub/DvrhD/9CvoPk2mvlyuyQl01AEtKTStCImHjTlyqUvJKwJqc9e/bK2Utyid7KI8W4ePGi5u+7GniM/LcUFhaqLKL6rKiH1DFbt27V/N2BV6xYoc9gKze1By01c5E3vXLlyu7du6uqquQHl4NVMSQwSVJRQ6nDd6RYt26dbP/xH28u8r/CxPr7+1999dXACYGIKYgJM4QVIQFFLUv23HN/unp1Fl23kPzka92QpCLkbK2WKkzkNND6H2ng6GXNP0ubXrWjjlH/LYGsVmtJya9ClZz5VO+ToDoYuXPeoSWSzOTt5MJmdv2NJJXm5ubwT1c1N7dv3w5/WBpSmVLI50rz9005fPgwMQUxZJKwovlXZv7ss8/kAqu0tJTJV5DkVD8VzYikYrfb5VQdp6UKw5OfND8/P3C15L179wY1QskxkgkGBgbUMRJT9uzZW1j4ZGDjkXqd4eHh69evy88ScnK5uUge2rFj+9WrV/UB0uFXXQ6kam7UfP9QxsfHv//978vvVHW6ys7O/rM/+7Py8nL6ICO2zBNWNP/kKy6Xq6+v76mnnnrnnXeYuRnJScK06lGb+KSiliq0WCxxWqpwXtv9wvfOKfYLf4x6nejKID/4Qb8onpiRkTE9Pc08tl6v94033jh//vzIyIi6J2Hj7ZGeTBVWNH9vQTkHyAXTE088QV5BEhodHS0tLZVPqc1mS3BSkSgvby079fX1NJVGZ+3atTMzM+FXTDQ3+RR1dHT85V/+pVoCQnVMmV1DBsSW2cLK0qVL5ZKxpKRkaGhI8gqT2yKpjI+PFxYWyre8fEQTPNJeLoUrKirUWzNoLmqbNm0aGRm5c+dOGoaV/v7+CxcuqKHIIi8v78CBA/v27aPFBwlgtrCi+fPKG2+8YbVa1eS2g4ODaV5hiyQhl6RPPfWUxAX5cKoRLonU0tIiZ9mcnJzEv7WZrF69Wrb37t0zuiCJ43a7JaPonWctFktZWdkLL7xAv0AkkgnDiuYfLyAZReUVNXMDeQXGkqTyxBNPyNe9XI92d3cn+GK0o6NDLVV45coVroMXQw0IunPnjtEFSYT+/v7Lly/39PSom9nZ2dV+fJ0i8cwZVrQHeWX79u0qr7B4EAzk8XiKiookqeTm5v74xz9O8EdxfHxczf8meYWr4UVauXKlbP/pn/7J6ILE0ejo6I9+9CPJKGrFQc2/6OCePXvoPAsDmTasaP68MjAwoC8elPjLWUDzJxWJyxMTE5JUEl/J5/V6d+/erfrzxnupwnSQnZ2tPZgw12ScTmdvb+/Vq1f1jKKqUvbv30/PPxjOzGFF8y8e9M4770hekZNE5HllyZIlWmJXaYFZqaQicVm+9998883E15+rpQrz8vKClipEdOQ3mJmZaZrRy263W9LJ8PCwfEOq0T2af0q3wsLCyKeuARLA5GFF+828UlJS8sYbb5jgKwYpwev17tu3TyUV+RAm/vJUX6qQasUYWrVqlYSVlB697HK5Ll682N/fr8+SInJycp5++ulvfvObrHyEJGT+sKIF5JWhoSH62yIx1FBh+cippJL4WSgSv1RhmlCjlz/80J1yWWV8fLyvr+/y5csSoPU75Stx27ZtciFHfyYks7QIK9qDvFJUVCR/pVu3bmW+OMRVYOuPIR82Q5YqTBNq9PLU1KTRBYmUfBj+6q/+6ty5c3pGsVgse/bsefzxJ0pKiqlyQ0pIl7Ci+fOKXGt+4xvfkKsiuZKQy02+xBEP+ihlo5KKqKmpSfxShWli5cov+th++OGHRhdkfkFjjzMyMnbt2iXXbHz1IeWkUVjR/J3j/vqv/7qurs7hcOzevVsuOuvr67mwQAxJIC4tLZ2ZmcnNzX3zzTcNGUZht9v7+voMWaowHaxe/cXv9IMPPjC6IOF0+OlVKSUlJU899Q3qUZC60iusaP75bc+ePbtlyxZJKq2trUNDQ5cuXWJgHmJCUkJjY6PsFBQUGNWVWy1VKDtGLVVoemvXrtWSdaoVr9fb09Pz3/7bf1OzzUpgPXz4MGOPYQJpF1aUgwcPSl6Rv+GRkRHZef7551ktBYvhcrlefvlltWyK5GCjGl/cbndFRYXsNDU1pe5YlSSnr70sySCpKir6+/vlq0zFlJycHNlnZh2YRpqGFSEZRa5B6+rq5EJErkQvXLhw8uRJmnKxUB6Pp7Ozs6WlxefzyYVsc/OJyspyQ0oi587Kyko5ibJUYbytWrVqZmZmamoqScKKZGWJJoODg5p/fUH57fNVBpNJ37Ci+buwnD9//lvf+tahQ4cmJiZ2795ttVrVaE8gEmfOnJGYIvnAYrE0NTUZu2yKlESNlG5razOqDGlizZo1Y2Nj8qWRDMN97Xa7ysoZGRlUEsOs0jqsKNu3b799+7b8wb/66quDfur+ZKvjRfJQc2q1t7ericlLSkpOnDhh7GD4/v5+tVThpUuXmEYo3tTv2u12G1sM+Y46cuSIGuxjs9mOHz9O3xSYFWHlV+RyZP/+/RcuXNDPQDk5Obt27crPLygsfJJvf2j+c8Mbb7wxMDCgJ9q8vDyJuYb3DhkfHy8rK9P8SxUy/WgCPPTQQ7L953/+ZwPL4PF41EQMklB7e3tp94G5EVZ+TS5KjvmptYFmZmYcfpp/cIecluRyaouf0SVFQrlcrr/5m78JrHVT81W88MILydAKwFKFibdx40bN/8EwqgBut/vJJ5+cmJjIzMx88803+VKC6RFW5nTnzp2LFy9eu3Zt6AH9IT27yE4ynK4QD6qt58KFC3JK0O+U3/uBAwf27duXPE2ER44cYanCBFu5cqVmXFiReFpaWiq/9JycnIGBASbjRjogrMxJvgJURYt8Ndy4cWN4eFjiy/vvvy/fEYHZRS6yrVZrfn5+SUkJrUUm4PF4+vr6JKYExlP55T7++OPFxcXJ1ifAbrf39PSwVGGCZWd/MYntJ598Ysi719XVjYyMSBmcTiffOUgThJX5yTlgu5+6qWcX2Y6Ojk5OTvb41dbWlvkZ3oMB0RkfH//+97/f29vr8/nUPeXl5cm8foqcq1paWjSWKkw4iQhGTbWiVtK2WCxvv/02SQXpg7CyYEHZRTUWqNYi1cdFrni++c1vHjhwgBaiVNHV1XP2bJtcraqbVqu1qKgoyavK1PxvkquamproXJl4hky1IldHam6FH/7wL/h6QVohrCyW3lokJ48LFy7INe7k5GSrX05Ozv79+/fu3ctVb3JS87mpX5nmb9H71re+dfDgwZT4fan53yRXMa+GIQyZauXo0aOqJ7VREw8CRiGsxIw+mKi/v39gYODNN9+UL7JGv9zc3D179jz55JN02k8SQS0+am7ypOo2G57dblfzv507d87osqSpxE+1Il8s8kv3z5LcnLA3BZIEYSX2iv1Onz7d19f/05++c/ny5TE/SS3yRbNjx45169bl5+fTtcUQ8o3/+uuv64OQrVbrM888k1rNKPIjyGfJYrE4HI5kbqgyNzXVyqeffpqYt/N6vYcPH5ad+vp6fulIQ4SVeJFr9MrKcvn32muvSWoZHh66evXq9PS0mm5SkQv6hx9+OC8vT774Nm7cKE9ZtWpVSrRBpJzZLT67du166aWXUu5/2+VyVVdXa/6TFnnXQGqqlQ8//DAxb9fW1ibfHrm5uYcOHUrMOwJJhbASd3pq0fytD319ffIFd/PmzZGRkQm/wCGyisSXrKyszZs3yxeiBBp60i2GnN07Ojr+8i//cmZmRvMPOv2zP/uzP/mTP0nFy1O5vK6oqJAfpLy8nK4qxlIthh988EEC3kt+7+3t7bJz9uzZBLwdkIQIKwklsSPwHCPn0Y8++uj27duffvqpJBj54vvss8/GxsZG/CTW6Eeqaej+4A/+YMOGDVxPR8jpdEpG0auyUrHFJ4iaYEPy62uvvWZ0WdLd2rVrtUTVrOjVKnR6Q9oirIRw//79xLzRGr/Z4WN0dHRqaurWrVs3btyQbdA0dEJ9ba1evZq+L7N5PJ6/+qu/+sEPfqBmnrVYLGVlZUkyNf5i6BNsXLlyJVU6AptYVlaW/C5Uq2Jc6dUq3/nOd+L9XkDSIqwkI7UCUWAdgNPpHB4e1tuPVI9d/dG8vDw5eOPGjVu3bk3F1o2YUDPPXrt2Ta+RyszMPHz48P79+5Nt2tko6BNs9Pb2pnrqMo1Vq1ZJIHa73XH9gPX19U9PT2dnZ6d0pSCwSGYOK11dPdXVB8JUk4Q/QPKBnBjUQoZNTU2z6zDUeofaHDUxcj0k3zJTU5ONjY1zvULkAqehU2W7ffv2//pf/0tlF0U9lLQTw8ec/CfIVmW4n/3sZ4Er+Fit1j179ppmLgrJYaWlpT6fT/IKZ6zk8fDDD8un7u7du3H9Wzt7tk22qlc1kLZMG1bkTCZBJOoD7Ha7ChmKHjj0HieSVPSMErivv/jOnTsD71GvICfRc+fOLb7yY3Z2kXO2mkW3z+/IkSNqDV4TNHKPj49/8skn8gPK/vXr1//93//9/fff12fED2T1M19Qq6qqmpycLCgoOHHihNFlwa89+uij8hf34Yfu+LXEulwuuQ6xWCyEFaQ5c4aVjo6OmpqaqA9wu92SLeS0d+rUKVXlLufLo0ePyp3ylTFv1NCTiqSHDRs2qONVI4W8qZx4Yr7mnMouEqRUdw2hz/2/oF6lgbHgxo0b9+7d0/zfyInsHBO4bOStW7cCW7sCydf3Y489tmzZss2bN8tWNZwloHiJJ7l5cHAwMzOzq6vL6LLgN8jfhWynpuLYbeXixYuaP4WnbfMuoJgtrEhQaG1tlS/3tra2kHFk3gM0/3latrW1tXrnANmR4CLPun37dvhztpxrVVKZmpoK/H6R/YMHD8qOvGlfX3+cWijkXQ75yQXZyZMn33zzzUE/NfF/SUmJ/hOpTKAGIsmOHD9XLAjs2Cuv8/TTT//RH/1RDBsjJGBJMQIXtQ46IDc396GHHlL/q5KZNH84i9W7Jzl9/jcJuCarLjKB3/3d3433W1y4cEG28scb7zcCkpzZwoqc0mw2282bN+WsHDKLzHuAkAt67cHQRJ06zcs5NfyZUnWk6Ow8H/JKaN++fffu3Vu9Ou5nnTVr1pw9e7a5uVnNhKZP/B/+WRIL5ImbN2/WHsQCIUnin//5n0dGRiS1yOuoZY80/9Xetm3boqhxkf+iDz90y/Xo9evX/+Ef/mH2eAo1TltKYuL6kkgw/1uSU/FRQnacXn90dFT+4jIyMvjtA2YLKyqFLOYAzd8xQnvwTRTyIc3fqTZkB1sVdHbsCP3lsnTp0kTO5SWBSS1XpDoLq9646iH5Bty4caOqrgg/9VzgF6V8e/7kJz9RCwioOhvN3yLz+OOPS3BRLxXUwiVf5ao56dq1ax9//PHsihO9JCtXZm/cuD6d00kgr9dbVFQ0MzMj2Zr535LTypUrZfvRRx/F6fXlb022u3btYqQ6YLawMm8QiWTYp75wTPiHQg4CUrUXyVZjH9QhN2qqqkMtMf3uu87h4SE1DEcPLpEoKCjQ+8GwvMBcjhw5Iv+xubm5p0+fNrosCG3FihVaPOeFk3yvfVHHWRCn1wdSiNnCChJD0pi+hoDH43nvvfdUldJnn32mV94oKpdo/naltWvXJluMS052u72npycjI+PSpUtcVSetuM4L5/V633//fdkpLHwyHq8PpBbCChZr+fLlaqFpowtiEk6ns6WlRfui51Mn1U5J7vd///clrMRjXrgbN274fL7c3FzGAQEaYSUkq9U6V6OGPBT+uU1NTY2NjWG+vMbHx1euXMnlMuZSUVEhZyn5IJH/kt/q1aslrHzyyScxDytqBoGg6ZqAtEVYCWHbtm0SVoICh9xUD4V/rlo4/t13nSEHJ7tcrk2bNtlsNlZPRUiq13ZJSQmdalPCqlWrNP88BTHvGK46rPzRH/1RbF8WSFGElRBU4AiaRVtu6g+FofqxVlcfKCx8cnb97cmTJ2VbVlYW2wLDHFRSyc7ObmtrM7osiMi6deu0B1cyMeTxeIaGhiwWC4OWAYWwEsLWrVtl29raumLFCn0GWzW5iJqDJIylS5deuXJl9+7dVVVVtbW1crxq8VGztDkcDpvNxhcQZuvo6FA7b7/9Nt0UUsunn34a2xd87733ZPvYY4/RXgwohJUQ5FShup4E9VyROyNpmS4uLu7sPF9dfWB2xxdJKs3NzbEsK0xBX1RZi2x0PZKEqmqN+ejlv/u7v9PosAIEIKyEduzYsfz8/OHh4evXr0vmkJBRVlYWeY1IZWX5jh3br169OjAwoCLLIlddhonpiyprc0zeg6Slaj4++OCD2L7sgxlW8mP7skDqMnNYmfd7P/wBi5xILSsr66Bf1K+ANFFTU6MWVX733XeNLgsWRi3KEduaFQmvY2NjGRkZ8zY6A+nDzGEFSH52u72vr49FlVOUahf+l3/5lxi+puqwMnvlCiCdEVYAw+jzv7GocurKzs6enJz0eDyx6hatJoOmwwoQiLACGMPtduvzv9GZKXWtWLFCwsq9e/diFVZUh5V5Z0kA0gphBTBGZWXl9PR0QUEB87+ltKysrJGRkYmJiVgN41I1K2oCBQAKYQUwgN1uHxoaoquKCXz1q1+V7ccffxyTVxsdHZ2ZmcnJyWGuHSAQYQVINKfT2djYqNFVxRTUouL37t2LyatJWJHt1772tZi8GmAahBUgoTwej81m0/xT79BVxQSWLVumxW70sgor//W//teYvBpgGoQVIKH0WVXoqmIOanmgf/3Xf43Jq6mw8thjj8Xk1QDTIKwAicOsKuazYsUKLUZrGerTwcV8DWcg1RFWgAQZHx9nVhXzUc1An3zyyeJfSp8ObvEvBZgMYQVIBK/Xu3v3bp/PV1tbS1cVM1m+fLnFYpmcnFz8SzEdHDAXwgqQCEeOHJmYmMjLyztx4oTRZUGMrVq1Sn65LpdrzZo1i3mdO3fuaNSsAKEQVoC4s9vtPT09GRkZ3d3dRpcFsffwww9LWPnoo48WGVbef/992ebk5MSoXIB5EFaA+NIXAOrs7FzkyQzJ6dFHHx0aGvJ6vYt5EXm6JB6LxRKrmXABMyGsAHEUuABQcXGx0cVBXKh54RY5IEiSivZgIDSAIIQVIF7kWpkFgNLHp59+upin37o1LlsGLQMhEVaAeGlpaRkaGsrOzn7jjTeMLgviaOXKbG3Rk9j+4z/e1B5U0gAIQlgB4qKrq6e1tdVisTgcDhalM7fVq7+YNeeDDz5YzIvcvn1bYygQMAfCChB7o6Ojzz33p7JTX1/PrCqmt2rVKm3RCy/fuHFDtlu3bo1NmQBzIawAMeZ2u0tLS30+X0lJCV1V0oEa5LWYhZc9Hs/09HRmZiaVcEBIhBUgllSn2snJydzc3M7OTqOLgwSRnCFpQ377S5cujeLpaqL9zZs3x7pcgEkQVoBYqqurGxoaklPXpUuXojtvIRWtWLFCwsrU1FR0v3Q10f62bdtiXS7AJAgrQMzY7XaHw2GxWLq7u5n/La2sXLlybGzsk08+iW5Kt88++0x7sCYigNkIK0BsOJ3OxsZG2Tl16hSdatPNww8/rPkX94nuV+9yufQXATAbYQWIATnZlJaWyk5tbe2hQ4eMLg4STc2PEnUfWxVWWBUImAthBVgsj8dTVFQ0MzNTUFDAosrpSbXgqNacKHzyySeavy0plmUCTISwAixWVVXVxMQEM9WmM9WCMz09HcVzvV6vGrdMj2xgLoQVYFHsdvvg4GBGRsbbb7/NJBlpS1WKfPTRR1E8d2pqSvOPJ4pxmQATIawA0evq6lGdajs7O6MbBgJzUFEjuuWB1HrLDB8DwiCsAFFyOp1qTv2mpqbi4mKjiwMjZWV9sTzQv/zLv0TxXDVPP2EFCIOwAkTD5XJVVFT4fL7y8nLm1IfIzs6enJz0eDwLbQ1UY4geeuih+JQLMAPCCrBgXq+3tLR0eno6Ly/vtddeM7o4SAorVqyQsCLJY6FhRTUerVyZHZdiAaZAWAEWrLq6emxsTK6kmVMfuqysrJGRkSgmsf3ggw+0L2ZqyYpPuQAzIKwAC2O32/v6+iwWiyQV1VMBEF/96le1qCaxVX1WVq1aFZdiAaZAWAEWQB/+09vbu2XLFqOLgyQS9SS2asAzHWyBMAgrQKQY/oMwopvE1uv1+ny+zMzM+BQKMAnCChARhv8gvOgmsf3FL36hMSMcMB/CCjA/j8fD8B+EF90ktup4xi0D4RFWgPlVVVWp4T8//vGPGf6DkKKbxNbr9cr20UcfjUeRANMgrADzePnll1n9B/OKbhJbt9utPeicC2AuhBUgnDNnzrS2tmqs/oMIRDGJ7aeffhrPEgEmQVgB5uR0Oo8ePaox/AeRiWISW9VspEYSAZgLYQUIzeVylZaW+nw+m83G8B9EIopJbP/1X/9VtuvWrYtnuYCUR1gBQvB4PEVFRTMzM1ar9ezZs0YXB6khikls1SRyX/nKV+JYLCD1EVaAYF6vd9++fRMTEzk5OefOnTO6OEgZUUxiq5qBVMoBMBfCChCsrq5uaGgoIyNjYGCA4T+IXBST2P7yl7/UmGsfmA9hBfgNdrvd4XCodQo5hWBB1CS2qhtKJLxe78zMDHPtA/MirAC/1t/fr9YpPHXq1ELXzgXUhIEffPBBhMerufZ/53d+J45lAkyBsAL8yvj4eHV1tezU1tYeOnTI6OIg9axatUq2H3/8cYTHq7n2VX0MgDAIK8AXPB7PU089pYb/nDhxwujiICWpdsPIO9gy1z4QIcIK8KvhP5OTkwz/wSJlZmZOT0/LJyqSNaRUHQxDgYB5EVYA7ciRI0NDQ3KaYfgPFul3fud3JKz84he/iCSsqDoYllwG5kVYQbqz2+09PT0Wi6W7u5vhP1ikhx9+eGJi4qOPPorks8Rc+0CECCtIa/rwnx/+8C8Y/oPFe/TRR4eGhlRnlHkx1z4QIcIK0tfo6GhZWZnmX6ewsrLc6OLADNQktm63O5KDmWsfiBBhBWnK5XLt2rXL5/OVl5ezTiFi69NPP43kMNUMtGLFirgWBjABwgrSkdfrLS0tnZ6ezsvLe+2114wuDsxj5cps7UEKmde//Mu/aP61muNaJMAECCtIR9XV1WNjY9nZ2ZcuXYpk1AYQodWrv0gekcwLJ4nZ5/Mx1z4QCcIK0o7dbu/r61Or/3BRi9hSk9hOTU3Ne6Saa582ICAShBWklzNnzqjhP729vVu2bDG6ODCb3/u935PtJ598Mu+Raq59JlkBIkFYQRpxOp1Hjx7V/MN/iouLjS4OTGjp0qUZGRnT09PzHslc+0DkCCtIFy6Xq7S01Ofz2Ww2hv8gfpYtWzYzMyOft/DzwqnhzWqoM4DwCCtICx6P54knnlDrFJ4+fdro4sDMIpzENsLhzQA0wgrSQdA6hQz/QVypPrbzTmLLXPtA5AgrML+6urqhoaGMjAzWKUQCfOlLX9IiGL3MXPtA5AgrMDm73e5wONRAZdYpRAKobihqKv0wVJ8Vhi4DkSCswMxYpxCJp1p2Pvvss/CHqeHNNAMBkSCswLRYpxCGePjhh7UHrTxhTE5OypZ2SSAShBWYE+sUwiiqB/cHH3wQ5hiPxyPb7OzsBJUJSHGEFZgQ6xTCQGo0UPgOtqpHCx1WgAgRVmBCrFMIA6kZ98N3sFUdVtSRAOZFWIHZvPzyy319fRkZGaxTCEOoGfdnZmbCHPPhh18MBVK9WwDMi7ACUzlz5kxra6vsdHZ2sk4hjDLvjPtTU1/0rmWufSBChBWYR39/P+sUIhlEOOM+gAgRVmAS4+Pj1dXVPp+vtraW4T8w1qOPPjo0NBRmxn011/7KlYwGAiJCWIEZeDyep556Sq1TeOLECaOLg3T31a9+VXswR21IaqzQ6tX0qQIiQlhBypPr12984xuTk5O5ubnnzp0zujiA9tBDD2lh11X+xS9+oTF0GYgYYQUp78iRIyMjI5mZmZcuXWI+UCQDNYm+ausJibn2gQUhrCC12e32np4ei8XS3d1NZ0YkCbWWcpgZ95lrH1gQwgpSWFdXj1qnsLe3l3UKkTxU+85cfVaYax9YKMIKUpXT6XzuuT/VGKiM5KPad1Rbz2zMtQ8sFGEFKcnlcpWWlvp8PpvNxkBlJJvly5dbLBbV1jMbc+0DC0VYQerxeDxFRUUzMzMFBQWnT582ujhACL//+78vYcXtds9e84G59oGFIqwgxXi93qqqqomJiezs7DfeeIN1CpGcVqxYIWHll7/85eyHmGsfWCjCClJMXV3d4OBgRkbGO++8w2AKJC3VyvPJJ5+sX7/e6LIAKY+wglRit9sdDofFYrl06RIDlZHMVCvPhx+6Zw9TY659YKEIK0gZ/f39aqBya2srA5WR5FQrj2rxCcJc+8BCEVaQGkZHR8vKyjT/QOWDBw8aXRwgesy1DywUYQUpwOVy7dq1y+fzlZeXM1AZKSHMjPvMtQ8sFGEFyc7j8ZSWlk5PT+fl5b322mtGFweISJgZ95lrH1gowgqSmhqoPDY2lp2d/eMf/5iBykgVX/nKV7QHk9UGYq59IAqEFSQ1faDy22+/zZUoUojqkjK7Gejf/u3fZPvVr3418UUCUhdhBckrcKAyk1UgtaiJa2dPCvfRRx/J9qGHHjKgTEDKIqwgSTFQGakuIyNjZmYm6E6v1yvbRx991IgSAamKsIJk5HQ6GaiMVPeVr3xFwkrQ8kBqkhWagYAFIawg6bhcroqKCgYqI9VJIpmcnPw//+f/BN6putzSDAQsCGEFyUWtqDw9PV1QUMBAZaQ0lUg++uijwKUhPvvsM41JVoAFIqwgibCiMsxk1apVs+9UM6+olYMARIiwgiTCisowky996UuyvXPnTmAP8Q8++EC2BHFgQQgrSBasqAyTUWsZ/t//+38D71TNQCErXQDMhbCCpNDV1aMGKv/wh3/BQGWYyaeffhp4UzUD/c7v/I4xpQFSE2EFxnM6nc8996eaf6ByZWW50cUBYiNkL1oWBgKiQFiBwVwuV2lpKQOVYT5f+tKXNf+M+0uWLJGd+/fvszAQEB3CCoykBirPzMwwUBnms3r1F3PBBS68zMJAQHQIKzCM1+vdt28fA5VhboELL7MwEBAdwgoMc+TIkaGhIQYqw6zUkB81/EdhYSAgOoQVGMNut/f09DBQGaYX2AzEwkBAdAgrMMCZM2fUQOXe3l4GKsOsVAoPXBuIhYGA6BBWkGj9/f1HjhzR/AOVi4uLjS4OEF/T09P6PgsDAdEhrCChRkdHy8rKZKe2tpaByjA9i8Xi8/n0mywMBESHsILEcblcu3btku/ukpKSEydOGF0cIO5+//d/X80Cp7AwEBAdwgoSRE2pMj09nZeX19nZaXRxAAOwMBAQHcIKEkGfUiUnJ+fHP/4xV5ZIE2rhZd0nn3wi29/7vd8zqDhAqiKsIBHUlCqZmZkDAwNMqYL08fDDD0tG129OT09bLBbCOrBQhBXEnZpSJSMj480332RKFaQtt9ut+XuxGF0QIPUQVhBfHR0djY2NcjXZ2dm5ZcsWo4sDGEa1Aa1evdroggCph7CCOHI6nbW1tbLT2trKlCpIQ4FTqkxNTWlMsgJEhbCCeBkfHy8tLfX5fE1NTQcPHjS6OIABAmfWZ659IGqEFcSF2+1+6qmnZmZmbDYbk78B2oO59mkGAqJAWEHseTyeXbt2TU5OWq3W06dPG10cICl8+OGHGs1AQFQIK4gxr9dbVVU1NjaWm5t77tw5RmkCyv/+3/9bY659ICqEFcRYXV3d4OBgdnb2m2++yZQqSHOBjT4fffSRbFeuXGlYaYCURVhBLNntdofDkZGR8c4772RlZRldHCCJqGYgOtgCUSCsIGYkqagpVS5dusTkb0CQX/7yl7LlTwOIAmEFsdHf3y9JRXZ6e3u3b99udHGApDMzM5OZmWl0KYCURFhBDDidzrKyMtlpa2tj8jdgLitWrDC6CEBKIqxgsUZHR5n8DQgpaKAybUBAdAgrWBSXyyVJhcnfgEjQuxaIDmEF0fN4PE888cTk5GRJScnZs2eNLg6Q7Ji+FogOYQVRkqRitVrVNLWdnZ1GFwdIRkFTwDF9LRAdwgqiwTS1QCSC/jTWrVtnVEmAlEZYQTSqq6uZphZYqFWrVhldBCAlEVawYM8++2xfX19mZibT1ALhrV27NvAmo4GA6BBWsDD6hPpvvvkm37xAeIFpPjs728CSACmNsIIFCJxQf8uWLUYXB0gBOTk5ExMTGkOBgEUgrCBSHR0dTKgPLNSjjz6qworsGF0WIFURVhCR/v7+mpoajQn1gQXasGHD4OCgRs0KsAiEFcxPkopa+ocJ9YGF+oM/+AO1s3HjRmNLAqQuwgrmoRYpVEv/MKE+sFCPP/642qHxFIgaYQXh6IsUsvQPEJ3169erHeZOBKJGWMGcXC7Xrl27ZmZmrFYrS/8AAIxCWEFoklSeeOKJ6enpgoKC7u5uo4sDAEhfhBWEoJLK5ORkbm7uG2+8QfU1AMBAhBUE83g8RUVFKqkMDg6y9A8AwFiEFfwGSSpWq3ViYiInJ4ekAgBIBoQV/JpKKmNjY9nZ2QMDAyQVAEAyIKzgV7xe7ze+8Q2VVN555x0WKQQAJAnCCr4gSaWiomJkZCQzM5OkAgBIKoQV/CqpDA4OZmRkvPnmmyQVAEBSIaxAO3LkiEoqV69e3bJli9HFAQDgNxBW0t2zzz7b09NjsVhIKkCc3L9/3+giAKmNsJLWJKk4HA5JKr29vSQVAEByIqykL7vdrieV4uJio4sD4NeWLFmidkLWyni93r6+/qmpycbGRrnZ1NSUn5/Pqs4wMcJKmpKkor7mSCpA5FRKuHz54uDgoNVq3bNnb2VleRTHOJ1O+dOTqwXZb2ho+PrXvx4YNSSp6BklcF9/7s6dOwPvUX/L8l7nzp1jeiSYEmElHelJpa2tjaQCRMjj8VRVVUkEUTcH/SSUvPXWWws6Rv8DVJr9mpqajh07Nm8Z9KRy7dq1DRs2qGgib9rX11dTUyNv3d3dzWJeMB/CStoJTCoHDx40ujhAymhoaJDkISlB1YJIRGhvb5ec0dXVo9edzHuM2+2WP0Cr1Xrq1Kn169fLPePj40ePHpU7q6urw9eLeL1elVSmpqYCj5R99bcseaWvr392RQ6Q6ggr6aWjo4OkAkRBIoXD4WhqatLbayQivPDCCxJELl++qPJBJMfcuHFDtrW1tSqpCNmR4CIR5/bt2+H7nTidTtl2dp4PmWn27dt379691auzYvYzA0mDsJJGJKnIhZfm745HUgEWZGhoSLZ79+4NvHPp0qWBHUoiOebWrVuyXbt2beAxKrgMDw+rsCLHh+xgq567Y0foQCNvFElDEpCKCCvpIjCp8I0GLNTHH38s2zVr1uh9Y61W6zPPPBPY6yuSY65fvy7brKwQ9R/qISXkICBVLRryuYC5EVbSQn9/P0kFWIzm5mbZdnX1VFcfUPeozrMNDQ3f+c53Ij9G73s7W5iHgDRHWDE/SSplZWWav5mcpAIsxuXLF2/evKlabfTOs0EDjyM5BsCCEFZMTiUVn89ns9lOnDhhdHGA1KYP4dH8nWerqqokiPT29gYGkUiOiU5TU1NjY6Pb7Z6rJWh8fHzlypUMXYb5EFbMzOl06knl7NmzRhcHSHl6ClFUaHA4HIF/X+GPsVqtczX3yEPh333jxo2yffddZ8jByS6Xa9OmTfyxw5QIK6Y1OjpaWlpKUgFiQtVqLP6Ybdu2SVgJqh2Rm+qh8M9VdTPV1QcKC5+cPXr55MmTslVtvoDJEFbMSZJKYWHhzMyMXKudPn3a6OIAKU/VajidzsDWHJfLpfkzykKPuXv3bmBYkZv6Q2EsXbr0ypUru3fvrqqqqq2t3bx5s2rxkbeQpOJwOOTKhJ4xMCXCigkFJhXm3gZiQoWA1tbWVatWrVmzRvN3nr1w4YLslJSURH7M1q1b1TErVqzQZ7CVm7Ij4WPeYhQXF3d2nq+uPjC7LUmSihqOBJgPYcVs5BqrtLSUpALElvwp3bx5c9OmTUEpQaKD3kklkmOWL1+uWouCjpE7I5xApbKyfMeO7VevXh0YGFAvwqrLMD3CiqlIUnniiScmJyfz8vJIKkBsSeD4+c9/LilBzVpks9nKysqCIkIkxxw7dkyyxfDw8PXr1yVthDwmPIk1B/1i8WMBKYCwYh56UsnNzf3xj39MUgFiLpKUEMkx2/1iXTrAtAgrJuHxeIqKilRSkWu18Gu3AgCQQggrZiBJxWq1TkxM5OTkkFQAACZDWEl5KqmMjY1lZ2cPDAyQVAAAJkNYSW1er/cb3/iGSirvvPOOGi0JAICZEFZSmCSVioqKkZERkgoAwMQIK6lKJZXBwcGMjIxLly6RVAAAZkVYSVVHjhxRSeXq1atbtmwxujgAAMQLYSUlPfvssz09PSQVAEA6IKykHkkqDoeDpAIASBOElRRjt9slqVgsls7OTpIKACAdEFZSiSSVxsZGSSq9vb3FxcVGFwcAgEQgrKQMlVQ0/+LyJBUAQPogrKSGjo4OlVTa2tpYahUAkFYIKylAkopabr6pqYmkAgBIN4SVZBeYVI4dO2Z0cQAASDTCSlIjqQAAQFhJXiQVAAA0wkrS6u/vr62t1UgqAIC0R1hJRpJUysrKfD6fzWYjqQAA0hxhJekEJpWzZ88aXRwAAAxGWEkuTqeTpAIAQCDCShIZHR0tLS0lqQAAEIiwkiwkqRQWFs7MzFit1tOnTxtdHAAAkgVhJSkEJpXu7u6lS5caXSIAAJIFYcV4JBUAAMIgrBiMpAIAQHiEFSORVAAAmBdhxTAkFQAAIkFYMYbL5SKpAAAQCcKKASSpPPHEEyQVAAAiQVhJNJVUJicnc3Nzz507R1IBACA8wkpCBSaVwcHB5cuXG10iAACSHWElcUgqAABEgbCSICQVAACiQ1hJBJIKAABRI6zEndvtJqkAABA1wkp8eTyeXbt2kVQAAIgaYSWOJKlYrdaxsbHs7Ow333yTpAIAQBQIK/ESmFTeeeedrKwso0sEAEBKIqzERVBSWbNmjdElAgAgVRFWYo+kAgBADBFWYoykAgBAbBFWYomkAgBAzBFWYoakAgBAPBBWYoOkAgBAnBBWYoCkAgBA/BBWFoukAgBAXBFWFsXr9VZVVZFUAACIH8JK9CSpVFRUDA4OZmRkkFQAAIgTwkqUApPK1atXSSoAAMQJYSWEJUuWyPb+/ftzHRCUVLZs2ZLA0gEAkF4IKwtGUgEAIJEIKwtDUgEAIMEIKwtAUgEAIPEIK5EiqQAAYAjCSkRIKgAAGIWwMj+SCgAABiKszIOkAgCAsQgr4ZBUAAAwHGFlTiQVAACSAWFlTiQVAACSAWFlTiQVAACSAWElmNfrVTskFQAAkgFh5Teofipqn6QCAEAyIKz8mt6jVt0kqQAAkAwIK78SOPZnZmbG6OIAAIBfIax8IWiU8tatW40uEQAA+BXCCvOpAACQ1NI9rJBUAABIcmkdVjwezze+8Y2RkRGSCgAASSt9w4okFavVOjY2lpmZ+eabb5JUAABITmkaVvSkkp2d/c4776xZs8boEgEAgNDSMayQVAAASCFpF1bcbveuXbskqeTm5g4ODi5fvtzoEgEAgHDSK6y4XK4nnnhicnKSpAIAQKpIo7AyOjpaWloqScVqtXZ3dy9dutToEgEAgPmlS1iRpFJYWDgzMxNJUrl//37CCgYAAMJLi7DidDpLS0slqdhstrNnzxpdHAAAsADmDyv9/f1lZWU+n4+kAgBAKjJ5WOno6KipqZGdpqamY8eOGV0cAACwYGYOK2fOnDly5IhGUgEAIJWZNqzY7fbGxkbZaWtrO3jwoNHFAQAAUTJnWHn22WcdDofFYunt7S0uLja6OAAAIHpmCyter7eiomJwcDAjI+PSpUvbt28PeVhXV0919YEwQ5TDH+B0OiUGSR7S/G1M+fn5QW+0ZMkStRPyFaSQfX39U1OTqu4n5CsAAADFVGFFn0o/Ozv77bffXr9+fcjDJGpIEAnzOuEP0BuYFD1w6N1iJKnoGSVwX3/xnTt3Bt6jXsFqtZ47d45JdQEACGKesDI+Pv7UU0+pqfQvXbo01/KE+viguYQ/QPKQZAsJFqdOnVJhSN736NGjcmd1dfW8UUNPKteuXduwYYM63uPx9PX1yZtWVVUxtS4AAEFMElb0ad/CLPojx7S2tsqjbW1tIePIvAeIGzduyLa2tlavtpEdCS7yrNu3b4dvyvF6vSqpTE1NBZZQ9lUXYHnTvr7+ysrySH9sAADSgBnCij5EOfxU+hIUbDbbzZs3JV6EzCLzHiBu3bol27Vr1wbeqYLL8PBw+LAiYUi2nZ3nQ2apffv23bt3b/XqrDCvAABAGkr5sPLyyy+3trZq/tqOEydOhDlSpZDFHCCuX78u26ysEJFCPaT5O9WG7GCrgs6OHaEDjWQsJoMBAGC2FA4rHo+nqqpqcHDQYrFIXpl3MpV5g8i8Bwh5u0geCjkISHWkDRl0AADpzG63l5SURHIaSk+pGlZcLldpaenY2FhmZmZ3dzfjfgEAqaumpmbZsmVBPRqhmyes6M0ZYYSZrSROArvThhn4AwBASli6dGln5/nOzk76A4SUejUr+jQn5eXlr732WoIH+lqt1rlaguSh8M9tamqSkrvd7rlagsbHx1euXMnQZQBIQyUlxcuWLWOO0JDmCStBtSaqoiXxVSmKx+PxD+7t04xbm3Dbtm0SVoICh9xUD4V/7saNG2X77rvOkIOTXS7Xpk2bbDbb2bNnY1pkAIDB5DRx9erVgYEBdbkrX/VlZWVBoUSuVOXU1tvbS1iZLWVqVpxOp/x2Jycnw8+jH28qcNy9ezcwrMhN/aEwVJmrqw8UFj45u1Xy5MmTspWPb2wLDAAwllq/JfAeh9+VK1eCVq/Lz89vbGx86aWX6N4QJDXCit1ub2lp8fl8eXl5klQMHFCzdetW2ba2tq5YsUKfwVaNnd68eXP450pqlo/m7t27q6qqamtr5XjV4uNyuSSpyAdX0hiBGgBMRiWVa9eu6d/w/f39ci54/fXXg8KKmsTrZz+7TlgJkuxhxe12Hz58WNWbGdX0E2j58uWq60lQzxW5M5IIJZ/Lzs7z8sGd3fFFkkpzc3MsywoASAKz+06ojDL7RKCuYKemJhNTsBSS1GFFsqcklenp6czMzPb29qAEahQJTPn5+cPDw9evX5ePWsimxzAqK8t37Nge2HjJqssAYHper/fGjRty7pD9Dz/8MOQxKqzI9bDhV+bJJknDivxSW1paVPOK1WqVpBLbpp95+wiHP2C7X9TvLj/LQb+oXwEAkELmXUMX4SVjWBkfH9+9e/fExITFYqmvrydgAgBSV1dXjyQVm82Wn1+wenXWqlWrfu/3fm/ZsmVGlyuVJF1Y0fvSZmdnOxwOGkcAAClNdbANnJZCTXgxm9fr1fx9AxJSrlSSRGElsC9teXn56dOnmXUYAGAOTqdTXX6Pj48fPXo05DG/+MUvZLtyZXZCS5YKkiWsdHX1HD364szMTISrEgIAkBLUpBU7d+6c/ZDL5QocpfwP//APsv3a1+aZYjQNGR9WPB5PQ0ODw+GQ/by8PNlh2UkAgGkUFxdLXnn99dcHBwetVmtRUZEEl//0n/7TI488cvHixcB+mbdu3bLZbEyyMpvBYUUfnExfWgCAWRX7Bd0ZNOxULt0bGxtv3ryZwHKlDMPCitfrbWtrU0sSUqECAEhzV6/+pKmpiVNhSAsLK7FawtDpdB46dGhiYkJLjnlpAQAwkFzAV1cfmJqaMrogSSrRNSuBFSo5OTlnzpxhcDIAIM298cYbN2/eZAzsXBIaVvQeKpq/QqWmpkZNLQwAQDpjDGx4CQorbre7oaGhp6dH8/dQ+cEPfrBly5bEvDUAAEhpiQgrHR0dx48fn5mZycjIeP755+mhAgAAIjdPWFmyZIm2iH614+PjNTU1Q0NDWnzWIwQAAKYXr5oV1ZFWrfKTmZnZ3HyisrI8Tu8FAABMLC5hJXBkss1ma25upoczAACITozDSmBHWkYmAwCAxYtZWFHtPq+++qpajLC+vp6RyQAAYPFiE1a6unoaGl5WE6iUlJR873vfoyMtAACIicWGlf7+/j//8z8fGxuT/dzc3NbWVtp9AABADEUZVtxu94ULFzo7OycnJ+VmZmZmfX39oUOHYlo2AACAiMOK1+u9cePG8PDwnTt33n//fTXSR/P3on3++eeZJxgAAMRJRGFFTQ0XyGKxlPnR6AMAAOIq0pqV7Ozs1atX79y5c9myZVv84losAAAAJaKwEvV0+wAAAIuUoFWXAQAAokNYAQAASY2wAgAAkhphBQAAJDXCCgAASGqEFQAAkNQIKwAAIKkRVgAAQFIjrAAAgKRGWAEAAEltnrDCRPsAAMBY1KwAAICkRlgBAABJjbACAACSGmEFAAAkNcIKAABIaoQVAACQ1AgrAAAgqRFWAABAUiOsAACApEZYAQAASY2wAgAAkhphBQAAJDXCCgAASGqEFQAAkNQIKwAAIKkRVgAAQFIjrAAAgKRGWAEAAEmNsAIAAJIaYQUAACQ1wgoAAEhq/3+ulmKVQwLUrwAAAABJRU5ErkJggg==) 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)
Рисунок 1 – Дериватограммы БТШ: а) с Al-порошком; б) с ФСА;
в) с комплексным восстановителем (Al+ФСА)
Термографическому анализу в атмосферных условиях подвергались три шихтовые смеси, состоящие из БТШ с алюминием, ферросиликоалюминием (ФСА) и комплексным кремнеалюминиевым восстановителем [4].
Таблица 1 – Термические эффекты, ºС
№
пика
|
Материалы
|
Примечание
|
а)
|
б)
|
в)
|
1
|
110
|
110
|
120
|
Удаление естественной влаги
|
2
|
580
|
570
|
580
|
Переход из α-кварц в β-кварц
|
3
|
660
|
660
|
660
|
Плавление алюминия
|
4
|
880
|
880
|
880
|
Переход из α-титана в β-титана
|
На основании определения значений температур и величины отклонения кривой ДТА от заданного направления построены зависимости в координатах lg∆t – 1/T для каждого термического эффекта и по тангенсу угла наклона прямой зависимости lg∆t – 1/T рассчитаны величины Еакт процессов, соответствующих пикам на дериватограммах. На рисунке 3 изображен результаты линеаризации восходящей ветви пика ДТА в координатах lg∆t – 1/T. Результаты расчета приведены в таблице 2.
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) ![](data:image/png;base64,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)
а) б) в)
Рисунок 1 – Зависимость высоты подъема пика кривой ДТА для соответствующей температуры в полулогарифмических координатах от обратной температуры: а) БТШ +Al-пор.; б) БТШ + ФСА;
в) БТШ + комплексный восстановитель (Al+ФСА)
Таблица 2 – Значения кажущейся энергии активации определенной по
тангенсу угла наклона прямой зависимости lg∆t – 1/T
№
|
Материал
|
Уравнение
|
Коэфф.
корр. R
|
Еакт,
кДж/моль∙К
|
Температурный интервал, оС
|
1
|
БТШ+Al
|
lnΔt=-1122,9/Т+14,02
|
0,9429
|
21,51
|
550-580
|
lnΔt=-6234,7/Т+69,28
|
0,9867
|
119,38
|
630-660
|
lnΔt=-2372,4/Т+22,16
|
0,9697
|
45,43
|
830-880
|
2
|
БТШ+ФСА
|
lnΔt=-5199,5/Т+63,82
|
0,9722
|
99,56
|
545-570
|
lnΔt=-2092,8/Т+23,87
|
0,9628
|
40,07
|
600-660
|
lnΔt=-2988,5/Т+27,76
|
0,9832
|
67,49
|
840-870
|
3
|
БТШ+(Al+ФСА)
|
lnΔt=-3926,5/Т+48,13
|
0,9961
|
84,34
|
540-580
|
lnΔt=-5933/Т+66,06
|
0,9601
|
113,61
|
630-660
|
lnΔt=-4809,1/Т+43,23
|
0,9706
|
119,55
|
840-880
|
Список использованных источников
Е.Э. Абдулабеков, С.О. Байсанов, И.Я. Корсукова. Исследование процессов спекания методами неизотермической кинетики // Мат-лы межд. науч.-практ. конф., посв. 80-летию Е.А. Букетова «Академик Е.А. Букетов – ученый, педагог, мыслитель»., т.3. Караганды, 2005. С. 302-306.
Байсанов А.С., Такенов Т.Д., Толымбеков М.Ж. и др. Определение величины энергии активации фазовых превращений в железомарганцевых рудах // Там же. С.76-81.
А.Ф. Зацепин, А.А. Фотиев, И.А. Дмитриев. Об оценке кажущейся энергии активации экзотермических процессов по дериватографическим данным // Журнал неорганической химии, XVIII, вып.11, 1973 – С.2883-2885.
Е.У. Жумагалиев, Н.З. Нургали, С.О. Байсанов и др. Физико-химические превращения в богатом титановом шлаке, полученного при плавке ильменитового концентрата // Мат-лы 2-ой респ. науч. конф. молодых ученых «Инновационное развитие и восстребованность науки в современном Казахстане» – Алматы, 2008. – С. 97-100.
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