PRÁTICA LABORATORIAL DE ELETRÔNICA ANALÓGICA I
Para o circuito abaixo, qual será o valor da tensão na carga (VL1) e da corrente do circuito (I). Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
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)
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
VL1 = 0,7V / I = 29,2mA
VL1 = 10V / I = 417mA
VL1 = 0V / I = 0A
Para o circuito abaixo, calcule a potência dissipada pelo diodo D1. Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
PD1 = 146,3mW
PD1 = 5,32W
PD1 = 0W
PD1 = 329,6mW
PD1 = 0,7W
Considerando a tensão de entrada 15V (RMS) para o circuito mostrado abaixo, qual será o valor aproximado da tensão de saída (Vout) aplicada ao resistor R?
Videoaula suporte de referência: Multiplicador de tensão com diodo e capacitor
https://www.youtube.com/watch?v=YDxmYf-H_1g
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2Dkskoq9fAf/3NYsNGIZMxv0mmlE9WwD/+ATu+9ocrBQQEXCwChfMSxews5MRs2rBtqzBvHnzzTdZladvKxg3w9jzl++9xsi79sXMBAe3HyZOw5F1l2VLl1Kmse/LwIXhngfDJh8bSGRDQUdgZZdtWmPOG8vWX2Y200mlh0wbl7bnK7t2Qm1QZJFgGBFwMAoXzUsWru2l+yNhCxjZxci4qgm0L6Yxg29nPJefcgID2QQRsGzK23y2pqEImo6RtIYggD+g4TAKbbZtwD1uziqQo2BnIZMS/m2tAQMBFJFA4L3kEEYhGlYJCCEf8q3KIxpTCQiESDeKQAjoWEYgXCPE4WBa4Y88KQUEhxAtyPw8IaF+MrIzFoLAIopGcXxGLCwVFQrC5UEBA+xAonJc0jkvdMRMJgNjglp1Rs3JXMPU5feepBpN8QEfgLHRyMoPFGZsaqJoBHYxJtDSl4842ZYoEJveAgPYiyFK/5BFyKs3Yvh/EZP8aRRTvc1OeJlhrBHQM3l4DLT5VJXCpB3QoRvZBthaxv2wXzkI8GJQBAe1BfmgdrhWOSzE70Fc8uJOablbsJvXcvxubqFsIHp+Fs8VBHdPCS0SxMOPPG4UKattg254VOZ9vQ91G4//X/8uObb27n4u2el3Tng63cHrP0XnW+fxAHfxPTgG11QTHams9m38yNLfUs5J9zzq6naaqR7aHNPuiO4jXqpweb9c25f4/9/3NF6lzdrlubdFDZkwaednyngICDHlh4TR6kfOy/YwylJ/DVp0wdIus/9rqoJA0f6a5U85d1Oc5dyxItNznxT26IzPVfVZYT4TmpzPV3ZFezpxB165DDxwwnxcXoePGo/374Q3XPLoFoeWrIy1qXMuvvmMXG2+0qbhlFbItc7ZgVe/zDupMs0l29s1ppS5ty+qLnYX7BHNK5X/1NbJ1K6SSqGVB//7ohAlIPG4mfSUv9gDPCeCRFj3r/NPxrXS8OypYOQ/djEfBJFpm26r+M31P4mIiv/r/vJCVjqIOXkE+M90JcPo0um4tHDwE2GhRCXL9BOjT1xytHSdzAvKbvFA4xROSPz8o83O45rbZ3EZHaiJGBIRCQjxmnOfqX11a5gjLgliss6dPF/H9nW84SS2n6+Gjj+Av/we++95MNCUlyNOz4LEnoHevPJaf0uJ/vmmig9scDkMk0tKIpKgKIko0KkRjHa3auU6dlv3EWT93/iP2tSBjI999Dy++AAsXos1NiFjotdci/9f/DTdORArj+dDoX0By/jF07MI3HFLCURDLt9Jwru9uP1BU4H6W3ZBAOmSMnr34ytfH6YZpyek6+OBD+Ot/It/vNnWmKsqxn5yFzJyJ9OppBEFAAHmicBqM4LGxWzHf5yvuEk8QESy1SHdYIoQ4yqSSSimJtGI77fA3TwDbVpJJU/JDxHbciB0tymywNGvkyNnmMD9QEaS+AWvRIuS5v8PmjUgybZp8+BC89C9IprD/8Ee0ppr8q5/iJpFlp0mxHEu3reb+OujVCoUglTblZ6wQuUlDjiU+nYZkwqRvaKYjF2n+a9km1jk30LnzURsc/4lYFnz/HdY//oG8NRc9csQcAmZhZNtoMoV9520QiaBq06Hr3nNEHdkoYiFqEhc7dKlhCam0kE63NA644UjGoZ5MmogFwfUOt2dn5nqqzN8Zx1Plegbywd7u4pqnBVIpZOn7yN/+hqxdBxkjKzlyBHnuOag7jf7Hf4M+ffJtKAZ0EvmhcAocqDvImr1r2H/qAGnSnRDfcz4omlG6lZUxqe+tJPcO4fPVwskzbrmX9r02aoRoOq18/rnQ3ATxePYIy1LiceXkCWH+AvjxR/Vcxh3WuwoSSiHVX6B910C0GdJ54iZqgR2zKKo9w/jFH3Dt2nWEcVxszqSju3az+73ZrBhyitrBPZGk7XjknFCGTsz8F9fpJ4qdhqgV4up+IxhROImta4v4coeaSdTSDun7SAQOHITvvxeuucb87BKLQMgStmyFv/0dulRaZDpId/ccpgoU1WL1/RTtuseJQRMsFey8mN9NcotaoGGL3mu/5Zb33qXmyJEc9UMSCRpXfsyaAbC9ZCupaARJu294543HHAMiRtnMZGx6lFUyqf8tJPcNZuVncPqMdEgmgVF0lVRKWL1aaW6CWEw8pdMSKIgrp04pc+cK335nFFBbs0EN7TIkvIfpKnIZpOoL6L8aYo2QtnB2L+7cISmKqNsnChGLSGOa8e8t5br1a4hlMj65osjen9A1q5Fp06FPn85seUAe0ckKZ1Yo7jy+k/+99n+z79QBepR2JxQK5b+lU8FO2Qyq6cGQLoOp/3EQy5eG2HeoI7wITiSNGCvSwQNCeTlEwk7DnLjJcFiorxc2rIMfflQsN5avoySYAuE0MmwXOm4JFJ6GhOSNwunFI6HYMaHiTILux/czwT3AF6wpwIkzR/lo90fszhQTTtpgO9uIegFNnYsFpJM28WiEUEmCmsx4tm4sYskHxrJDqGPUkJBl9lE/clSJhIVwyB1wQjgCIUv58Qdh2TKIx+jQ5B1xLapdTiETVqMD1ptkh7T5bb4gACFIRYXxe08wrumM75fidZqdSfPNoS9Z+G0tzRGLUKrz9WURK0d+26poOsPwnn0YXD2Ypr2DWfo+HDqsWOH273PzehoF8uABiMUhEs16WSwLIlFoaBTWrhP27AERG7fOh7abAt8igEMUhv4ITe+hhbWQDIOaPIFONcK4xlbn/3YUYk02XY7uZZzn6cltn2gE/2qig6O1A/KQTlY4syvHk00nOVp/lJFVI5g+ajqF0UIymunc5v0K4iTklRcX0798MMmRFrN+D3V12u4WTnUUSuNSh2XL4JtvIJEAr18VkgmhvAJuv125/gYTtECHlv4QsKJol6vR6j8h4WZf6abOxRXijiMajYQpOFnPVZsWk1y1iFAGQs7vbCCF0KPHEJ665glODKxGUmkn+UW87+hcBFElYythK8SQ7v3pFivg9t9Cv6FKxhbEAukA7S4SgZ/2wpw5QiJpLEsuiaTZw3rUKJg+XejWTcmk271JBsGUvlGgoCvS4yG0bJyxxPusrJ29dhBXyRHQiEUN31O+fDapQ98TIvsM04AWFHHTsLuoHncbyWgYyTh1eDsRaSFjFFDbpktJGf1Kh2APF575PdQ1gtUBbRVAQpBIKh8uF7ZsFRLNiqpRKTO20twslJbCnXco108wZ9nqTxW6+O1U8fWTCoiFVTES7fEsRBKQEWxpr4SlNuDkWRjFXZFwiEhzmmFfLCS5agnhdLMXxmOjNANEQ8QjIedT5zeOvFS1HWU/P+aCgI4hP1zqAAqlhWXc0O8GHh31KPFw/NfP6WxyFr0KxUL/AR0bBA8mRvPkSeWHH4RkMtsetSGZVErLhFtvE6ZM9scDdWRFrBAw1PmT39jJBJ9O3MXnqxdx2/cwANNjp4FPuyg6oSf3Xj+deGX3Tm7pr2OSQ5VxN8C4G/y/6ZjxuXs3rFqtJFMm7MMlnVYyNgwbBtMeEaqqO65NWRQoA26hs93P58IhaxtLr3mXHnvgNw0QxbT6W2DNMItrJ97AtDGPOUfn9/0oIP2U3v06XuFIp4Qzp5Svvzay0a27aSskE1BWrNx5J9x3X05r27mdfuXcAgY7f7JegbyglaZ8fsNeNq5YwqQdMNA56AzwcRk0Dsvw27IQVd6pTo6BupVdAq408kLhFJPugiWWWfHlyfv1q0jLHzraquDG/TjeNT27CJLiuEJyaqN19MuezfbMO3xC1FabDae+5u2BSZqnXs3YNWkGnALUIhFRto+FXdcWYZ3Zzm1FRZTGSjqz5a2QOyOIlwhzdmJCR7XGjd7IXtsdsybJzfYqwnfmS5/fAqe26QRL7J188Jsqbm0cycTvQ0Qz5vkerUrz6W2l/NjlKIUnv2NY+RDyuIQCANJpSpSRgaqCig3i2lbtnDhN2/Yf31l92fHv66/ia0rKTvHViZ280/s09ZNHMapLM5w2Mj4ZE3aMTLH9pnJCyW+5p7mainhl1m0g5IQqBVw55IXCqY6ZXlWx02ls2/FlXjJk4/eUjlGYBXfHILAzQiZlXLpi5a7IRUyySCqdjd3saLU41x3kt7J2lsDJTjzi7MaUzCTZeGgTr3w1m0hJBTOe+v/od18Ymm1Qi7IQ3N3V5r3kF7z+xaucPnWIKcOnUBorxa1/2NlZ965F05dChNvP3lJEpUPcxQLYGfNHImqySEwrzehUyKSUTNoCk6dOR4yHbM909hg8N441HOXNr+bw2bFNTBh7H78ZO5ToScA27/vwYosHy2pZenAF/9z4PH+4+lmGdh2KlY87iTnJdX6nkHZgOr0AGVtJZ0Btv4rpk5UIyZR/EeQEyzgu5Yvfppb3r9l/xCbXmd7J8sVpTcpOsW7fOl79ajZWcQkPPvb/0O/uQkiY9pVY8GBVGDLbWPLtYtINZ5gybDIl0VI8eST5EsUf0JHkhcJpVprOyy0dEdHTjnRYvI1bAsnpLSurUBg8J4Yjp/wh250ZE9SxK3fPwuvGw3nKhvtbU6x05U8refvrt4mEwjxccwe39r/Ns8kqEAfGA8XHejCvroFPf1iBqs20qx6hKFqCt3ON27+OYtexveyOh7OFuTOldmibzBvtxCJ6Fg3/++220+qE0ZhnUkazMcDuwuVg3UHe2P4m249u5/qqkUwbeB99S7MZvwJ0B+5PNxJCWb5rOf/e9grTrprGdTXX5ny5eiMgj+iE98Nbiouc3SvqZGID5Lz9HbGYbE0uWnT4OPXCSX3zieQuqFfvXcVbX79FyLZ4qOYObhtwG7FQzPuKAmAMEK/tzpyTp/hg94ekM2keGfEIpbFS30WcUm34xn5+jdCAi0x+LINVEVVEzJ9Oj9hvM47kFOmEF0Y816mr7LifqzgWBO8jV7x2fBs7D0cRFLw6gKhrHRYa042s2b+GRd8soiFVzyMjHmFSn5tafTFEYUTX4cwaO4sepT1YvucD3t+1lJNNJ30B8G7Ou6tkddyEkXWhZy3cLf/tyCeRvfuzr+paNDte7RNfT+SPnGmpbB6oO8Cibxby+d7PGN19NE+MeSpH2fRTHC7kgcH3c//ge9l1chfzds7ji6NftLiAdr6O7clHf7938DMQwU3ya/lGqDce/W9/e4+Tn/luz/vc8n1uX1TU2/1LfYsgRGhONbN23xoW7HyH+mQ9j41+jDv6307MirX6XUMqBvPYqMeoKe7BB3s+ZOmupRxvrMUzhJir+M4QOn+QBrQn+aFwkjXCZd2CAW3FXbnn/HyF4+lgKl5hZ8T8P2Wn2Lh/I69s+zciwn9c99+4odcEIqGoEXtOJrC48bECIiH6VfTliTGPM6zLUOZ9PZ+lu5ZyOnHKuZ5jORElyML00fKVltYmnCsbV9k80VTL/J1vs3LvSm4fcBszr5pJdXH1L54bDxdwW/87eHzM4xytP8rsbbP5pnYnaTuN6w0J5GrAryFqtqKVrMYLCEk7yaZDm3hxy0s0ZxI8NWYWE3pNIBKOehZQg6OiKohlMbDLAJ6+ehajq0ayYOdCFn27iFPNJ53vzm5EYSRl/oe4BFwYeeFSFxGnwLZ22E4olxvqJgz5grF/3sCmjmJ/JbzcWTuGqoIb26Y2q/eu5rXtr2OJ8MDgB5nY+yafHqSO2832LDP+3hrRdQSTRzxM4su3WLZrGY2peqaNmEFZvMw7sv32X74EadkNQdKAD/XG3aG6g7z51Ry2HN7CuJrxTBk6hV6lPX2xIa30meMUKo2Vcu/Ae0ilkizdvZTnNj7H70b9jvE9x5NvFt38ILc/jPHzCh+Xvlt35we1lc9/+Jz5384nGo7w0LCHuLnPTURDUXOg02WKWxw+K/sEi+FdR2ANFxqTzXy45wNszTDtqumUx8qchaeNekWVAi5n8sbCmbKT1Ccbaco0k28bBuY7P6eji+vmP2uukStE2fQhgJhYweZUM5/99DkLdy4gZSeZMWomtw64JScnQBAnxyqramoLt+Toqs/EXZ0AACAASURBVFHMGvskvUp78vEPn/DensUcT+7LXtDvkgrI5Uobf7+IeUH31+1n4XeLWLt/DaO6jeZ3I39H73LjRv/FKCPXPQTEwjHuG3Iv9w66l0P1h1n4zSK2HduATUN738QljypOmaQAV24lM0lW7f+cd75dQHM6waMjZ3LngDuJhmOY7VfdoFcn0981HEmu7BvadThPXf0k/cv78dnez1m6awnHk/txK5hkY2cDeXk5kxcKp6pSFI3To6ILFYVFnZJCcKmTSQvJBLkFtNXsZ51o+fkV9lK7O54IkKaJdQfW8tLWl0nZGZ4Z+zQ39rqRiBVxDzb/+KxOLpJTssus4AdVDOKJMU8xtMswFn+9lOXbt9DozO2CXILxyBcPtSGRMHtTq6/Yv9pmD/VkUrHzZBOAziXD8ebDLNi5gE/3fMqt/W5jxsjp9Chxar0qTqH31vvKM346f4qixdw14C5mjX2Kg3WHeHXjInbsqzX6wRX27udiPDupNDQnTLa6n1TKJpFQX1mkKxRH+UtrI5sObWT2F7NJ2EmeGP0442rGERKnhIz45VuOabSFc9yMuUGVg3hmzNOM6Dqct79cyOKtazhV5zwExy1/JY/OK4ELc6m3dPP4E6HP/QsQEUZ1H87/vOFZ+pQOIhqK/OqZVzo+xzmoKaydaBbSGfF+q5gi24mEOHtVX97uItelk71FR/C5riHSrNj/KW9/tZBIOMLkYZO5qc9NhCzfa+AmVkkrgjQHYwG1LIvhXYcxdcRk5q1fzfJ3qkh+AZMftqmoaPkdl3f/t8RWSKaEUMgpK4Nxn9m2RSIhJFPqLAaunD4BzhoGh5r28caXc9i0bzvX1FzDlOFT6FHcI3uAF4jcOi1jtwHKCsq4fcBtnG5sYOnHjby0NsaTk2HstS2F9JXV/wKkM9CcMDLTs2gqZDIWiQTYaW1xRpsntkuCnDnEHwYkQoYEK/Z9xIKv3seSMA8MvZ+b+txkFuZekKb87NjMDSUSL8t9cNehTB5+P/UnCvh0STW6w2LGdCguMoeJUyM1GwglV9oQvawJ/fnPf/7zOR/txLXlkOuHbOPAyB6cOl2OfXg4XcK9KC+LYFnBCPsljBfNLEVVhaNHBbGUCROEAQOcg5zPIyHl+huUvv0s34t8+WFkn186ZaMpE83CmvUZ3tm4gWT0GI+Nmcqkfr8hbJ3/4sZ/va6FXekTGcnuLb3Yui1MyIJevZWCeLYtueuzy/MZ+Ekk4NgR6NcXxl8PpaVGQNTXKydPwtChyrjrhKIiuBL6w6A5z3//Pnj300Os2b+aq/v25/FRj9GzpOdFuVJIwvQv648cG87G1WUcPmpRXi507+64PPVKC60xW9QePyZgm+0rBw8RLAsyqhw7IkQiyo03Kn36+iezyzP+9awlh5rwq2RSWL0hyfz1m0iEjzBz7BRu6XsL0VDMU0jbLMPc6jMCXQsr6R8fxb4v+rFtSwQ7Az26C4VF7iG+SjXi1uy8/Pr/SkTU9TeeE0oinSRpJ4hZMRPHgVkVJdMJknaKeDhK5GfKJLT2feZv4dMP4ZWXYeIkeHIWxC+BnS3zBVWlthZOn4EulVBeDq4F7vhxpa5O6NIFSkvdieYyTRjyaXTZvXqNAN2wXnnxXzaxrod48tkGrhncm4JQoWN5c93nbekTL1LeWZFb2CnYtRvmzoMvvoBp05T77xOKirMWkjytiNguJBJw5DBgKdVVQixmorqaGoXDRyEWVaq6CeHIlTOh+PcCO3ZUeON1ZcXaBu6euY8H7iqmprgXZvzqBb2j/mXXmRPw+Rp4Y45NRYXFn/4II69Skz9nXAAXdE+XCmbfdKg9IZw6pXSpsCivMLdv21B7XKmrh65d3cUR5PUuaReKG2Pui7tMp2HTJuHFlzJIyUGefLaB6wb3oiBcnC0rd95ziDqLHCADu3bB63OVrZuFyQ8rD0+G0jJjUfa2rfCueWWM0cudNlk4M3aG1fvW8v737xOxItSU1Bjzu51m9b7VfLDrIwqjhXQvbvs+0+vWCq++rlRVw29+I0Sjbf6KKxA3JEEpLBQqK1xF3XULK0VFUOH73CxO3dVj57S63fCURvUC2G0VPvsM3noboiFh8l1lTLqmK9FoxNupybhyaJtQc/ZgNnWRLVQUKwRdugrVVcrBQ7B5k9DUDH374Vk6s1e43Dr/bMJhKCtXysqEcDhbMiEagYpyKC2BUEi4ksqhuKPg2FF4/Q3YtFm4bmyUR+7qRs+qMlxLOP739Hyuozg1eIV4IfTubSbvHTuEXbuV6mpj6SQfdyRqJ8SxzhUWKpWVQkEB3kLTyEqlokKIxcxnhst3bPqMiIhAKgWrV8Obbwphy2LyHWXcNr4rkUjUO9Cz+Z7XAt3RbRHEgsquNl0qLU6cULZtg8ZG6N8f4vGsZ+q8rKkBeUubpE1GbTYe2MDL2/7NF0e2eyvGtJ1m3b71zP7iFb459k0bvtGN0VDCYaWoWIgVBEOrTXj7p7uxRuqUSPIbrm1cZRMcQXPZ1p/KFnZraoaVnyrz5yvNCZgxU7jtt0oorp5rSJ26c23ujWz9jxYuH2XocOXJx5XuPZQPPoJ3FwvHj7sKV2cUO88XxCjnOW+4eiVRrgyEH36EeW8L69cLo0crjz8JPftks37M23yBUtBxTRqbulJQoEyebHH/fXD4kDD3LVi/3sQxXimoWBg56f4LnrzwYoxbus8v57GZrRWcTguffSbMnw+NjcqUh+G2u0Gi2YWiWb84W+O2MRlSndHYcie8q65SnnkG+vQRPv5EWLhIOXrM/b17aKARXC607W1SSNlpEulmMpryfSykM+bztKZ/4QtaR0SQsBCJQMiSX01VU80KZ7A9xffKQ8jd3ciZqnJ29HAFbPacy86l6waxq5ucAum0sGULzH5daE4ITz4ON0y0iUSM0PN6wbVwttll457vUw3UdQFZDB4q/OEPwoihyuJF8MEHyunTbs9nFwfeIuGyVUNbxMEJvvF32Y3EHNSJGfTGJ3DkiLLoHeXDD+GGG+Cxx6Cmh2YH4kXtDcsnH4R4HO6+G6ZPh59+UN58A779xp9QePmOQmitZ339fblv0qDOXJn9APd+U2ll02bljdchlYTfPyPcPAnHy+jrE/FmmDZ3lde7/lMVLAv69hWeehKGDFYWLbL4+GOlrt49w8ZfWN6Upruc5eXlTduy1AWioQhF0UIiVhT/hBGNRCmMFp1nEoZv9CrnqAb7nJP+Edzy+64ofu6+L8f+cAWmmayNgcIoe5kMfLpCWfA2lBTDPfeayT0SdieXi+0my05aWVcQDBoED08VUmll2TIh0QzTZqjJyGxx7uX4hM6Ny/fOjSMhmyR05IjyxhuwdQtMmgQPPqj07Oke2REoxSUmZCmRED5cDq+8YjNjpsW115p2iKpjsb+cLXt+Lt/xl4OAOgUH1bOkC5kMfP6Z8NY8JRZXJk8RJtygWVnpntweDfLN24MGwdSpQsiC5cugvg4enqp0qbQwSqdzlgiuFyDg0qNNUsXYynwuyFzPGGbt0z5DQZ0VGrgKpt9C1MKKEnD5o4C3RYDtPflMBlauUN5ZAImkMG2acNedEI363TntSa6lavhw5dHfKTU9YcUKZfEi4dgx/7E5NxRwGeGv+LTvJ3jrLWHTJhg1WnjiCejXzx8K0wHtccZlaanywIM2d98Dhw4L896y2bJZ0AyechxweeEF/ag7SwupJKxcafPOQiWZgCmTldtudZRNb77tiLFpxuXIkRhZWQOffgqLFsGp0+7vwW9Qakuqc0D+0CaF01Pv5BfWvxd9JNiAm3FsoSinTgqnT+HUULPa57IB+U2OC8zEZCUTFps3w5tvCZk0zJplM26cYlmQ67buOIsSKIMGCs88DQMHCgvfgeXLhVOnXVtDMHAvV7ztKg/Bwnfhk0+U8eNh5kyTCQ2utaljxqOQDTmJRS1uv0N5eKrw00/C62/Al1+bBVugbl5+eM/U2SEgmRA2bFTenGORTAizZsFNEy3C4ZZPv/1HQ7ZQjtK/v/DMMzB8OCxbCsveV06c8IeGOdbZYJBekrS58LuNklFj4hanrpaIIBIyQ+GiDwTHSemUuTl8EOa8pYRDwvRpUO0kxEtOEkwwGq8E/KU5MrZxo8+bC0UlwuTJwg0TIBJzYzTUc8cY2muM+Fz95qqEQsKQIcojjygSEpa+b3Y1mTkTCgqsnBJOAZcXh48Ir76qfPWVcued8MAD0Lu3v9SOO1Y64Pmr5EzUpaVw+22gNixbBi+8oMyaheNeD7i88I8xZd06eO01iMeUKVPhhhtMDVLPEirgV/DaJ3nKrbLi/mRqog4aZOKMwyFh8SI4eQpmPgoV5TaoxeWb8Hr50yaFU4FEOkFjqpGQFcYypiOiVoSCSBQRizaV9fyZa7T8hoYGUxtszy7lhx8t3pxrFEw7DVMeEfr0vtJjN/OcnPm07ZOrUSxNiRfPL+RTNu2MsvIzWLxYSGbg0QeVW291zxbXLJ/9ud2sii3DO3yyUYQRV9lEC+CFfwifrhBiUZPEUdnFf69uSSef8G/z9XOVXmPbyv59xeNVFnD/7yRC5CxGzr2vcs/KxpcdOADzFyibNwnXjbOZOVOorPRm1+xw7qBnknM9550oLVUeetCUBZr7Frw1z4y9a6+BbBLReZauUvdS6uvflu9fMB698myA1z9ORrj7f7wxek7fiPu2u4EU7ifJpLJxg/DOQpNYOX0G3Har+s5y24RXs9lfDulikzM23Dg9EYYOVaZNh9OnYfUqE4t/731CZaU5xpsTvKh5932WcxxSrVVEznXZBzaAi0+bFE4L6FbUjZ6lNdQ21vLlkS+JhWI0JOvZU7ubhmQDF1eAmAHQ2AgrPhXefw/ONCj794FtC8uWw5hroE9v95UKJtS85KwV6fk8J1dk+gsBK41NytYtMHeOETR//JPNNWPdSV1+Jqy3vcZIK9/bYuejgf3h6d+bWnfz3zEC/d77hIoK9wht/dRfwbEV4J/UGxuU02fMTj4lJfiew5X8jmju7fsSvS5EfLjuahEzRg/sh0XvwIoVMPEmm5nT3MnSHM25zosXEWn1ByEUVu68y1ia5s1T5s4R4jFl8GAT+3z+YR/uqMxe2c4Yi5VtQ3m5mqoRAT6ceUyErMp4PgPTzjlHgGTClMJ6ZTZoRnjyKWXC9T4BqXhCx13Mt6/nRXJa6OZmuO9R//7KH//DbI7w3nvGo3rv/VBR2cIjdEHvraG52ebUKaGoSIysxPYpr8EYvVi0bWtLUSoLKuhWUM3mQ5uYv30By3ct58PdH/L5D6sQ4L4hdzO067A2N2THDlN0dshguOkmiETA1RYEUzKpfz/o3VM4dBi6dIHp0+DGG6Cs/KyGtvn6Ae2N+P5AW56Rt9AXvxvdSJnPV8E//2lRWAjTZ8DNN4lJEOqMGb1VfLYhp+1du0LPGuXUKfh8FaRSwlXDhVDYOdC5P3WE3bneRlbpMT99ukKY86YQi0P//tmae1cyisnEFqdkUI590uufHPPjr+LWukQsBOXYUXjpRWHTZuGWW4SpU6BX7xwt96Le04Vh1JlYVOhVA8UlwhdfwJYt0LuX0KOH+kZwW9qdNRH5bUmHD8Mrrwpffw1DhnCFbWvaOtn30u0Hy/ezU+auDePRHbtucpB74tp1wgv/gqJCZcYMmDhRiMeyz0dE2jTu2wfxlG3LgooKoXu1cLwWPl4J6ZQwbFhWPzBGUfXu89ybL4iXdCqs+gzemgexKPTv7yi/OV6xgItBGy2cIQZWDKIiVklt0zFOnj5BRmysUIzxPccxqGowAyoHXoRm5bpcCotg0m+UmycpO3fAZ6tMvMldvxX69PGfFZRLyEeaE8LWrXDksDJ+vFBTcz7f4qz4HSWhOSGsXa0sWqQUxGHKFGHSJBtL/M6//LB4e23xKThDhgozZij19SarPhoR7r5b6do1q0y3xZHlV2gzaWXtOnjueWXbVhg8FJ/wzI8+6VwERDlyRFi3XuhRrVx7nRIKiZdZLm0wL6svNnLvXpNd++XXynXjhEceUaqrwUS/t18Vj/Mna90qLlV+exc0NSsLFwpvzzP3ds213iHnrvOoa2/Pxk4fPaq8NU944QVl9GiY+ki+9UVnYno3nRa2bVP27YXrxpkdotzx2oYVUI4MbE4Iqz4XFi9WIiHhkakw6RYwJa8156R82LfcjZ4yrbIZMtRi6iNQVwerVpks+rvvVaqr1FTM8TW3rS1PpZXNG+H5f5qF1oABLb1AwRi9mJyzwumGVwBUFFTwu9G/495B93qDOyJhCqKFVMTPMjeeJ/4H7WYaC0XFwsBBxhVTVOS6x1yrBMH4yENSSWX7Nli5UjhxAu67X6iuOtezXQ3AjSZTmpOwZg3MeRMkJPzpTzB2rLtpgIlHM5aszl6t45hks4lL3lhFGThAePoZ5bVXTHF4EVPCqVuVe2ob99MWIZVSNm+Gv/1deXex0r3aoqhQvcmn8zukc/EvWo7XmoL8sbCZ4MZercQibbcCu7Fuh48o774rrF4FN9+sTJsGVdV+K2p+Io41XRCiMbjnHigqEubOUea+pYQjMGxY27Ybdt2j7rg7XissfEd5/nnl+++V8ROEcNhc/com953MZJQdX8N77wtHjymTH3ITY9s4Jh0509QEGzfCW3NNGNqsWXD99YLlKXS+75b8MNi4IQR+HXvoEPjjH4U331TeXaKkM/DQQ6bag2RPbEM3Kem0xbZtyl/+S1i0WKnqZrY7Pd9Y7oBf55xd6kJ2kSUIRdEiuhR28f5UFFRQHC0mbLU58R2Ab74xLvWhQ2HiRIhEfEJaxROIoZDSu5dRMPr2gVjMJ9DduJNggOQVIkIkqtQ3CKtWQWODMmgwFBScy3MSsvU2LTIZYe1a4ZWXIRoXpk8Xrp/gZlhm3caCfzHSeZhxm7vTU1bAC10qheoq4cRJWLUKmpuVoUOd/Zy9OK5ztbTBpo3C//k/wrJlQlOj0LWbcs89wojh7tdc6QI0a7kIWYAIX34tbNsKPborNTW5mdznypHDwquvwrp1cPMkeOghm5oaR91yXPj5WonAWwY5C7RYVOndU4iEhc2bha1bhZ49oUcN534PTtKLINTWwmuz4bnnhB07AIQJ44U77lCKivKzTzoWXygHQiQqnKmDtWtM/sLwq9qm7Cs2gmJnLFatEl6brRQUCo/+Thk33syZ2WSd7FK0rV6V9sKsB7Oy3MlboqJCqO4uHD8mrFkFqbQweDBGVjonnmuqpaqpifuXv8KSxSYxuaoa7vmtMGw45CqdAReLNu40lLMs+gVaZsvm5s35vtD7TSwKYcu4Fv3xm2aXgewQKi2F629o2Qg56+8rl2y2n5k/fkbBaPV9ah9lJBpVrrnaokulKTC8dj2EIsLUqUrXLv4ru2Ol5Urb/JRIKJ98Au8vFQoLlalT4TeTzCLEHNVSsTtfzlHY6K8ptbl7rLc83H0nRowUwjEh8Sp8/rlJ1HjoIfUyMnPSBtTvXsu2M5NR1q4VXnhRef89qKvPtiBbgLzt1rtzJyfHlV8YedlDgNYSmXLsC142au4xF9pWBbp0Ee6/DyJRWLxQmP82pFMw8Sa/ZVmdyhviWTJFcsfrvv0wfx589SVce50wdYrSoya7X/e5KGmtWbN/rv98uR1tuN+fn4ZztnkFwKKgEH57t7Ekvfe+8NY8sBXGj3eSWrx3TX1j0h3x6hkmak/Am28q//qX8NXXWflvdiNur92Mzk+OqWbbnftd7n9bekwuhrzMncfCYRg5EoqLFTsDGzcK4bBy3wPQs8Yco2RdyblvjatwWWQyysoVytsLIBwRJk8xu1tlj2lNwoJXqPVcxqz7Pf4gddxrtJAGrgNS3DN/yTAkOe+C/6ihQ+DRRxXbFtauBbHgwQehqpuRh9lUK/tshdqpBqAK69fCP18QliyGM3Vkz213OXll07akoXNGfKUezIDMWpyypJLC7j3C7t3KmlXCipXmRRsxyqJbV/co1xXpfJc3lIMB4eErRaXivKyeXvIz/STqWCBaTnYXv1/dsVBeLvQfYMrFrF4lhMNC717G0pmVV+7k53/OQjKhrFlt8fobZrKaNcssPCI5brkLbHtOLQwjmVTOFotZYSpn9W+2LzVHdnu35lnhyRGIFZVK//7ww4/Chg0m1qpPL4gXgGt5MI/TOcd7tkI6rWzZAv/5n7BokVJfn21TRYVx048YcWFd82vk9In7v5+pLWKa3vJ3fktLdkLMLRdzkdqp4j2jcFjo108pL4M1a4TvvleqqoTqajeMxzRCfIvtrB1IOHBQWTBfWPGZcsskePRR6N7j/NrbUuFsveccKejVrPm1sItfm9x//rxIROjfHyoqYOUK2PsTdOtuJnfL8rVG1Fs3+NtSe0JYMB/+9lfY8Q34t1665mrh9jvcpKGLjV8Jyo6p1lTJnBHoWGTd0n4tk+zU9+6CKy7aYx5SyspM8sr+g/DpJ+az3n1MFrU7rea2JlvBI5GA9RuEN9+EpiaTjX799TghDG4v/Iyy7H2dnDXrctYZvpqdLb7Ov9D22us+j1bGyrlhLlRZCf0HmHjpz1YKEUvo3UspKHSO8SUF5swiYjY22LZN+etfhQXvuMqmOa9LF7jjTmF423OeA86RdlI4sy+rcXOaz9JpoTlhttRKZ4Sd38Bzz9u8NRfWrzeWgtqTApYycKBFPCokU+a8UMiJzVNH3F/0/bAvLXLql2X1Mkdxc1a/0kKH8p/vM5K1p7IJ2VUtQFmZcYucOQ0rVxpL3KABGGHhSIWWgiidNq74118XCguFRx8Vxo9Xp2SL7zoXeg++1a1bDzMn18b5tVHSnf+36OCsUHWyS10Xv7o5o7llnfznVVQIVVXKqZPw2WeQSMKggUIs7o9J9Wux5tobNsFf/wpLlhhlU3yhBRUVyl13SrsrnNmFJVlBL24/kNt/rvbt/B7EW2BkFfEsnt3ilxZQbWmpV9M1q3T2qBYKiuCL7cLXXyndu0P3HtlYN5zH7J/CDh6G2a/C+nXCpEkw5WGhRw/3ZWybfDpr8j17YHtjyv1+T/EV30G+890wpLOtYefUIlyls6bGuHS3bhF27DCLxK5ViiW5CyfzWE2rTpyAN96A5583GenqW0xCeyuc/oWiZt89/7vs7w/f2HQXjLnPw3+Xzinqf48vNub6ZWVQ1U1paBLWrobmJhgy2MgDI6OcceOYEAUllYbPP7eY/aoSiwmPTIOJN5ps9OxN+m7krHfN/C3iyqqsRbRlf/m/wn32aMsuEe9d88vE81XUXRFQXm5c4KdPCmvXK4mUqXoQjYLnEXUXQs61bNtm00bhP//T4r33ldOn/X0gdOkKd9wuDB9+Xk0LOAfOL+DyV/Cb7N2XHrHYtNms1poTghVSmhshlYA+fSwGDIRbbjUurZO1ygvP20SiQtqGrpUmkH3IEHdi8qTpFYu7Em/1xfV1zc8aON2ps8N2bchK+6FDYNp0aE7B2rUmW3LGDHx1CvHcdKmUGTMLFxul9JGHYdIkc99eUWJtKQHPE5+v8qx+bfljSx1dycnwPKvfxTevaa6y6f+SkSONIt2cMO71kAUPT4XSUnWsWq5yoqRt2LDe5p//FN5dDHV1LUsfddyiTHAtQOqbdOTsfsr5f7YotU+rOqvzPEnivvsXcE/ZSTL3uwqKlLvuMoub99+DOW9AY5Ny882CJZ4m7bV7317hrXnKjh1w/Q3KI48IPXv63JoX0MxsLHKLtvs+8tx/Kq1eq6VO0damGNlinkw8Lvz2HkhnlKVLhTfehMmNlhPa5PSjuCqZcvgILFwgvPQCfLHd7eeszGl/Wgy2Vt7F3J+d+QTzbp3Lo3PrrbbP25UNvxk6THmsVEknLVavskll4JFpFt2rzpYxGdtixQqbd+YrkTA8PEW5+RbjLQH31dLcgXH2nTktcF3SZy8Azz4t1/KunkdTco73t7e1suu/iG+R4C5Nhw9TZj6qvPa6MV6ILTz4EHTtptnFg0/CrF9v8fzzwsKFSkNDy+vm1i0NaB/aReH0lEzgWK3w0x6hoRE+/tjmow+NlVMRrh4Lz/4BBvQ37qtwGDIZYd16ixdfUH78ESxL6FJptgSsPakUxZWBg4L6ba7ikbSTHKk7Sm3jcRKZBLaamFdsGxGL3uV96Flydh2irHIkHGs8TkOygS6FXSiJFrdDW3MFD5jyE3/6o/Dyy8pHHxll8p67jSvTHCs0NQmbNipvv62k08If/qhce61rMfOJq4tkZTB9YvyojelGDp05xMmmk2Q07U2UmUyGeCTOwMoBlMcrcqzJbivqUvXsPrGLxkQToJTGShnQZQCFYceM6yr5/p2TPEwg/O9/Dy+/BEvfNwH/d9yhdOniCnElkxY2b1H+8hejbDY2ORJZXaWn4zG3YibiM4nTHDpzmLpkPRlN404Ttq2UxksZWDmAgnCB6XPNTiOIcLThGD+d/JGUnQZVuhR1oV/FAGKhyEVopbsczrVyghCNKnf/VikuhpdfFubOgaICGD3G/M59TvsPCIsWmSSvO+8QHv0dTuF+30LigsakcryxlsP1R2hKNpIhY/rJFmxVuhV2pV9FPyKhyM9uJWzWJjaH64+QyqSoLuxGLFJwzi3ISdgACgvg/vuFwgLl1ddg3jyIx2HUaCEUcrfqVI4fExa9A3/9L/hmJ5hYOis7NDsAv8Ejbac40nCUY/XHSKYT2M67Z6tNWMLUlPSkV1nPHNnkKvBN6SYO1x3mVPMpkpmEUa1tpSRWRt+K3pRES9rvJrxxadGrRnnyKXj538KHH5pncd99brktI0+am4TNm5X5CyDZLDz7B+W66yASEk9By64Hbd8CocVlvWubnxLpBIfqD3Gy8SRJO+HJFVUIWRb9KvpRVVCVjWv2tHWhKd3EnhM/cKb5NKpQGC2gf2V/ymJlrV77l/vD/KXee2taMmCg8uSTFv/6PE5s/AAAIABJREFUl/Le+0o4CvfcK3TrantjOJlUvtlpSh8tWGB7yqZ/WR4YsTqGi6hw5g4EEE6dhuXLYM6bJgB61Gjhv/9PiISVTEbo1QuuuQafud9w800QjQi1J5RISKlvgE2blEULoWcPYdbTMPEmk2jkTVSOZeSKcbQ7N3misZbZ22ezYvenRk6ELTOdJm1CoRD3DLuX6SOmUV1c7Z3qF8hH6o/yxpdvcLD+II+Pfowx1WNauVjLXvX5473G/ELPt/KxCPToDo/OgHhM+PBDxc4ojzxiEsPSGWXdOuHNN4wyOuVhuPZad+KX87La/Cq+W/jh5A/8Y/1zfHN0J6FICMuyUFtJpVJUFlbwuzGPc8eg2ymJlHg6owIN6XrW7FvF7K2vceTUERDo13UAv7/maa7pcQ1RT2lq7QYEMAuFfn1NceYFbwvvvAONDcKUKUp5hdmlZdMm5S9/gaXvQ2NTtpPPb05veVbLZ3su3+BuyQm2nWHD/o38e8srHK0/QigSMhOSDXbKpn+3ATx19ZOMqxlHxIp4l7AzGU40n2DJ90tY8NV8ks0pMpJmbO+xPHvNswzuMoSwhH6h/a2N0Zb4fC85lh5zfLxAmXizkLGVxQvNDlaxmJFdoBw9Cm/NVTZtMu63hyYrFRXS6hXOGxs+2fMpc7+cy5mmM4SjZhGkGeMWHNNzLE+NfYphXYd6VUHcOGkTemEWTwfrDvHvbf9GVZk15il6lfVuc1PE97+CAlO/MZERlixSXn0VnpwFo0ZahEJw4qTy5hz414s42ejmPIXzGJiOGuCsscz9nVuSkb//TzSdYM6Xc/h418ekbZtQxHynnckQtWLcOehOpo+aTnVRdywx7x/OdQ6eOcB/bfw7XxzYRiQSRhDSqQyja0bx7HXPMqLrVT/f9rMiQNoyJnL9gyD07g1PPilUViqffWZkwLRpUFZmvITr1imvvybEC2H6k8q4cdni6DnLT8FZVLf+QPybmQIcqDvIi1v+yaafNmOFBAkbC6amIRqJ8vBVD/PQkAepLKx0dEKTZGdj89XRr3hpy0vsPrIHVZtuZVU8OmYmt/S7haJIIVar7/LP94nXLnF/Np6A/v2V3z0Ki5cIy5aZ7TunThUqKgTbhi2b4W//Jby/HOrqsu96roT4tbH1S0aCbPsCfpkLjuH0HlrO6kA5egQWzBfWb1BicaGmJ9x9r/DggzDyKrjqKujb1xRxbTlRxOMwcKDw/7P33kFyVHm+7+eXZdt7b9QtCSPvkTcgkGEGIS8hBAOM2d0Xd+fG3X2x70bcuBH75419b++N3ZlhYIDBCiMkISGEJBDIC+QNQgJkATnkWq221VWV5/1xMiuz2khd3S0Gof5GQLWqMk+ePOZ3fv43oD/06w+9eisa6oTq6/rSE8e0P0t5OQQC1lHnctD5KaR2+LHw/fWzvLDvBfaf28c9uXdTmllKWjCdbH82qcF0Ltb/wIXr5ylIKyQrKSt2nyBcrr/M6wde5U9b/8i5+nPcX3k/PTJ7tHiGE/tnz7a9abUEbreYGDRxz8oSKiqEunrhq6+ESFjIzRP27BGWvmtiGDBnrsGECVpQSdgUk1CXnJVz8MIBnt39Z643VtO3oC/5qblkBjLJScrD5/PxbfVpGsL1VGRVEPAEQOByw2VWffUeG09tRDDIDeaSk5QNXsXZ62cJqzClaWX4Wmjq3GPqmL7y8oS8PDh3XnHwkHY3KSsVvjws/OFPwuoP4HrNjcejraChGINineiOh5pb7m++N28wdEpiWvOIGWH98XW8euBlkrzJ9M3vQ2ZSJpmBTLID2UQI803VcUQMytPLLaZJOFV9muVHl7Pvwn7S/KnkBLPJSskhQpTztecwDA9FqYV4jNYOqraEnvauE+dw93kVvXtBViYcP6E49a2QlalobIDlK2DffhgyVJg334kcTvx5zeEwzVEV4a3Db/P+kVXkp+RxV15vMgLpZAWyyE7KpiZax7fVp0nxp1CWXuY8VWz2wuSbq8d4/cASXt31CiFCPNBrMjlJOR3sm9PDgB96VmpN9ZdH4Pgxg7w88Ppg+TLh+eeFQ4fcd7U+Hjf34dRrL6Y5E3ce2/bjbO05Xtz3V/ae2U3vvF6UZ5aTEcggO5BNij+FCw0/cKb6ewpT88lJtiNV9TO+ufI1/+ez/82Za2fpXziAgtQCMvwZVGSVMbBgEFlJ2W081dqR4qaPnVeFZGZq6971GvjyEIQaFfmFcPCAYsV7BkrB7NnCxIlilQy1GOhW93HrfbE9zW0cu3KM5/Y+x4mqU/TN70tRehEZgXSy/VmkBlM5U3OWKw2X6ZFRToo/FRBqmmrY8u1mNpz8hLqmOrL8WeSkZOPxGpy8dpLqxmuUZZSS4usqa5qQl69Td505o4uMhBp10NVXX5n8+c/C8hXC9WpH6+kY5h20HTRkxqQHd+o99/O70T50WsPpmKacby5fEdauU2z4RDFwoGLR45CeBqmppiVFupzxgZjE4ZJinShlRXqawcxZiqnThNOn4bVXYfVqRVKSMOkBRVqqfVC7nejvDETNCCAMKR3KP439J+7KvZuoGcXAIBwNs/KblWw5tZnkYCq/uGs6pellRM0oZ6+f5bMzn7H59Gaqaq6Rl52Hr40cqm4pMBSCU6cVly8LQT8YHrusn8WyJKDJUBgYHu2neM/dis2bhOdfUFy6ApcvQTBgMGe2YtQYhcewfAMxrE3f9bpst8wbiUZI9iczoXwCvx/1j6QH04hETXweHxfrL/LKwVf45NSnZCVnM6ZkDJnBTOqbGvjy8lf4vQF+O+R32lSHwYEL+/j/dvw7l+ovM7xoBEmtmjbtgTMclwGBPn3gt78V3n4LDn+pk3Bv2ggrVijq6zuu1bR9LB0mW3H2PFy5DKWlQnaWkdgZ6SIBJoqmaBNZyTnMHzSfJwY+gYGBiYmBcPTK17x24DXWHl9LRiCNgQWDSPOnUdVYxddXj9E7qxeLBiwi4AniNbx8fOpj/rjrDzRGGxmUPwC/p3lSQuHSRTj9rWBGweu3gxwcM/jNOq8wrSsNPCJ4fdpknJkJ7y5TnD+nXYCOHVeMHgVz5kB+vrv9zq9Fe7ijyiRsNtEjtwe/GfEbHur9EBEzigCGCDvP7WLZl8tYe2wt6YF0KjMrSfYlO28jBl9c+oI/ffYHLl64yIgew0nyBDvdP9uxMBCAhx/WAXzr1sK2rXrMX3xBOHSoK+3m2lTv0mO0a5jdl4WjESIqwqCSwfy3Mf9E37y+RKJhDAwaIiE+OL6azac2kR5MJ+BNoji1GK/Hy8XaHzh97TR9C/oxfPAInhj4BBmBdBrDjRiGQWqgbXO6LcyFw/q8unIFfF4DMRxfx0ShAK8HDCuzx8fr4YUXhavVcP26npMFC+G++8DrcSsDEn1a/HoOm034PX7GVY7l/xn/3ylOLSJqRhGBUCTEW4ffYet328gMZvFg5WTyUvKoCdWw7MvlnKg6yb+M+b8ZWTqaoDfA9zXf8+r+lzl6+SsmV06G5LZ70a6eOtouBK3p/NWvhLfeFA4fViSlKLZvE1auFOrqbEsojv9/u2HEhtFWbJ05o7h8GcrKIScmd9wx9tUOowtM6hLjMpSpE9V++AGsWSMMG6aYOUuorHAkPaXswJ/mUC7zg9UuJgpdnzglRVcWykiHZ34Ny5fr2qcYwpSHLFPrHTrXfo+XoDeNwrRicpNy43575O5HMDD49OQnNETq+Yfhf0/UNPng2Gr2ndvPmPKxJEsqVyOXtM9cq3Dm63q11mSs+VDPjNfn5C+Li6JuB+z0I34/eDzCF18orlyFK5cUU6YIc+Yq7hsheD2apGhb4S3UcLohQsAXIDc1m+L0Yq3FtJCdlMHj/RfxzuF3eHnfyzQ01fPoPTPJTclhXp85+Dx++ub1i5nP81PyqW9q4HL9ZaK0NcY2rMPCNh+KorwM5s0V1q7XUdF79irq661rHcVoArBMfuI41VddU6xYZnD8uOLxJ+C+4dDRyBexiHqSP4n8lHzyU+LLSo0IpAImK46+x1/2vsAzQ55hYo+J9MisYHH/x8lLyaM0vTR2fVYwk2sN1VxruBZjC+PeRsGXR+Avf1GcOgm+ABjSnJ7ceDyUMqwsGPo+Q8AfUFy+ZHD4sMn33ykunBceeQQmPyjk26/UoQjwVrtgSwGIAq94SPWnUZBW0EIzOb58PNFolBVHV/Dc7uf4u+F/T//8ftZYKELREHWhesLRJgzDg8/r65KUl+Li/FJSFJMmaQ3lqpXwySfw9Tf6t64JDlKEwwahRm0h8/no8CD7DA9pvmSK0wrJDmbF/fbo3TNI8STz4fEPuVJ/lb8b9vfkpeSy/sRHrD2+lnGlY5l298Ok+dMQhOzkLJdpv/X9YTMldXWK91cp1nwITSGtBaYTa0Up8PtMUAZHvoKrV+HKVcVDU+CRGTBimMLrsZ1bmguMHWeGfB4/2UlZlKQXkR2MX4uz+8xGBJYdWUZTtJFfDXoKJXA9dI1wtIn81HwtjIfrKEwu4LEBjxOKNJGT3DltOzj6SXd5zspKk0WLDNavF15/1WTvXqGqylmN2r0j0dXpyoOMcPmyYulS+Opr4TfPQM7IWMvduAm6yIdTH1rnz8P6j2DXLujfTzF7Ntx1F7jNrjETSUwz6qi3Y7k7XY7Htrle02PB59dVhpRSvPMWrFsHkYj2p0pLuxMn3ZJEo000RUMtfi1LL2NI0VCWfLGELy58QWM4RNCXRH5KHiNKRjCmbDS1kRp2nblCpE2G0yFUPj+UlioMYPuO5tclMv7N/UAd7Nuv8831H6wYNBj8fjN2iN1adwlx/SWgFKFwiHA0HMdwgsGA/AF8lrGdpV8uZVjRMKLKJMWXwn0lI1u0aiIYYmifpTaJnb3+7d/jD4hr1XD4sB7z69ddt3VqyevxP3dOWLoM9uxS3H03ZKQlZk63O9LcJ8o0TcLRcHxfBYLeJEaWjGTTqc1sOL6BqT2nAJCblENu2ehWWzbEwHBru5ohM0ORl6cZn4sXO3K4uu9prhkVLl6EbduhtAyGDofS0thPHXhWy2fHlwjQTUbMCCH3nra6mO5PZ3jJCN498i67z+xiXr95sUuuh66z6fRGzl4/w/yB89n57W4iZpSmSFMn+6g75bi0GITDOpXd5zsVhw87x37HhKB4mErYulVXoJt0v0nfPom4dzj9sE3ETdEwoYg1li6jXHFaMSNK7+Plgy8TPt9EY7QegNPV37L19FbMcIQrDVXUNdQS9CYxrc80xpeN080obiDUaGtEUZEuV9mSVnYEqtmnzimZkmIwcKBi2BDw+Q2H3Rf76gRE9GYBniIeBGgymwi515D18r2ye3Jv7r28fvB1vrr0FQAe8ZDkSyYrOYsoJptObWT10dXkJGezYNAC+uf379Dbt4DY2mT3mxnU1Ghr0I7PhGvXgLjxsBI9tRVt18aDxKp2V1UFb7+j/UJ79VZkZrr4FzpPCX7u6CKGUw/1uXPwyiuQl6f4/e/FYjaVy09M/zv2V+w7PWnuFCpxzEVcFQv914ABUFMD/+N/QPU1GDMKF8N55017C3O2sr8QImYYj3jwGX4iKkrA42d674dRQF1THdWhasIq0q5hS0/X5sScHPjP/1Bs2SKEmpzSky1Pmra2oTT7tP9WeDxw9pzio/VCwAPjJ2iNknO2/1hbW6GkGfNhrWXTjGKiCHoDlk9mPKOooykVlxuucOzy15SmF3NvXh8C3rYjhW1Tj5uAhkLCwUOKP/9Z8f4q4fp13R9rx8SxAK222YrJV/s8mwhw7pywapVi22Zh6DB4fLHtl5goJO4JtrdtfDpDpy+maaJEEfAHWi2HWx2q5utLX1FTX8Px6m8YUjKYQYWD8Bmt1PgT6NdP05zkFB1dfupUR94hnsl0vtNz2hQW9uxR5OUrmhqFgYO05i1u9C2zcyz/aLvg5CF190Mg/mB0XaPNmgZ+nx+PK5imLlLHe0ffI6zCLB74JFHDpLqxmnDCDKeKo7fWS8XW5g8/6CIDzz6rA4RiTE3C5kr7Wc4KamqC3XsUK1YIoUYdLJjQnncPWWz+VJtMsKki+Awffm8g1gdDhNrGWvafP8TF0GWaQk0EPH78AR9BT4B7c+8htY0odXtHpiQLj8zQWQ98Pp1rura2fa9w0xezxsPjES5cMPlovRAMwtgxWLlgm4f/tHP83AohbFcTzaHbFimnZJpG1Izi9/rxenwowCMGXq+XK7VVbD6xhepQFbu+30VKMJWMlEwe7BWhR0YlSd7OuXloVy6HpkSjin37hOeeg/feg2vXHMHZPjZu6tSg7P/ZA+G0cf4CfLRe54QeOhgWPQZFJbGbnAHsRpvoMg1nNAo1tbp0YWqqsvwabCLVWsnB5rqqG/+r+b+9XsjJUSQFhYYGxfVayDPFqg5iE5lbVTrtpweFI5w6FXL0F6Zp4jE8+LyeGBmyiWVDUx1hM4ybnb8RDEMT0Ice0uUlxVB8utEgEm6uFbJgn7rtOoQ045qZKcyaqf1j1qxRXLoiLFwImRluB/hby3SqWG4+R7PilqaV0tTL5/HjM7xOpiOLqokIpggbTn3M24ffZlL5/czqM4v0QFqbPbcd0m1Np1Kwdx/8v/8mfPKJUFPjvL/D3t5kDGL5mpzDwnZ6v3pVWLZM8emnwpQpihkzhNLS5sJdR6HXQzzz4bQYxQQl+A0/RitBQGdrzvL8rufZc3oP9xTfw6LBixlVNoqgN9DiWkFr3nv1gt//XpGdKfzxj/Dd9+6+dAxuZd3AgbBgHpz6VnjxJXjmGRg2TLmq7tiacbD9DxN7kutvO+2XMptdo1dPVEUQAb8niFjjZyqT2lAdYRUlLZBBYUoByb4kaptqWx3jGyHOCKmsyG3L/HStWkfvP/e88NVRFTe6HUt95Ly7aSr274eXX9blCxctFO65J/7dE2taXLc62jt3K1FlYoiB3/BhWGeVx/BwV97dzLx3JuMrxuLBy7XGKtadWMd/fv4f/MOIf2BM2dg23sZmviEtDaZOE/LyhP/1vxQfrhMiYceVpXMrE9LStJtHeZmwciWcPwePL1ZkZ+kUb/ZuTrxl55zWZ4ubyYyfAyUKn3h1xgnAa/gJeoN8de4IS0NNLBwyn3+b/m+cqz3P+9+s5ETVMf7ryH+iopUA1cT6KTFVtVJw6Av4939XrF2LJZi7+tjG381htrAw6Xe9ell45x3Fxxvgwckwb66yaKVg7/NuVvPm6AKGUxGNwK498OkmYdw4xYQJQlKyS9WsuCVBHnl5wuInFAcPaIlm2lQYMMCtLbgDNJ7SygZy/Basf9pMiqK5d1WcJjkBBAI6KXaoUREM6I3Y0BDXLUdYbDd0PzweGDhQmDhREW0SPtuuez5nlst37seY02aPiKvva/0dJWr5Fdq/OSYtAzhd9S2HfjjE3D7zqcisuPHjLB9YnUZV2Pk5/PlZxbp1isZG1yMSGVOlLNdXy4IQ01BpArpzJ4wYod1fCgvt9zCbHTodh6J106OtdVGqOVOqkeJPoW9+fwIE8Qf9fHvtFMVpReQEszE8bUWpi0619ZiiIQSvvgInT9o/W/rgTjBEuTnw0FT49lvFW2/BkiU6b/CoUS5NmnSILWr9mSpWl6pFX2zG1kQHCAIcuXSED775gIrMCh6qnExuci51jXWIeBJmOGMyihAnvF78QXh7qeKlvyqOHu3cGzrQbxmJwLbtworlCsMQZjwCD0y2S4w6h3+CTccprFqDHdkfVSamtUDGlI6mLL2M+yvvpzhVq/xD0RAfn9rAnvN7uVh38QaPdBc0gEBAGD0G/uHvtWF2w8fQ2NhxVtMNr0fR517hgcm6ytDuXbpk8Lx5itxcuwBBFyhflEsEbbGXRetBlbJOmQhRM0qyP4n+hf2Y3OtBBhUM4oe6H3jj8GucuX6WuqZOqXrtToHoqoU7P1e8+KLw4YfKKoDhWBkS2fOiXETW4iMuXdI+m3v36Ap3M2fYLjVu5YczGt1oG12i4VQCO3bA6lWKf/pnYdp0hdeLYx5UXUOCmyMvD2bOFE6fVry5RCgpgoEDHe2mU8/91mrD/qZQzuHgNqm7PUr8ho8ms4mGcKNjFknkEW3UWvf5dHUWj1cIRxWbNwv1da6KDa4KHokgHNapP0rKYP5jOs/klo0KvwemPwzFHTL5JoYYcW1juAzDgyEGjeFGmiJNjuuTpUkJRZs4cH4fl+ouM6p0DMWpJbFxbH01OhqEcBPs2QvPPi+sXAWNjcQqmySuEnGn8tD4/nth3VrFju3CoMGKxYuFwkKIpVBRBkhzn8yOwCqP10ojXsOPiEF9uJaw2dL3uCS1hN8M/zUiwoZTG/jDzv+gqrGKPrl9WkkrpWEbAUvL4KmnIRoRXntNM4jKnVw+AbiH+3qNIhqFiRO0G8nbbwrLl+trhg7RjIX9zuoG/qbthrRk1G34PX5MZVLfVI8ytRZ0/w/7eXHvSwwrHMrw4qFs+W4zX13+mqgZZevpLaT5UshPLWxnv2yRwGY2FT/8IKxYoXj+OWLMZvPjtqNoaoLPPxeWvwvXa4TFixXjxxOrZ9/xdGi2Zt/lI9vM788nXiLRCPWRhpgfu9ZeKryGL7ZqGsL1CEKyL6VVNxAbLpHA1Qdh8hSF4dWc76cbsWhl5xjBSFi4ft2kpNRg8WJ49VXF5k3g9Rj84pdQXNxVZ5+0eXZ4xEMoEqIx0ghKCEcjNIab6FnQm8VDFtE/fwAAtU01eA3t32kYXWF9FCJRxa5d8PxzsGK5oq4hPg1UQsedwqlaZ7V/5owOgN66HYYOVjz1lOY73GOqXFajbtwYXRKlXl8HNdcVPg9kpJtWDjD9G80Ou66ECKSmQXq6Lm94vUb7vGnCn0iU6u0MTYg9hgePW/NjvbyJyfXQdfyGnzRfWkwbkgjanj+Fx6uYONFADJ2M+JOPhIipYmX3En0X0JJpU0i3V1ICTzwpLF0Ka9dBRCkee0yRnnprN7iy1o/X643zkbNRH2mgIdpAqj+NZF8ytlO53aVjV77mtUNvAIp/HPGPDC4a7Ixjq9EGlolNCfsPKv73/4a160zqamO6QOyUUIm+h+NeYnLlqrBsBWzdBPc/oJg9R1w+mxLXt866wQuCp43kztebrtNkhkgLphP0aV8uU0VpiDTg8/jxG34yghmADpK5Un+NqsarRIm28o4Qy15g9b28FH73d4rkZOHZP8B3ZzvPGEWjOveh16u4f5KBz6O1nC+9qPD8gzBimGVBaG16OwBDBG+r2lyoDl0HZZIRzMDr1Qx4kjcJ04yw/fR2ztWco86s5dTV00RDTbx1cAk9MsutAhA375zt1mEnCa+uFt5+R/Hss8Lxr5111RXFHZXSaWzeeF1hKuHppxWjRuuCIJrJsVOFtavrLSGCR7x4xWv9080KKqqbavB5fGQG0vEYRuya5hVzjVjKPuCmSejd1jXNZPq8wqRJCr9PMKOKjz8yCLdczglBAU1hAzMKxcUmix4HjyGs+QAiUXhskSIzozODp+/yiAdvK4Je2AxTF64j6E0i2Z9skRCdFs3jMchKzonRTzuAS3s5dAXtVhz6Av74B8WHH+ia8/Z4x1IsqkQpptOvmjr4YA2sXQMTJprMm2tYFjaL1iuJnRN3hDW1C9BphvP8ecXqVXC1SnjiV9C3r3vAVbNPt1TgfCWxaxKfLKUU48YJdXXC10cV76+CqdMU6elus/rPeBEo7bulRGHGhtti+EzY9O0mVn/zAcOKhjKl5xRNFNwQXY3BNDtyHAtgEAgoJozXh3HADx+tN2gMmTcwZ7Q1J2J3SV8VBbxQ3gNmzlKEmoRtW8EMG8yZa1qb/9bMsUL7vipUzMxmo7aphpVfreLIpaPM6TOL8eXj8Vj+S0op9l7Yy4ojK3Rw1l3TGFE8PKaVcwhU86fpedixTfHCS/DRR0Jdrf4t5vavEq/3KwiGocfoylXhzSWKfXuEUaOEXz6iKCm2vbwsTZa01AAlCpsV0fVGYuFDsd/PXP+Od79cxqXayyzs9xgD83V1q+NXT7Du2Foqsir4xV2/jCV4j6gIXsODV/ytHlSa0WzOAJiUFAuLFimamnQJ1VOnpMV9N1v1zjVW7mBLU5oUVIwbD3UNwto18MarEGmC0aPaSvvWfugnmLHRA4vBs0yEX135mncOv0N6IINpvadRll4CwNCCIfzL+H/hXPU5ELjaWEVdUwPRQJjBxcMoTCvmxuvH6bdbY3P1Krz1Jvz1Jfjma4UzIp1IfyTadUYBW7bAsmXg8cLMR3Tgi89vMXzi0hR3wC3LVIqoGcXjNVBiWm/pFCjY9t1W1nyzhgH5A7m/4gGyglmYmKw/vp5jV48xrfc07sm5x2kPk6ZoE6ZptvVI3Ksm1mPLJ9vvF8aMUfzj74VAULF+nV0prGPQvpWadoBBj3LFrNkQVbBrlyLcZDB/vqKwKHaHq49ttur63XJ7MYgR89j4RSOsO76Wbae38mDPyTzY80FAuxlFTJ0VoDHsWC8Eg6ipCEebLFrWoTcGBFPBZzuEF19QrFsnVNc4T4l92ufgTRep9b7WmgTFhfOK5csN9uxRjB0jzJwplPewNdLW3hAnY8PPns/oInQBwwnLVgg5OYr/9l+hsqf9S7yW0/53Q4Ni927FmTOCqYSkZMXwobrqUPx97YHCY8CwYVr78D//pzbFjh6jSE93pJ2uMfr8NGGI0Bhp5NjlE7x39D0qMssxTRNREDGj7Lt4gFC0iTl9ZzOmbCyeZqYgU5k0NDVQ01QTn8KmXbA5Q+3TOWWK9h+KRGDzRqGuIX723TN8wxmJ/eishd694fHH4ZVXdboUj0f4xS+FkpKum1s3yRCgurGaz099zjup75AWTNUJ9ZWH6qZr7Dy3i+K0Ihb0X0jPzJ6gdO3l3Wd38+edz/LpqU384t6HudpYxYojK0Ap7sq7i/4FA/G7mFObsYtEYOdO4bkXYNVKRW3jOI8FAAAgAElEQVStM1oqNiaJE7RAQAd5nT0HH64Vdn4uDBikWPykUFzotOluubMWCcPKPnG59iIbT2wi4A3isUqDYsLZujPsv3CQYYXDmN9vLvkphQDUh+s5de0Ux6qOUd14HR8+PIbBieqTDMwfyMDCgW2a01vpBaAoKxN+9bSOtX3jNeH4cecKy/vhhmY3FX913G9JQfjFw4qUZGHJG4ql70IkohPD67KC7fftcjPlIkJURfmu6js+/GodVQ3XdFR6VDO931w7wemq0zxQOZnZfWeR5NGZDyoyK3lq8FNEolE8hsHZ6+c5cfUEpjJZOHABfXP7tP10y+0p5gJlMXcXf1CsXAnPP29y+LA7C0XHmU1DhNQUzYDt3Kl4b6WuIrf4ccX9kzSzqceh+Z3tX5f2bBmiC2CcuHyclV++R8/c3oSjYURBOBLmwMVDXAtdY1H/x5jYYxJej4eIGaaqoYoD5/dT21RL74xeCF7qI7WEzQjjy8dTnFZ4Ex6j+b7SmSEA/AHhoSkmPq/eE+s/hgYrr27CTHyLi4W77lL86knFG28I27brvLSPzpCYK5Ke6va7KNSE6zj4/UHe/fJdclNyMZWJmEJTtInd53fjNXzM7jubQQUDAQgaAUaWjsR/wc+OM9v59sp3GAZcDl0mMymDAfn9SQ9kJPKWce8XNRV7dsMLzwvLV0BtXesj5tDNtuF2HAoGID1dUVMDq1cbbNkKgwfBE79SVuR/a1ap1v7uRlvoNMMZjSoaGiBqaunN1m9oCUNLAfaUNjYq9uyFl140+OJLfX9GmjB3HsydI+QXJGKKcrSnIhAIQiQiNIZAKUfb4fhx/jyR5E2iMKWYw2eP8Mb+1wgGk/XhFTYRj8GYirE8PfgpBhQM0H5HKj5djSEecpKzKUwpiJk2E4bVmN+vmDRJ8Pv1ofLRBp21IGbqVE46n0RgHYVUVCiefBLee09Yu1b7jc6bD/m5zlWdgfvujGA6eUkFfHnhCH9q+CMerxdlmkTDJinJqTxyzy+Zfc9MKjJ6xG6uDlWz9vg6tp7aTripiT3ndnOq6ji1jQ14xcfcAXO4O+du/H6dRskObotEFXv3wH/+h7DuIzt1Slck0NZq7vPnhO++Ez7ZoBg5UtcZdjObiUdUt4RCWUFPek3lJxeQGcxg2+ltHL16FEOUVUtdUZhZzJx+s5nS8yHyUgpibfTM6smiAYtZ+fV7/OnzPxJpihKVKPcW3suvhjzJ0OIRBD1tp5Vq/f2hrETxu98KwQD8+Tn41k6ZJCpWnaw94+ysMPsvXQZz/FhtXXhzifDG6yZBvzBkqPZxttfuzdan+xdDhPzUPEQJH361hu3ntur+hQWiJj0LerGw/2OMKx9Hkjc51iPDMAgaSTGqnpmUSXFGIcoUsoNtlWG0X05ifsI2bbh8SWs2//wsHDspOMbJzuwzrXVqaBT27DH59FMhFIJnnob7Rhj4/K7zo8NPcO5O9idTml7GoTNf8MbBJSQlJaFMhRkx8YqfEeUjeGrwUwwpHBxzX/CIl0mVk/D7/Cw9/C4rDr0HyiTZn8yUPtOZfe8sKjN6dKCbdgCtrq42brzC8CrCUeGTj6ExlLjLTFsoLhYWLVQYHuGTDYLhgYULdOEUO6a0tc47umuNtEAaBckF7Du9hxf3vIDX79PkIgwen4/Jdz3A3D5z6ZffL1YbPTOYyaL+iyhNK+WtQ2/y/aUzKFFkp2czq99MpveeTl6zYhA3h+5ZNAr79mla+cEaZTGbbra+fXvZbbmw21dicO48nFsNGzfBffcp5s5TFBW573Lf/TNmLG4ROs1wer0Gyck6Wi4cjp8EhywLDY2KNWu0qTAvX7GgrzY91dbBgf1QWwePL3JHf90M8dJFU0jh80FSksLxR7bNWz/f9Ei5Kbk8OegJRhQMo8FsQImJqQRMMDwGY8pHMaJkhOV/ZGkulEP40vypzOozk+rGanpn92r3c+3MA47LnyUlBmHcOEU4Inh9wpo1inCYGLMJNu/Z/g3r9iXsWamYOwfMMHy2TZePe+pXdgLezsGtceyV2Yvfj/ovfFf1HSHC+vnKJBKNkJ6UwZReD9E75259n9W7JG8So0tHkxvIIeD100iYSCSMMk08eBlUYOWRdOxsRKKwZYvw5z8J6z8yqamx9Q72Ad+5w/38eeH1N+Dee00euN9g6lQoL7N/dRiIzo6ebY4H7U88snQk/zL+v3Op5hJRwpYYaqDCJqWZJUztPYWCVK3ZtDUu6YF0RpQMR1BkBDKIhKKYEqV3/t2MKh1FZiCrzee3/vZ6zYkIRYXCYwtAmdo0fOw4jlzczjNes+/uf+kGgkkmE8cJYsL7qw1ef0PRGNL5YyXu2pu1ruERLw9VTiHLl01VQxURQ5evlajWRPbOu4sHKiaREcyMqXHc5VBtBD1+FvZ7DKWEzGDmDZ8dIw9WXy9fgldeUbz8Cnx93BYTu8ZnExO2blHUXBd63w3Tp8P48WKZMzvfvjv3bG5SDo8PeIxBeQOoC9djGlo7p5QOCBpROoyxZaMxxBNTTogIJWklPFT5ICpqcizvJEpFdanbnhPpl9dXN58wb6jPI2VlgQgEhDFjtKIkOUnx4YfKKcHYaShKy4W5c8BjKLZvhYY6YeFjisICJy1T82e5k+YDlKaV8Lthv+V4+QOEoo2YhlVX3BS8Xh+Tek5kSOHg2DNB8Hp8FKYWMrHHBBrDDZwtOouJIjs5h4cqH6QysyeJQVMPU8G2bfDsswbr1tmpj+witrYjT/vGrrkoCMKZM4qX/gr33iOMn6B4eBr0KHeby92D081sdgSdZjhtrxgHjubRPlQvX4bNm2HNB1rqX7AQBg/U9PH6dWHJa/D5LkUgAI/OFCrbnZ7LWQi2p5jLC6nZ588M1iGdGkjj/soHmFQxUSfoUfEUw2dFU8dy9YoRx/Ale5MZWz7W0k4lwpi3RW0Vfj88OFn7c/r9wvr1UF3tkt2VzVC17zk2U2vPdo8esOhxCIWFnZ8pUlOFB+5XVFQInQt+lFj/ClILmNlnFiZR7d+q+XQQhYERyzkXG28R0gPpTO89jWm9p2KIoX1rLY0ySudC9RjemPm0pgY2bVb88T+Fjz6OH42uchS4Xq2fM3iIzh2nXU2sfls0tEuC+pwFhiD0zu5Nz+yemGYUZZoowyLSCjwi+Dx+awnryXX3YGjRMAYUDgRTJ973GF4dLRyzVrRXUHFfpyjvAb/+NQT8wl9fURz+QrXqvnHjRlse0koZBJMUD00xEUNYskRY9q5OmTRsOKSntbynVcQkdGFQwUD65/cjajqJt/UeUNqf1fBalzdL8O16VIo/lQcqtV+dcZM51tNgYprCN8dg+VLh+RdMvv/eOWi7hNlEp3q6elWRmgYzZsCQwYLH03zFd+ZZDrFI8aUyoccExpaNdXxiY/l1FT6Pz6oA5tJ1WUx8ZjCLWX1m60A1a5/4xPbF7kAPleu9LBoc8MPkByAlRfD7dBlMXR2n43DsSIqKCsX8BULNddi+VVc/mj7doGclbVj+XOeHgqxgFtPvmobZS6eMcuiGgKHi3IMQiW0PBRSkFLJw4CJQ0VgQj8/w485V3D4I16ph+zbhuecVaz5QuCPmO6N5d/ML169pIWjAIF1KOCfbYWIdwbHZGHUjIXSa4RRlbWBrk1rf4iSYVnz/vfDxeiEvFxYuVPQfoEtUgpCbo5g3D4LJsH49hJsUCxcIZeXOM0xTO66HI4qcLMEfaG3CxekLdl8cwvKzWxyxw11HJYJxw8lsflDbc4MIHrwJD499fzzRcGlpPIohQ2HOPMXVK/D551qLHbtMNb+jLSbLMf87DIRQUqpY/AS8+67w0TrISNPacX8rhWja/05WL6yACY/hwYPnBgpyl2bJ6t/NfAzdqbouXtQRkEeOKnLzwOfRPnpuItjatLj1E65LAfB6dHTq5csmkTD07AW/mC5MnKCrRDn9dua/S/ZHs8PDLkWJxwutBVo7w0x8NLzCMAwCBFrel3DQSHPNhCIvT5gyFc5fUFRXwfkLWsOEfeXNUnm56IvDH1raElGMHat9zN5aoulZz55CeprdB3fQQSuIfa0PZ68YeG8gQOkt7VojzZoVETztGi+HVkaisHcPrP5AEWqAggKdmii239spCbmZU8MAr1enlaqqElJTFaNGCY88Cn3uwWI2dS5Maaal7TDstSJg4Gkjd6vT29hiJJ5W+jw+fLSxpxNdjxL3EXuOYSgGDxJmzoIfLhrs2KGor4+/rf0CqNs3U/evuEgH9L63XLFjKxQXQUWFwtMaw9eMnAv6fLjh8EELemJbPPzig2bjp1TiosuFH4QPVisOHdT5cL0+3b7ENPwtswrEPdN5odhgenzaRH/lknZr6tVLmP4LxeT7cRWucZM2e88rdOq4BF+iG13AcGreUkfyxg6v+IMsJ9fkgQcNKnsqhg5zR9rqz+JSXQIsEhU+36EIN8FTv1EUF+hrqqoUb7+lGZZFj0F5j+ZbULSPGLovLc213SujdXRmXKx5jmvHVQlHCbt3K748JEycpMjLF957T9HYqGK5Km1/Undvbk5YnesresCjjyqKCoXKntyUKLYPiYxJsxOkPXfEqJciPUO4/35F3/6232sij7ZGymZ2BcRQ+APCt6fh7beE5CSYOh0wFDt36gCrpCQXE6YEJarrDvlE0BaXdMOOdER9rVyuEgbnz8PmTSapqQa/ehpWr4aDB2xNhhNv2p51GL9y9Wdysi58YZoQCetKM1Y34piam7X9YyPm023ooJMnntSMv5VxyRKEpD0DY7XnnP4+j+DxKjZsUGzapBg/Ee7uLXxxCIoLFMOGx+6yzviuSJrTgX3cCtpiKcX1//YijlrG1gMopUumHjkKkydDfj6sWgV1da772s11tjz3RKCyQqdAKyqByp43KuyQyH5s694b39MRi0pmumLS/UKfPoqkZBBDbCNfAn10ssrigWBAOHMWlizR5ZSnTgUzIny+wyQvT8jMdKw29kpok2x1o13oNMMZiQj1DZBh6qARcLQ4tqq7tMRg5myF16OJftwmtg674iKt/YxEhP17dZoRu3529TXh4CEoL7cY22Y6EYBAAMJhRUMjrjQ23aviVsGpFe0wUPZx3dig2LYNVq4S/F5YuEj7dTY0Chs+FmprVSuEIrHAFXv+7+otVFbqA9HWlNweEHJzYOYsTcyMhLhNa9u4kpmLmBiG8MNFxfurYfgwxdhxMHacsH6dDkowozBlKhQUWHtIbE1EfLLknw/cWhc4fVqxaiXs3Ss8MNlkwgSDnCz4U41w/IS+QxtJNBOemFuDk/4pOUnx0BTdhsdjGb0F5CeqFXFTVK9HZ/0YPNiwNJudCygzDCEcVuzbD0cOC48+CgsWaGZq6VLFO0sFUymGD3esBT+lIM+u7IqgYqZnm6mub9D+las/ELxexaLHFRPGK5pCwtp1NtPZNXStosKkpMRAjM66Hv34KCgQZs3SgqNh2J7U7RsTxyhuaV9Fr8uLFxXr1wojRghDBsPYcfDxR4oNnwjhiPDwL6GwwBY/BTC1ZtNNO7uREDrNcCYFobRM4fMJF85Dbq6pzZqWBCdoh3S/lQswpl+JSXiOjisnGxYugNxsxbtLhfMXAEORlSnMnq2YNhXyC9z36COhrlaXXEvPgKIisVKS2L8LXbVhu+HALSE77nuKUAi27YA334LUVFi0GIYM1nWRQQcQffppyzQgIh4SrTtoBy75vE5fbh9o4qnXamfWqH2PweVLirUfwmfbdTDCzFmQky0EA4raWuH91dp09ItfKPLz3eTyNjt9EoUSzp/XzOb2HXD/AzB9ulBQoIXc+gbFiy8YnDqt3Eaz9jeP7T2uo4xFaa1e8z50JI/kjwGn/rveyB6PxPIROmujI0K8Ds45cADefkvn+l28WPu1hhoVkYiOgn/rLcHwKAb20yl8fr5wuQcJ1NfDzs+Ft942CQSEhQth0EBtYv8vv4dwRNiwQVFX137N8o2eDTqGIgF16U8GIiqm0HLsEO1Fy2uvXlV88IGwbZtmNB99FHKyIDNDa2A/XAdRFI/OgPw8m9uw5q8DLgHd0PD867/+6792poFAwCQ3RwcGffGFkJ8rFJdIjNm0zayxiFEcvkLEdoTHUkTonIH5+Vpt3qOH0K8vDB8uPPig0KNC8HrNGLMq6JrTGz8V3lsFPSthxiOKigp0taM4U2H3EulSWMOp7Bq7IoQjio2fGix5Q0hNhbnzhPtGKLxerekpKhSKiqDqqnDipGBGnabcCs+kJJgwQbjvPu0C2BKxBUS8N+PtNscuRjNBs7YTGKA/z5+HV16BHTuEYcMUD1slQEUgK0vIy1VUXRN2fibU1Qt3360zCrhY/lvyhj8FnD2jePlV4cABYfwEmPGIk5MwNU3o0UMIJsHJ03pttoWePYUpU7DKgDrQDJsTER9vhrP+jrMG/LSgyamzBvRSbK7xTlwDbprCjh3w15fBUPDIDK1N8vsFn08oLdEC1xeHYf8BbdEqLf1paTi7CrbThljSedSEzZ8q3nnHopVzhftGCP6A9nktKYbCAuFqlXDsmNBWnvRAAMaNE0bep/++UQ+c4DNxWahuF7S2HtuH5jTuyhXF668Ln24UBg1UPPIIFBdpBUBmplBUCJcvKT7bIdTVwd13C8Ggu5Z8+1wHutESndZwZmQaTLofdu1WvP22YtRoYdgI9wHW0ick5t/jErZ0wmFNmAsLhQULrehkSxOkq1LY5kNHx2kYikNfCJ98ovjnf4YxY9ymXscZvhu3BvZcNoRg4ycGa9YokpNh3jxh/DiFYTiTHAjCA/cDSmFGhI8+hsaQJYokVHfdZrPsewzaHc3wk4H9BpauOKElGh8YcO6ssGIlHDigGDIE5s/HSlSsYk/o0xeeSFW8/JKwY7uei0d+adcF1m3+/PaJ4vvvFUuXCl8e1nn15s/XzLcb5eWweLGisVF47XU4cTzBtWT7jLtTKUAssCDGdsau69xbdT1c/VJdYyiMRoQt2+C99/TWnDsPJt1v0WRLYRBMUkz7hR62FSsUK1Zo15iRI0l0Q/zkETuFRAiFhC1bFaveN/B5FfPmKsaNj7dy+HzCxEk6ULapCbZsEmpqO0fjxKaTyqHbP8HF2Cqc3orrm/b13W2NO3tWeP99Yd8+GDpIsWiRUFqqXC0qKnvCY4/pgKJdu4SkZHj4Yce8rjC6zekdRBfUUld4PIr8fIOCQq2qrqrSGfu1/5K92ZpLJyq2XmJOxGJ7Wyi8Hve17jttzY4iHIFLP0BjPZSXCjnZ8ZL6z41o/e3QfHPHE76GBti6DZa8AVk58OtnhAH9cfklOvd6vIoJE7UJrbFJ2LJFrEAiiWtZiWPebIuwuHM/3i6EMx7tJ1t24EvMUd5a55cuCStXKjZ9AhPuh/lzbQ2crTklNjTlZfDkU/D6G4o1qwWPIcyYochyp7d0PPFjffzpQ8V4vlj6IAVnz8Kyd4Vt24SHH4ZHZ0BeLrR8J0VxMfzmNzqX71/+AqdPt/oU669m97dQvEjc984S/WmOZdwqTLiLdvJ8x1c2FFLs2wdvLoFQCH7zDNw3yv1A5yFBv/DQFEVqmvDaqzp5fiCo6NcffF5l8ae2EuH2EIqcSj6uvlpMdmMjfPaZ4q03wPDC088Iw4bG3R17Ta8XJk0S0tIVfi+sXQeNjYITnBkn3bi+g5bj5KLFtyHNbNnTG/Td5R7idgv54QIsX674eL3ioakGc+dCcay0r2Y27djnikrh6WcUS96C91dBNCzMmg25uSBxY6xcdydC0e9MdNqkDnqCMjJ0Itvdu6GqSrjrLiEpyTYhNN8cELcBXN850kjL3x2ao787dxZee1U4d17x6EwYNQoyMm43U8HtBpsxtEQDJWzaqKOi0zJ0SquRIxU+rzg526y77KXg9UJJsaK4VHHtmo6qDkecJyQlwcQJihEjsQLN7uQJdfaN2ClwrI1w4YLWyO34TBg9GmbPFkpKce03fXGsLrYIWVmQX6CoqTbYtkNRXwe9ekFSklsIFOL34O0Cp0rOmbPCqy/Dvv2KiZOE2bOdYKmWd+lv09KEHuVCMCicOqlT+LjpUM9KHclaWNjaYX67jVXXwl420Shs2yoseVOnrpk/T/vIBYMSR7tdd+HzCSXFOlXewS/g8CEoLIKiAu3/7+bhb49xtrIiuIU3ESIRxaaNwpIlkJ4uzJkDY8cpAn6JOcLbLkq2i5HPC6VlQl4eXLkinDyprLrpehwCAWH8eO1+FAgksm9vh3HsCKxDJo4GKqqrdH7cHZ8Jo0bDnDlQVubsbduFxHY3MAxFRgbk5QnV14TPdyoaG+Gee8SqqNh8/IxYS91oG12g4RQMQ/uE/XBR8deXhPo6xexZlmRh5ceK10YljlikmTgSRfU1WLNWkZMD48dDWRm0ZGy70Xk4AoOtaROgvl7XNf9gNaSmKubOE8aOVRjilvXsuTARK7G8UroU6eTJWi40FKz5UAg12ZKiiU4i3D2PGhYRjS1t4cxZg2XL4OABYegQmL9ArCpdtvbDCmCJM53pBvrcKwQWKuobYds2wWMo5sxVZGU5420nVu6SpPC3HDZDrv8+dVLx3kr46mth9Bid8L6goG2/NccPWCeHX7xYiEaFN14Xjn7lHFrdhrTWYAsqmqHaulVYvlwRjQpz5igmT9YR0e4qXi2hXTymThWiUcUHq2HZuxBqhNFjFB7jNtMe2ZoRV3fDEfjkE8Wq9xQBv8G8BTB6lInHDi6LfVjMknI0pAaKCRO1Jtnr0dX6amqtmxQo5c4kcHuZyrseEgsmtcfgu+/hg9XCnr2KoUPh8ceFkhJw8wpOZh2bV9W8xj13KxY/IbzyirB9h77ml79QFBW7n6mDmG6b9fk3RJeY1G2kpUJlhd40p05CdrYVFdcFh1a8RUVrZk5/Cykpih7l4qrj3j3pXY94LRtof7cdn8FrrytSkuDv/y8Y0N8uK+quydzcLK5iJk+PoZg0SeHxQl2jh61bhPp6ExV3fTfiD3VtKn7/A2HjpyZTp8CCBUJOrs2si0P44jRK8Wbyykr43e90+cI1H0JyijB1qhbebG3o7TQDNmN99iwsXwk7tikeflgxb55BRgZgCTFtrSt3idaSEsXvfqfL9f75OZd5Pe72blpjQ0RoalLs3QfvLIX6WuG3v1OMvE+n+7o5s6hP+mBQ8fB0rf179RV4801ISjYYNFBbRW4XOIK2XpONjXpslr6jCzv89neKocOsvMHNgwXFvtvRkCol+LwwaZLO/BFqEj7eoCP9bW3cbSEX/ihwqpFFIoqz53TC+LXr9PgtXgyFBe4CDIqYRjqmW9aDaSqd37tHuckzTxu88orOjyqGMHMm5OZ004BE0QUmdZsKK/x+oawMLl8W9u4TsrN1fk1P8xQhHX2O1UwkKnz6ibBqFfTrazB3rlipmWi5gbvRhdAENBoVtmyBN99SZGfDvLkwfIQ75QbgZnxiUqczMTbj6vEIhUVCjx5w9Ypw4rj+btx4HTzg9d7pk2kdQNa6vlatePtNxc7PhDHjYPYsKCxyOKH4/9uMv5vpdxKhp6drzV/1NWHrNqitFSorheRk06X1uz3GX6FdbJYsEfbsgfsnwSOPiBUU1XJsmsPx+tF/JCcL5T10cugTx+HaNUVpGUybKpaP7O0xLj8GQiHYvkN443Xw+WDOHGHCePAHbDMjxIIC2xo2S2Dw+oTCQkUwKBw5ojhyRMjPh6LiG2lIf2pwmM1QSNi0Sfu3p2cI8xfAqPt0lD5xFjsj7j4lDhNpM0OGoSs/FRbCtSo4cQKipjB+nHZj0lHqd7qw7rx/VRW8u1TYtRPGjhUefVQoL9PXxFM2x/qhPxVK9KdNMzIytCtNY4Pi888VjfVaaE9KgvjxvpPH/uboEh9ODSEpSacuAjh0EL45BsnJUFkZb6pzTONgRybbiVTjYhZiRMpxiK6rhw8/VHywWkhOFmbPgREjTEvDSZdoU+9sxJtg4w0FQkMDrFsvrFqpBYzHFsHYsbqkoqNdc0uKbs0otCCIShPfHj0gK1M4fx7OnxcGD9FlAjVhvpNhzYEowKShUTj+jUFeHsyZpwOB2kz/Jc5hFS8I2P8UcnMVhYV63A9+oair1YQ0Odl+uqNt+amkktTpZeI7c+wYvLsUDh8Whg/TWt/iYofJvvlBLDgDo//LyNBVzUwTThwX/H7FQw+5fb/gTjdh1jfAxx8r3n9f59qdPQceeEDh8zfP7XozRYAzPz6fUFEJHoGjR4VvvlGkpmhfxjjPkp/AWmwJFaODSsH6j4TVq0AMmDdH+1t6ve4103xd2vSz9d88HqG8HHJyhQsX4Nw56NdfGDfOZn5+koPyI0OPQWOjZsrzcoX5j0EPq1y2o/xw/nPnRwXnFHNfk5ur6FEhnDkj7N8PVdegR4UiNcWiMUqsBkynFy38lu9sdCHDqWEIlJUpUtJ0SoEz3wtJySa1NeD3oUvruQm7gDuiT0c7uq6x5urcOThxUnFwv8GK5Zr4P/0MDB0KhqF9KNyxYt3oKFoezPbGC4W00/XbS7T98amnFaNGah9elIr5aDrt3AiOM71SOr1VeTmkZ0B1tSaiw4ZKM63pnQlHMyd4fYpevWHIEKGgwDqALQmt3UZwcSI3QcjKUtxzj3DuO2HH5wrxaH/opCR3KTebUXWXpv3bwMmHB6A4ewaWLRe2bddms0WLID+/I1qH5tcJGRmKXnfpKmY+n8G4scrK4Wlf2x5m9ueL2lpYvQquVglPPKl96WPau07A61X0qIDUFGHrVuH0aV2WsbDAjJ3fKrYM/nZjr0y0Rsz2D7b8BxsaYNcuePttQQzh179R3NfCYpNIvx0m1TCgvFzIzoGaGuGeu2HECJ1X92dfxKFdsAUXrewaOBTyXdHldt31xPhAbYZPT4fKSvj2O8WObRAIGpQUmyQnG64GBTvfaezfd5FlLawAACAASURBVCZ5aIEuZzhB+6YUFCiyc+DkSeGdt2DLFsHr19qTaEQIhcFUtm9OvJZAKYNQAzSGhEgYLl4Slrwh/OlPcPgwDBgkzJ0HgwbqRWVLlC2TFXejQ4hZv2LxkoTDsHETLFkC+YXw2CLN7Pu8ttnWrcFsLzSF1rcaeDyKwkKDe++FAQN1vsRESz7+POGMgcfQNdKTktzankTDWVxaP6UQQ9f8LigUqqsVmzcKTY3Qq7d9iNnSuiRKpbsesaoR+uPceYPXX4f9+2DKQ8KMR+wo8s5rHm3Xg4x0qKgw6Ndf0auXtqzEM5p37hoVgdQ0xaBBOngtGOw6Btzn09WgMjIVX34Jhw5qrbUWtDRtkr8xg2X7DrtdMsJh4dON8MqrkJ6mte33jdQR5/F+1YmOkbOmPR5FYQHce6/Qf4CioOB2K+17q2AnL9Np35KTFclBx0oTk1UdM0+72nSv6YwMRUmJ1u5v2Spcr4bevSApuZX2YoUgugEgyg5H7VJov5RoVNi0UVj6LjSFIC1DWWmLtPnl3nvgl48oMjPAOQTh+++11Hz2PHi8QjSitV41NVBUpFi8GPr319cry/8lLpd89wR3EJY5yLEFAIpIVPhonWLV+1rjuPgJxaiR4OiT7c/ECJ4tZdoRgvFiZ9cwDT8fqJh/kQNNRBWmy0TUrqawN0xzX6ZjxxRL3oDT3+qMAzNn6tQgsbn4m/tI2z02OXXKYOlS+PJLxbDhsPhxnKCnLkqy7rgANe9Dd1wqNI8+t7XfXTAqLrt5OCysWwcrV0J6hmLubKvAhxErBdL553Wyo3ZkdCQMGzYIK98HjyjmzYUJE8GwXI6IuYO0dFi6+aP0uarEsO5yxtsuqQp0H4BxVK2Zi5jto5mIsGLREseSpPHtaXj9NeHIVzB+vGLefMjNsWiyxJ+M3dC4JQynrgCj131DA1RXC3X1ivffh5UrtGSACHffo5gxA0qKxEnDgnD0KLy/Gi5c0N/l5wlP/Aomjld4vEJ2lsLrsyUWrep2UiHoVrrRETiJb22P2tpa2LNXeGuJHtunfg3Dh2rzIsqSJoUO+qo0JwbxTXQf6G60vk3jx6y9DKeKXRqfKkgT5LNnFS+/Al8cFKZNhxkzIDfXCm74KWg5UZw6ravYbN0CUx6C+fPtSH26TOqMpUqJjXHrQlD3kdJ8bXbFaNjBNJqhamiEjZ8qXn9Naz21hcUKFP1JjL6ioUH47DN4522FGMLf/Q769de+7rZmXsXM7i7/6Ha2H09sbVhWQVTsrztb695KDEJMwHbv1ETGx+Ixmp1ISsGZ701efkX48ohi+jSDqdOgqNBWv7grwnUDbhnDScyXxT3Y355WHD0qhCO6Xuy3pxWfboQLFwSPV2FYvhU9eyomTdKalUhY53jsP1CsKiGtk/du/82OIaahsDdlbAiFprBiw8fCm2/q6Mj5CxRDh1h+lcre0LgYTkhs/FsSzvhfulnOeDRndjq63h3ttfvTIZBw6qTw7ruKz3cK06cp5i/Q1gkHTh9u6Sy1eEXFDxfhxb8IX3ypmPKgFY2e76IAiTto3aQLN37DO57qxI13V45GfFv19Ypt22H5Ms2o/fa3MGQoViq2tu/rMsTRSHEsMyiiEYMt2xQvvQQ5WbDoMWHESO2bHr9tO8qIOM91daZ559r47c6FY6xr+6zpeMv68+RJg5WrFDu2CeMnKhYv1lUPYwJ63CPd6+HOm6Nbkt1M4v8XQ48KoUeFc8h99z1UXxeOHdNVEoJBiEYUAwYKjz6qyMhoTVprfZK6JYlEYWmUbU0X8abDpibFJ5/osonpafDIDBh5n32vxOY3UeVaPNq+qXs+W0Pz8ejo+DSX8u3RdpjPyp6KOXOhrk6xdYcQMWHWLKGwwG7D1kjfSrORskyPzko7eRKWLYMjRxWjR8GMGUJu89RHXUzIb8ZO3/GrtJXqQV3UcNy/kpOFBx9UNIWEFcsVS5ZAQ0gYM1rFmM5bamJ3bRfN++kvQiH49BPFmjWKtFTh0VnCfaOUYymS5s10pH/SbDhuRAvu+BUZQ1u8SNe0rF0aevZUzJypqKuB3TshEIA5sxV5eVq4iE2d7Y50B1tib0nQ0I3hHGppaUK/fjBhgmLoUKGyQjF6NIweI2Rmtm6+6kYXwsUnuHPc1dYqtm7WzKbhgaef1k7vHqOlVqwbPxc4e83W3GRnKyorhXPnhM8/02ULi4ohLdVi7uRWm420sGkHrp04DitXCrt2C2PHwsIFkJffvRbvJIjobBZJScLuPfD9d0JWlpCbqwNQb6VFxF7rbn13QwNs2gLLloNhCk8+JbHqSI7XptX37jX6M4SmUVlZQs9ecOEH2L1LiEZ0NovU1PhMH849d2Y2gR+Z4Yw3C4iYJCfryhInTyrefkdHOQ4eYptJdDJcpUxun6S/twsEp/KKM7bRKGzZDC+9LGRlCosXC8OHO5U+YjnM/ubBI93oWjiT6d5rmZlCjzK4Xg2bN2tNZ7++znoQJTpJ8i3pk3NUn7sgvPaqYv9emP6wNqMXFunf/vaBI934MWDPs9crFBdDbr6we7fiwAEoK4WiImnhxtW1cOdnVESjiu07hNdegfQ0xZNPCsOG2bmDFXYxVIfCdq/RnwvcNEehC2VkpAtlpcLVq4qPNxg0RRR33QXBoF4Bjqvhnev89+NrOG31dmzE9R9bNsNfX9aazbFjBL/fuSGxFAbdaB/cmkoAIRxWrF+veH+VQUaWYu48GD1Sp7lq6XbSzXD+vKBcn/GCSGamrkh05Qoc2CdUVenk5ykpYOeDuTUMnzZbnT6teON1g/+/vfcMk6M8F7Tvp6rz5CxpNBqNcgYJgUBkYRuRM4ho8LFP3j17Npz9sz/3ur5rf3z77bH32D62MTZCBgMmmmgTTBJZSEIB5ZzT5OlQ9Xw/qqq7ejQCSWiS5r11jaanu6q6+u23nnreJ65f7zUZuPV2aGjIx4IY+TBiKMQYx2LK2LFgifDVV8L69UJFFTSN7S+vmFKY514S02uvWTz7rFJWDrfdYnHxJeK1qwzClYyb+6yl+Jst3EcrK70awEeOwurVwuGDML5FKCnx5aroiF4iD7DCGTIp5+MYLBRYuxY+WC5Mm6ZceqnkOwcVB+x/3Vc0UtcMp0uxK7KnB956U/jDM0I8Bj94CC64gHxv9PzIBiu0Ealvns1zLPhcgasnnIbnuYzGjVN27hA++ljIZmFMnVBa0Z/WG2XbVuGZZ4XPPvPkwp1L/NIjfkB+0KHs7P1eDAFB957AAm/bwvhmKCmBDz+C7duV0qTF6DrBjp6JdyzOag4e9XTDO+/As88ItgX33gsLLvTOp+h+5XfDKhzlbJ6jZ7NsPBG9P7P3uKYGJk8S9u5Vlr8P6R5hdL1QXhmaRaF5PJIYhECCsPJYuAwtW4hGPWtakPnnmaCPd/t6aGEb31V/xtPtzyq8HtqaH9fCKz1dwnvvC48u9SwH992vzJop+e/Bwy+tL2e76NTQz4nm1Nk603oLz4JFSURpbhbuuQfmzoWXX3F4/k9ttHa1QzCr/DJZqt7jUxmnwpXs7+vC7l1eb/T33hW+9z245ZZA2fTPT0DyPajPPoIxKVywvcdTi39rWCaenfRuMJFIKpde5nWXOnQIHnmsmxXrW8lptteepzIXIV/GSMMjKqR7hOXLhccf97rmPfSQdz14HdHCbxOsyEdKQxLt41Hw19k6I/uwYPtZ6WPGKHfd5YVYvPa6ywuvt3O0s4185dig3lp+no0MBaZfstS/Hb1WlOKG4gWPL20Q2EHBCj0+2y/uUyQfN1sYm8BylemBV1+BV17zSh/dfItn2ZR8H/tBPO9Bp3dCzEgbjMLnDRKJJk5W7rxTyCUO8+6xl3BW57jrnJupSdTlHRfqKwWFsjEn804hR5PArh3w20eFrzbCoqtcbrxRqKuDkXR951114TAWoHgMQqEx0s8lqoYoqRQsWgROVnjxi7Us2/AOufr5LBx7CQUr/clTEH3BosbbO5uGN/8Ef3hOqayE224TLljgK1Sab5x4pj/eMKHgGTl+xEfONVuwaAvjm5XbbxesknY+7niB3OoO7ph9M6NKRgOuJydV/eXIyLjXDjmFM28hCdHdA1+uUXZsh4IrWCkrE2bNhDGNjFhheyoU6ZwCXdl23t64hmc/SpGMTOPee2KcO08QcUG9/vQjSVaASyZjsXUbdHbAhBaorPLmWrpH2LJNyWZhwnihtGywz3UgCMXDhfoPt7TA/ffn+PXKnby9Yw3xqMV1k69nVFlDaGF4apMmuHoVZfPRjbzw6W5WbJrOVReN4u57hMoKb/IWF6o/mwlZzEQ4fMjr31xZCc3N+LGCwsGDyo4dUFMjNDUJVj6GcEQMEsH9IB6HqxcLieltPPrl5zy1ejuiEc4bfR6xSOy4peNJHNKLt/MX3d25dt7ZvJrnPirFkWnccUcs323N20f8tcHIGXsnp2zdDu0d0NwkVFcDCOm0smUr9HQLEyd6ScEjC8lft5Mmwf0P5Hhk5W7e3v4piajFTVNvpr60wTeoFRaLI2HeDEJZpL5Zuxbefx+mTPYSA7ykIe8LONYKv38CHv2t8OFyZfmHwnvveZntEyfC+PFhYXL2f2mnSsFQWbAUZ3MZ3t/1Po+veZzyqk7uXzyT885JEIkEsXGELoiRw5Gj8JvfCK+8okyaKDQ2ep//8GHh17+G9z+AqVODdo9nO2FvQ9DC0NM6K1IxmmoaaO/p4q2tb5NzszRXjqckmsrPtVOJUfLi85QdbTt4fPUTfLT/L3zv/InctGgsdbXhuKfweZ3NSNGvTz+Fn/87tLcLc84RYr4L94MPhH//dyWbg1mzxevXHd5xhKAq2BEYXV1OeaKCT3evYP2hdTSWj6E2VUvEsk9hRIK5Hiib3by7412WrV5KWXWa+66exYJz40RixQlKXvGOkdNdpqdbWLYMXnkZWlqExkZPaTp8GH71K+Gtt5UpU8O1e0cA6vslxF98CJQlojRW19Oe7uK9He/j4jK+ajxJO1nQTem/1MuhxJCzcEI4Tsf7KhJxZfZMr0NR8Jq6Sm2NUF/fO9va0BtvxILQBCHtZHh186u88NUfqauo4MYFU1nQGPedIuGxFIp7JZ/9ZHrgq6+UVauEo60Fc3BPj7J+HRw4KHR0jpy5Vpzw4P+lgMSZWD6LW6elyLoO7+18n5yb48FzHqQkXhJ4GU9JgG5v3c5jq5ax6chGFs+Zz3VT6xmdCm0wguahR+HzHjkEKz5Xqipc1Ck8f/AAfPoZNI0TXCdw71ojQd8pkO+PDUmp4fKxi8hmXV7d+BpLVz3GLdNv5fLmy07+cBQsla6b480tb/DM+ueoLC3hzguncFFjxJOV6icJScFCPzLiNT0cR9m0SfhihXLsWCATXdI9XkWJbduFttaRYbkLUD8LPT8PFJAoE8qnc/v0OK66vLntTdoybdw9824aAkvnCFA2YSgpnOHYYjd40vsKSkuF666HxdeGd/Bca5HISI2vOxHK8e20XBQLEejJpXlr+9u8sOFFLIQlM5Ywd/S5WETIKxRBXUUZKZdBgGBZkExAKgkRu/CKJUIioaSS3uORQl+lXcLBKxOqJ/DAOffz688f4f2d71EeL+eqCVcxpmyMr6IW3JIFjg9/2Xp0K8+ue5bVB1dxRfPlPDD7+yQiyX7+dEOb8K3ajiipFMQTxcpkNKqUpDyLZ9gqN6LwhVXwsZPRFNdOvpaYFeex1ct4Zt0fiNsx5o85n4hl800hB8F87ch08OHOD3lxw0tErAhLZtzNRY0XINi+oin5dz25SipnF2JBIg7JVFAOCvIyNAklSS8ZeCRx3IJDIOjF3lI1gXtm3cOvVvyK93a8R4ldwk3Tb6S+pJcJOFjXBzHwIfk53NX3QS13r+EHfoaliOb1peBFEYhEvZZR4Z9YrK8+uiMcv1RM/k8gSKjqyXbz/s73eGL141TEK/jReT9kTv2ckLJpQLw5VaiW4D/tP2/Zw/uCPxMUSnt4c6axrJF75tzNuaPm8uy6Z3n+qxc40Hkgv62Kg+L6VRLyz/qHcNneup2n1j7F8l0f8L2W73LLtFtJREoYqd04+kLEm5O95d2Jnh/p2BLh4uZLuGf2PbR2t7Js9WN8tvcTck4W8rMPii0d/m+BrmwX7+18j6WrlpKMxPmruQ8xb/R5CBGCK8BIzL5l5Ylk6MhF8pOlsXwsD537IJeOu5Q/bf0Tz65/nv2d+70XwxEamg9kyutDvVMFhyODauEM7CXe3Vxw8QcyUJh8F/Bw1+oHEg0FunsZcN7jTC7Nq5te5bn1z1OdquKO6bczf/T5WPk7lRlnw0kSMuZ4XcAsJlZN5ObpN+Oqy3s73sV1HO6bcy8VyUrwO65413Vx3Nu2Y9t5dOWjbDq6mUUti7h28vWMKh1FUIxmZFnYDWcMhdJoCVc2X0Eul+WlTS/z6xW/IT07zWXNl+XnlSKIapHcVFXe2v42z6x9mqpUNbdMv5V5o88jYoW8QGZmGk6afIAGFhbjK1u4bdptpJ00b295g65MJ/edcz91qdrwLoX7cWCQsyT88rBkyKyLswnotKEnBhr1hYGE6mwOW51+YJHwikgKQe9vbn2DVza/QiwS5c4Zd3JR04VYllVkZR6uk9gwsBSuREGkIEKmVE/hobkPMrV2Cu/vXs7T657mQPu+ops7+R/Pjf6HNU+z5sCXLGhcwJLZdzO6bJT/JmJu6YZvhaIkogkWT76am6bdRGemg2fXP8eHO5cTitvyW7P6sjLTxZtb/szLX71EzI5x96y7uWTcJUSsSH4JZO5FhlMhiPMNq1tjK8ayZOYSptfP4NM9n/DH9S+wp3130X4SfuCXUOqris9wYgjEcAra3U3pwXaaMg41xwQ5VgJ1ZeSTXUJhuIavR9vbobMb/P6urXHhg441/O6rp6mPVfLAnPuZWjcDfynviU+RvBw1LhDDN+GtutWfQkExIy+hr6FkFPfPeYDff/kEL2x6GU3Gub7xu9T0CFHXi93MRITd0TRPbXmBj/Z+xHUTr+HGaTdSlajyK3EFtk1jczecBhp4egCBqB3j8ubLiNpRlq1exqPrnySWLGOq3UAqo/m6m21x4cP2dSxdu4wyK8UDcx5k3qi5XkCS53rzrPTB8c3cNJwM+fkoRTHtY8vG8oO5P+SptU/y0tZX6YwotzVfQ23aJup6O2osBhXlqB1BVAp1joepaBxQhVP9uo5FzeuzGeTPf2L203/iH3d00/SmRbT5PLj3Dqis9rYaMbX3ToNwNvDhw8iTT+F+9DEStXEQ3moWnpvjUlc/jtuaruacUXML+/buGjQkxngwryQvEcDK56kWzkN9BcsSEGsIXO1+ncBBO49g7vRK2ABoqWzhtum3QSLFO3s+pOPNd1iyVhiVVkQsdpYqj85WtrYk+M60a7i+5QbqSur84w7dBIziVKf+H/vw0QsxmmErW+DN8CwoxTJyIOfGELgewgTyMDQgqWiKy8ZdSo+b4cV9b/Ord/6VO1fAJQcsIq6QFeXtJuW5c2BUXTM3NF7FBY3nY1t28TH9B0Pj0/Ye9+K50d9YSEgWhq1uhXModKsbxLk4yNMz0HeKZRtYlsXY8kZunHoTmYTN+wc+wX33Q5asFeozgOMgTWPhrrtgxoz8WA7npfiAWzgDGRAoSLz3HvzqFzT/+Q2aMjnkmGDlPgEbuPEmGDNqeI7sQBEIv70H4cVn0V/8O7JqJfguoGyDMvq2Odz2H+5lfuNFg322J0FfwmvgiMWUWMyzZAQJLqB+fLESiUAyOdATsjjusfBw6F4Yk2um8FCklKW//Reyv/g97kbAAUTIxVx0bpyL/+HvuPui26lIVAz26Z4Uctxf/X2DL3zvqZRXkeM4d5p6WcHxOERjxfsMHENxHh5/TjE7xnUTryF2+AivPfXf6Hl9P9rmZa27QE+dMurWWdz1n/+Nc8ddPOBnfOqEFz/B3wPnbk2WQCzuv6dbOBdVr0FDJKLEz0hP+9MhdE0Ogen5dacwsWoCD0Zu59EP/jvZXzyBux6viqHrQn0dpHtgyRJ0xgyIxfMe9uHIgCqcvUWzbtiA/OTf0HfexspmvQgHF1i1ktz//n85Qhftty7GjcXAcYfvKPcDCqAu2ILlQOlrr1H7k58RWbsOXEXdLDbwnd2w4P1urO/tZWvdVnKui7oO+GWSBg/XT3L2V8G+CyGVLKE6VkNPa5yjx4TsAH7tliXsP6AcPOQiKthWYcZatmLbQlu7sGGjEo0JjjMw5xWsix3AlhykjkKiFcX13TQFS+NgoX6CmriK2ookEkT37+GuD44QW5Ojyt/OBZpz8Hefd5P9+DCtC7dzoKoMzeWGnItSUdR1ido2NakaYm4lhw+5dPUUx6L2ZwtYC0Fs2LwFuru8ORr+ri0LXBf27fWaZ5SUgJuTXpU++hfBRaNdSMkhNJJBXPwJOYS+T1WwLaKuMO3LfUx7t4vKIy42LgpEge/thYs+6ESu28nW2m3kHAdcF1fAKlxkg/UB8tdYEHJSGk9Slailpz3BkSNKzh04N78IdHcrB/YBCBLxzhHAshTLUjo7hU2bhbJK71Y1MAR2aAFxIHUEEscKrmz8Ki6+p3XQUFDxBsW2oyR27+fOD1qJr8lR44SWDfv2wyO/8VaTTeOgJo6LFwYyHOtjD7CFs7ACU0Da29BtW9Fstuh1UaVz80ZefPeXvFHzHpmYjZU9wSFHKn5ciEYFKweXv7ueuzavpdYNkjM8qlCc3Xv57bs/5cPsc+B6SoE31gMmBU5I3kbkKLjKhZPmcPOE+/ni9Raefwk6ezRU461/EYHOLmH1SmFck5JIFF6LRyAZEzZugh//K9TUKAMTuy2Fy0aBeBfMeg6mvAGWAznLd/UOLl6mL57yZUE2EaFxRys/2rCSc0KWBlElCSS7hXdWvsvSN49wtCaBldUhl4uhCm4mR1VpKbedcwtNndfw1LIEazcAUmiI0D/jH4QseIrGrp0W+w4oyaRg2wXLaiIB2azw6quwbbtLNCqheTkAA+pXEmH0euTcx9DqHZCz8FrjDi00IkQdl+8u38o9h7uJE8hKxUI8WblnPw+/8298knsOybmI44crD4HWg4HHRR1Fcg7nT5rFTS0PsOGdiTz7otDW5YdWDMD3LgKZNHz5pTC2CZKJgpU1GhGSSWXrNuGnP4WGhoGSlSFUPFk542WY8jpEeiBn5d3RQwNv8aBRoWlnO99fv5pzHW8+akhXkgMH0N17kGwuH90+DHVNYDBc6oVIGG8SSiF3VaHo5qpYWGJjiTV00umHCqKAhauCZbnezU/DLpWCgOzKdJBRBxELKQp2Hxqjmk8SsRTbsvJB1WKDbXlWnYHAEvVi5cTzEGl+Qnq/g7BJC7AtwR1IyRV8tZagYnnft1go4iU1DKw3re/z87PORMD222Cmc+n8ian6VnVVHFy6ct3e92xZiJ/kNpRQFMRGLCsvp8A3dFlePK+ioQ5dZ/oE/BuL5bnNvfkYrtjhyYDgZi6WhWWFb+4DMJ7qp3UKiG99VSJD7JuEoF0v4pJ2sqSdDPE+NuvJpsm5Lt6we+0w1XLz1rHBRvHFvIiXRCLePLQs75oTiwFRqiwBsRUJFj/5e0+gLHlnYYlgW6A6cIqeQlBrPS8nEdurRqBDR8rkFxDiea+6nR6Kr+3jH+XF/OCvf06LAVc4w+MkZeUwfgK6YydkMt5looBlUTpxIjdd9iOuvHwxbiyKPWDuy+GBG7gIIoK4DiXtf6Lyo/8La9cjbmC5VIhFGTXzAh64/J+44+LzPD11AF0vJ0Lzl1Hg4vDOqDSZoDJaQ+X3lLkLFNe1kAHSi0WUA/vhX38MO7ZBOl0420wG0mlh8mTlP/6TMGsOA+NSV/UtLIHrvASSN0Hicv/1oAi1p3oOFp5ypqhaWCgaixDZtZeaj36CbnkeOjs916v6zujaWi5ceBdTrrgPt6oKcQbfStsbxcUFopZQlawi5sT4m7+DrjR+KR3IL6HP8MmrLwpt32L11tvw858LPd2K4xRc+ukeJRaFKxYJf/UDpTQlOK4OqPtXVSAyHSn5T6id8eJKh8hiNoxaQC5HWdsbpD74P7BxM7jBRawQiVA38zweXPTPdF84z3Ojuy6uKKKn0ou9/9BAcqpQEk9QFa+h/kpl5lwh54cfBUnM/YkIdHcJ//p/lI2blZ504bVczqWn22J8i/D3/6jMmxt4AvofV73rRVRQqwRJXAuJSwiq3Qz2fa+A+vNKEEuwd+2nZuXPcDc/i7R3FEXnSl0dNI5Go5FCIM9Q+RinyAArnL4UDYThlCnwj/+AxOO4f/4zTjqLbVlY58zE+tu/p+6Gm6irqx/YUxyufK8K0lH46U9xVq7wPJu2jVxxJbG/+wcaFy6CitLBPsuTJl4D1TUDfVVZVFZATQ3s2B66FyG4quQcpbRcmTQFxjcP1Ln1fh8LqPV/hjgTx8Hf2mi8FJ58CtrbANAxjVjf/z6V995H5bgpQ8XQflIkU9+8zZlH2bYNUknBcX0Fz1+6O45nWRw9ymXaNMtvxzoY5o8S/2cYcHUVuAn4+c/hixVefkDEhksuJf4P/0DjxVdD6aB80adFotov6DLQqEt9A2zcFMSze/PSVcF1IVWitLQIEyYM9ImFPXjDRFaWtMAPo6hdgv7+CZy2Y543rb4BHnwIbrsdysvDZhqGo9Y5sGWRAmVTfQt8bQ1csxgsi+20sPKDbppabOb8YC6RO2+FyhryfsxhOLgDgoIrijWqBm67FcfJsPaFX7O5fQezRs9m4pK/hsVXe01vDd9IOu1ZMz13Zmje+e7CXNZL3jCcBFGBC+eDLUhVFXrwIFg20jIe7rwTJk0Chq13aAAIRsaiu9vFdQpxowF+PWjSPUI2o3jt581o9klwLxldh95+m2cN/OgjyGTRZBy98irkmmsgmfjGQxmgs8ubd32V6mcuGAAAIABJREFUChMBJwuZtLm6vxmFqKAXzEds4Ug0y6erXiNmRTj/otsp/f5D6NQpgBcDP+QS8k6BAc9Szz/2lU6JxdHvfZdVhxbw410u37tKmHZHimhlKYW6d8NzcPuTcAHZ/OhUV5O9Zwl/aT7ECxue52/Ou4sJ869FEvF8qlYQajdso477GVXxSlLAcWMk6k3aYdzoYcBRBObNRSe0QDbrjWk8jlZ4pZDELChPSP7eguKq5edTB/jjFSQuqaCuFr9mKEIlNH7l5XDH7eh113pJlJYgZeVoMmFG7yRRtfKhH2GHuYTiOI2oPDH5ZEM/vlgEOPdc9pU9xG//sovyRBlTrnyI0rG+spn/z9t7OF7nA2vh9BMJglV63iwcT9BRm2B3Ao5VglTiv06o4sjwHOD+ImjFFtyVVP1xLa/i2Ngadh+N09HUgCSS/vb4g6n+92BGsy/yhYp7K5uuhtI1zFw8OXyBattoTU3xghO8+FQRo2+egGJr5okGyZ+rfiKJ4cQE0c55Tb60DCkty4+s99tMxpMnbNE0Y3bKBMqNFIxHRGwyjQ3sGZWiJ1mB01BTdJ8vzNDhOd4DGj0lRVm/we3IywiMpaE0B7EMaC68LgrW9cNzgPuLQgHo4IbtjY/lZIh3dpPqUSJ+i0tvB/JLJFG/7ZuhD7TYauwjIqEyOGYunhx+t6b8XNNii0eQeGNuVt+IFtJFer/gZxiFeoMbE3zfqOZv8nqCknDm2v72FNTQrxvNET5HNWz/FcI3ZKunm5LuDKmuLFY6523RryXYBo6BTRrqdSP3VaT835Y/7mHtfTAzb4cy+RVl8S/vpuS6WK6L5XplU4o28HYeoLMcrvhu81D9Ce++Hl5bht2X/jaqbDu2jV1tuz2lXoSmyibGVTTnj+wd0nst5+bYfHQThzoOoapE7BgTqidQ77d5PBu8zYEbKLCpD+OPMuCE7Ef+Py16Nj8HpViwih/YWcik9+bulmPb2Ne2G1cVy7IZV9HE2Iqm4u+k4MfPv1fWzbKnfQ8xK0p9SQO2ZYfCnYbRBM1/Lul1jyn+bThF5HiPUN9GIn+uhKZMW7qVjYc20JXtQYDSRBmTayZTEi3x5zAF6x9wqPsQmw9vJpPLgig1qWomVk0mHokVv8dQp9g/XvTYcvwf16F3xfzhLkEHvCzS1zHC1zxnDDOOp09xrUO/KCeeYURFQnamYmGhKHva97B01VLe2PgGOIplR7h2+jU8cO79NJSM8rZU7zg5N8eWo5v4909+wec7VuC6DmUlZSyZs4RbZtxKSSTl15AbwA9vGFIcpwgS1JQKq0heowxxg0zM4KVCqIKi7G7fzdKVj/L2prdwci6xWJRrpi/m/jkP0FDSQGB9zpffwgU/bnT9wfU88sUjTK2dyr2z76U0Vpp/78EvsGYYVCSIay9W9Dx5GbbHuUUuZBAyTpr3dr7Pw589zKGjB1GguW4cf33B37CwcaHXxz6Yw6qknTRvbHmDxz5fRmvHMbCVmY1z+Jv5f83MuhlErQhni8DUszT+dUgpnAbD4OJ6FnXt7QzSvOVdPOlH75X0uoNreGnjK+w8tospNZP96gEuG49s5LFVj3HztFuYWDURBNK5NMt3fcAbW/7MsfQxJtZO8OxXlvL5vs9AlCvHL2Js+diBHgDDkMOrH0jQ2OE4y7vg4sfH9zaH+w/XHlzDC1+9wO62XUyonoilgtrKhkMbeGLV49ww9XomVE/q5Qa1yLpZVuxfwcOfPMwr61/mrnl34QYWl6CgqmFkk0+iDNnj/XlaLEOtkDNI6Mp18frm13lr61tUxCuoqavyCqDbDs+vf5727nauaLmSVDQJCnvb9/Dm9jf5Yv9KGsoaGJVsAAt6st08ueZJrmy+kismXEZUYsedomHoYBROgyGPhetCVzd0dbjkchaBIHUVujuhsxO/8La3/sw4GbYf284fN7zEqgOruGbidVzVsghLvBv2a5tf5dWNr5BzHa6dcj0zaqfiaI6vDm1gV/tubpt6C+c3LsAS4XDPUf7vRz/hd6t+R3PFeKNwjmjy/bcAIZeFzg6lp6fYAZzLQme7ku4Rvz5nYf+ck2PL0W28tOElvti3ipun3sRlzZcTtSJk3Swvb3qZN7e8SUaz3DD1BloqmolHkvk4MVdz/Gnz6/xm+W+IEqUsXk7EioTe3Vg3RzKqQnfal4m5wkxwXOjuUrraIZcrnpMqQmvPUT7Z/SmvbXyN0ngJ/3zRP1NfUo8gbG3dxqNf/Jan1j5JVnNc3nwJlYlqNh3ZzCMrfsPkmsn814v/M3Ul9Vhisfbglzyx5kk2HdnAxeMWEo0ahXMoM6QUzrPRhGwYXogNyaRSUiJ+EW0AxRJIJIVUSonYnhIAcLDjAEtXLWXdoXXcMOUGrp70XWpTdfnjXT/5ehzX4bUtr5NzHcad//eUxsu4ZNylzKyfwaz6WVQlqgAojZdjicW+jgP0ZLsH9oMbhijePLMjSkmpEM+XiPTUUTuilJRAPK55JTCIwzzWc5Slq5ay5ehmbph6A1dPuprqZKFC+LVTbsBRl9c3v07GyfKjeX9FfSTpdWnBpTPTSXu6AyfrkIgniFp2KOBxmMTKGfoNAZJxb/7ZdigG0VKSSSFVApGg9WU+zt3lg53LeeSL39BSOZ67Zt7J7IbZ+X0rk5U45zj8fs0TPLX299Qkq7hk3KWknTRHug4TqZ1BU0UzJbEk3bkeZtXP5qFoimQsRdQ2yuZQp58UznCemkff5Sb8V4MYED/2uHil3vuwhVZ/BsOZRSkrgWuvg/PmC83jC8KyrFy44SalqxNGjSrs0ZHtYMXeFWQ1wwWN5xcpmwD1pQ3cOOUmXJRUNIklNrbYzKqfEXpbb+K7mgMRIpGImd8jHj8lR11ELCZPhvu/Dy3jlVg+P0KZPgMe+ith6hSXaLR4znRmu/h832fErCgLx14UUja9ed1YOoobp9wIuCSjJUStePDW7G7bzZvb3iIeS3LrBbfx5b7VdGd6cNycfwTrBDLdMFKIxZVF34FpM2D8eL95OUpFuXDjTcqxY9DYh5Nm67GtrNi/goXjLmLe6HmFFxRidoyFYy/CdR0+2fMxpXGvXq9t2ZQnyimLl3Kw6xCvbviEj3d8zNSGadw++1bKYxWFg5g5OWTpJ4WzkOWYd7qEMs1OtLkVxCj1uV04w63g0jSTy3DmEEpLYfHViutCPFFwX5aXw3XXCuoSsjKBWBZRO4rjODjad6mV+tJ67p19D6pQEgu3//PntAjt6XbWHFoDwDn1c6hJDoN2bIb+x5d1kyYKTU1KxIZo1JesAtOnwoQWJRIRIlHJJ/7g/47aUSyxcAt9WsnLTIXRZaO4d/Z9qCqpaGFu7mrbzaMrH2XBmAU8OO/7/PSzn9HjpHG8Hoa+MgyISRsaqURjwqIrvRbAgUxUFcrK1ZOVCvFo8X1aVYlYEeJ2DFRxXIeIfXwllQVjFzC7fg7JqHfgiB3BFotth7bw2ubX+GzXJ3y27VM2t2+hMlXBhY0XMaqsAUtMVZuhTL8onMfrjEGAeW/BFCiOLlHbwrIU2wbbOkG5DQn/MkLOcIZRRSxIJqEw/7zflqj/fPFiR7CI2VEyTpZc0U09OKZ34y+NlYWfOs4jufHIRh7+/FfYVpQHz/k+k2un9McnNAw7PCUyElUiUe/vAkokKvnnj88ZF2JWDFWXXH4xFEw8FxULQSgLzU2ArJOlNd0KClXJaupL64jbcSwLJH9DN0lDIx1RSCSC+eTLRfESK5PJQEYWl0ISEWyJELNiXmJlH4t0VYhaUSoS0fxzcTuOusJbG98m5zpcM+0abpl6M+uOruXpdX9gf+d+vj/3QVJ2sv8/uOG06ZflQFFB0yDL8mvNm4Jlg1qC5fes7nu7sBJgIj4N/UHvpVLIQt9nqIdfKOlElfT72MVbexU3KjzcfZiPd39Mxkkzq34WZbHS0zh3w1mHhnN9w4sd7+9wkfe+LI2uX+C8+Bj+1uFD+Y8zToZ3drzDO9v+wncnfofrplyLJTbd6S6iEsMSO7ST9PmehhFCH3G8+UC6vLy0vKlVtJniah+L8+AYfUwpRx0cXKpLapg/Zj7XTL6Wa6Zdy7mj5rL96FbWH1qH4+S+5Qcy9Df9ljTU2qasXy8cOuyVmbEIahyGELAscFR59z3YsR1WfKG89LJFSUoomj+iXi9c9TKGm8bA1GmBNcpg+PYE86vQ1cH1yhUhIG6+XExYejrq0pXtJudmPTdRH6RzadYdXoclNlOrp/pFioMSS7C9bTtrD65lUtUkZtXOxrL8m7oJRzIct8DudYPvM3nHr6zgOnRnu4nZMWJ2tNc2XohTT66HdYfWY4vF9NppOOrwp82vs2zl43z/nPvZ37GfL/Z9wY62HSQjST7a/RELmy4iFU0hWqjdaRh5eNWQ1FcQwxG9fsH2Pq3ukMllvELvYhM9bl567OvYz47W7TRXjqehpJ50Lo2S47Ipl/LAvO8zunQ04FlIo3aUuJ3It2w2DF36LYbz4AHl908oH3/sPyN9FTJVLBFULY4eVZyc8MUK2LsPz+Lpho/o/XMVHAcWXw1/M8YonIYzhwS14vIFabxVuidPQ67EkACNSITKRAVHuo9yqPswjut4BYt9cm6Oz/d9xrLVy2gsG0vT/LF5hRPgYNcBnlv7HCsPruKOmXdwybjLvC4bBGHPRuscuaivzIX7J4cVT685gZdzFp4n3u+IbVOVqKI7283BrgOMq2zGDlkos06WT/d8wrLVv2NcZRNjyxspj1dQFi/DyWV4ad3LfLz3Uw527mfH0Z0caj1EfUk94yubmVQ9qVcsvWGk4XUAClvYfdTyZWbBOq+q+YVJSTxFZaKCzmwHR3uOUp2sKTruoa5DPLf+GT7fu4L7z3mAhpJ61HVJ57IkoinK4+VF2zvq4riOadc8DOg3C2dZqTBnDqRSgeW9j5ifkIc8FhfiCSWbEdI9fXYNzgtdx4HpMyAR76+zN4xsQjfu43S94idqS2q5Y/odvLbldZ5Z9wcSVpz5jfPzr3+8+2OWrlqKqw5Ta6YStwuTdn/nfp5c+yQbjm7gyvGLuG7y9ZTFw/F0Rtkc2YQd4XLcc/lo9j7j46EqUcUdM+7gz1ve4HernyBiRZk3+rz868t3fcgTXz6Oqw4za2YQs2NEJMLVkxaTipTS1tWGa7tsObaZwx1HGFU6ipkNsyjzM4fzvlIzRUcmx827oiQL+poYgrCgcQEHZx5k/eENPL3uGe6ffR/JqGc5Otx9iKWrlvLxro+Z0TCThtJ6wFMqM06adLa7KO7TFouskyXjZPtwoRqGGv2UNKTU1QtLloDjaCizvO+tUc+AZNteTJLr9G0NVcR34wjRqBKLmRuyYTDQ/M22Il7ONZOvJScuL6x7lhc2vsi+zn1YapFxMny850M6Mp3cO2sJV7QsIhFJ4KjDnvbdPLH6CX768c9orm7mwqaFLN/1IU4uQ2Wqkul1M6lMVA72BzUMY0piZSyetJic6/DU2qd5/qsX2Nm6i7jESZPmgx0f0JPr4a7Zd7Go+QqiVgwE5o6ay+y62eTURURYvvN91u5fy4JxF3D7zNtpKKkjSBoyMZyGkyLwcIowrXY6pbEyfrniYT7Y8T5xiXqF3FXY2bGTT/d8ytTaaTww5wHGVTQBUFtSz8JxFwPKHze8SGWsCkRZf3g9U2qmMLthFhF7SJUVN/RB/3xD6hV/TST6WpX35gQZ6SfcjpPc3mDoR8R3E6lXeuaq8VdSES3n92t+z/98839CViEmzB83nx/N+xHzx5xHIuKV+Mi6Wd7d/g5Pr/4DR9qPgMCvPvsFbs4h05Pj3OZz+KeL/pNROA3fmngkzncmXkV5oown1zzFq+v/HzSn2DGL85vm89Dch5g3eh5RO+6Hiiq22NgRm8AWX52spqGsgbqSesrzpZN8eWxEseEkEIrrZ48pa+SB2ffy4oY/snTVMtraW1Fxqa9o4KYZN3PNxKtpKm8imFxTa6fwj+f/B/648UV+8ckv6erqRG2lpW4Cd8+6h4vGLiBhJ77mDAxDgX5ROMPxmicni/owy/eiOIapdyyTwTCQBGU+1FM6ESrilVzctJCubBcNiQZQxYrYLBx/MQubLiRiRfMB9BY2TZXjuH3WbaAWKi5dTheu46A5i5baZipjRtk0nD7hmLmKeAWXN19GT66HMclR5ByHaCTCwvGXcOHYi4hakaAPjF+IoTjRo76knh+c+wNGlY7CtiKh9zhR0pLBcDyFeE6wRJhYPYlrJ1+L6zr+wlsZUzmGxRMX0+RbNsHzbaYiSWbUTSft9ODmlI7udrBgYt1ELh53MXUpU7d4ONBvNuiiMhx5mVRc2/C0j9frGYNhwAkC4qUwnxPRJIsnLWZRy5UE8zNux4hYUX8X77moFWFB40XMHzUfS7yyIY7m8M2m2JZNzDIByobTJ5w5rigxO+7NzfFX+s8JcTtO1IqQVzADF3kv8Ty6dBQ3TbsJCws7lDwnJmnIcNIUEowkpAtMrp7E353/t7heFwFsyyIeiYfKdwaJR94T5zTMYWrN1HwcZ8SKkogUZKVZ/gxtBibooSiI+FQslGb6GIYqfVvlo3b0hKU+CjH1QkyiYJ1gO4PhDBJYK6NWlGisrznXaxHfS+RaYveqv9nHPgbDN9JXwptFMlpywk17xwhbYpOKpk7qHQxDjwGPslUVXIdCv/Q+ZojmGxMJIoptn55V1GAwGAwGg8Ew+AywwqkcPCQsf1/Zu8/vKNSHDplXL1VpaVHOXyBUVhhl02AwGAwGg2E4MoAKp+dCP3gA/vCs8PkKsEVP2KUiiN246iqLyVOgsmLgztRgMBgMBoPBcOYYQIXTUyxra5XrroW553oWzr70TfX/E4SJk5XySuNSNxgMZy/fJN2OaxFoxKHBYBhmDHgMZ329cNttflMAka9JcvSDii3Btgp/GwwGw1lJUGqLoAt1KGscKPTuC/J2/axfIxsNBsMwYMAVThGImIYABoPBkKe47Fuh6nDw1HFKpf+cqvs1XdwMBoNh6GBUP4PBYBgCaFCq0K8/qK7i4qJ99IgWhIgVQbAw/nWDwTAcMAqnwWAwDDq+0iheg4A1h9bwxZ4vONJ5hKzkAEXFj+N0lPJ4OZeNv4wptVMxyqbBYBgOGIXTYDAYBhmvFSWA4KrDG1ve4Jef/BLLFUpLyzzXuW/NdLNKZbKCtKZJxlLUl9QTt01nKoPBMLQxCqfBYDAMNvmWkeCow+623XRmO7h+8nWcP24Bqg6K1wbVcqA928aq/avY276P+895gKk1U0IHMy52g8Ew9DAKp8FgMAwyYfXQ9ROBmqtbuHnWrSwav+i47fd27GX5nz5k5ZY3WDzx6l4Kp8FgMAw9jMJpMBgMQwwBIrZN1O6r9zlYYqEKGTeNg+s9GSQXmax1g8EwBDEKp8FgMAwpBAuLXC5HW087WTeH67qAi2XZWGLTmekEUUqjpUSlWIwbh7rBYBiKGIXTYDAYhhC22MQjcfa37+OJlY/z5YEvcZ0cWJCIJIm4EY6mj1CdqOaC6efTWN5Y2Fm8ovFG5TQYDEMNo3AaDAbDEEJEsG2b1u5WPtyxnM3HNqG4pN0Me1v3k+5JM2/sXH54/o+4ZvJiSmIlwY6gvoXT6JsGw7DEFSUbhVzEQvMXclCl4oR79XpdUfXah/defxY1LpPQ/mqh/t9h8eFtdmYWsUbhNBgMhiGEqw6ZXJr6snoWT1rMeY3noQhHu4+wdOVjbDm8hUUTr+Ky8ZdSEa8o3rmvrkQGg2HYIArRHERyIK6nHioWqCLiqX7qOGgui4pgR2KI1VsZDTRNQCSkNIba44p4cd8iuAiW+CqlKm7OwXUdLDuCRGx/714d0E4Do3AaDAbDoFOwIKi6ZJwc1akarpr0Xb7TchUAPbluGsvG8Pa2t4lGbPa07aUh1YBt2YN43gaD4UyS6oKZa5TSciV2aeF58a2dArTt3sW2v7xDqraO5ksvIVZaCvhSJKRT5v8W0HADXQ20S28jK6RFuo7L3hWfc2j9ehrnz6d2xnQ8RVMK73Gan80onAaDwTDoFER4YEdQtKitZSKS5Lop19GZ7ebHn/wY13WZP3peYT/fAmIwGIYvZW0w7zMoHR2lxIkBXqvbgpIIrTt28clPfkLt9OmMOndOXuGU/H+BDAFEERdfqyz4zItDb0Jyw4K9n3zCl088TrKsnNoZM4rOT76FxmkUToPBYBhSCI5mSTs9ZJye414riabI5tIc7DrI0e6jlCcqsMQyyqbBcBZgIYgKbleWTHsHJfX1WP4CVBDcXI6etlayXV2ok8t7yZ1MmkxnJ+o6qArReJxYWYm3lyWo65DLZEHBjkexAs+IuuTSGUTAisbItLbSceAAnfsP0rZ/H7nubiKJREhJPX05YxROg8FgGGTUz/YRP8s8ncvQme3CcXNFW6HCpJrJ3DHzTtYdXMtvVv6WW6bfwvjK8aCaTzIwqqfBMDzpromx8jybw5+tJP7k71l4xxJKJ7UgIjjZDDs/eJ9dy5cz6brraL78ChLV1QDsXP4h6196kXRXF5YrjJkzh5l33UmiqgqAntZWtr/5Frl0mvGLrqB01Bjv/Vpb2f7W20SiMermzGHHu++w+Y03OXb0MGueeYZkZQWTr72OWHm5Fxn6LTwpRuE0GAyGwUYLfioRmym1U+hx0tSV1PXekMlVk7lrxhIe/uJhNh3ZRHu6Lf+qeDqpwWAYpvRUx/lyToRVr61h9KNLmT5lJqUTW0DASWfY8uc32P7W21z6P/4HE777PbJdnezfuJFtb7zBzg+W05POYLtK5ugRSkaNovHCCygbNZqeY8dY98wf6Glto3bGjLzC2XXkKGv/8AzRRIxUQz2tO3ZybNcuejo7OLp5G0e3bieXyRDzz89YOA0Gg2EYI1h5s2TEinDjlBu5cvwVjCnzamzmrQqiWAKN5WO4d9Y9tGXaaKpoKkTyq7FuGgzDGbWVTFToyrh0H2lFc04+q0fEwu3JkG5rI5JIYNkWh9at57Of/5RoaRmX/Mt/J1qSQkQ4sHIVXz6+jK7DBzjnwYcQhGxnF5mODlzHKbyh65DpaCfTKcRKS5h84/Uc3b6dLW+9waxbb2fqTTcRqygvnB8machgMBiGNeEM06aKptALYReWp1VaYjG5ZnLxzkbVNBiGPwrRrGJnwYpEsBPJ/EsSsbFSSVxVnEwagK6DB9n18Se0fOe7TFq0iGiQsZ7Jsfq3j1IxvgU352BFotjJFNFMFjtURkmwicYTOLkskWSK2vHjGT1rJgdXfcGYBedTN2N6cFre9n4ppdPBKJwGg8Ew2IgWKtx5xfDIl1vOl8sL0gZCNfaK9sHonAbDMEezOQSlYdZoGrtn0bFvL8c2biJZV8fhjRvIpXsYe+ECSusbvB1si2gigWVZqOvmj+Nms1jxGHYsjiUCuHn5oBSqX4jluUUs2/biwF0XJ5vFdRycdDp0Yr6MMi51g8FgGL4o4pcb8YW6Fl4JC/jijh+FunhQiN80OqfBMHzJdadBlOm3X8ls50r2/PkzjnUcpfHihaxatoxMZyfn/eiH1EydBnjiwYrFEMANK5xODjsaw46E1Tyv+Hu4fLviyQ3FC9dR18XJueAqbiab306ksP3pypiv65VkMBgMhm+BqktBJdTQC76g1+AGQO8ien4zkCB2K/Qkoe3Cz560snmCczIYDIOOOg6uuFRPbqZm2mQ69+zl0OZNdB8+xMEvV5Pr6KR60mQiyYS3g6uoOri9jiNioY4LvhKqKqgbyJyC6heUVBMkfwwVRUWRoqYSnqz4Ngtao3AaDAZDPyFS3N84/+MrhwNbO7OXG95gMAw9xPN2pFvbsRMJGi9ZSKy0jMMbN1E7bSpjF16EHY3lN3dyObIdXYjrYsfj+eftRJxcTzfZ7m5UFdd1vdqduRx2orBdtKSESCyOqvrSSREFy4oQK02FTiyQZae/SDUudYPBYOhXPAXPdYWuLqG7G7I5vHgpz5E1QCt/yVtCIxFIpZRkEo5rw2wwGAYNFVDHJdPWTnJ2HePuWcLRX/2MjS+/zMy7bmfK9TcSKyslcG5HEwmSdfWourTu2EGsrBxB6Tp0mHh5OfHKSkQEO2qTqq2m85BL2749xCsrAGjdsYPOw4e8vun+P1WHdEcnx3buovvYMRLl5Yhlfet+6kbhNBgMhn4kiHk6dkx44Xnl08+E7h6/0LsK7gDFXXqONC/jPZ6ASy9TrlkslJd/464Gg2GgEBsXxXFdIqkUqZpRgKdMJiprKB012t/QszTWTpvK/L/+IXs+/Yz3/tf/Iuc3tYxHo0y+/jrGX7kIKxIhWVnF7CV3s/PD5az63eM4rkNUbDqPHGbXF1/QfP4CrEjUT0JK0nb4MJ8+upREaSlTb7mVREWh8LvJUjcYDIYhRKBoBok+Bw8pzz0nLP8Ipk6B0lIvy8dl4JzcIsKRI8rGDUJHu3DxQozCaTAMIZxEgo7SCLFkHCdigwt1s2YzOZOlbMwYfyv15IYq5WObmHbjzTiusuapp+nu6kTUYdy8+Uy79VaqWloQyyJaUkLzVVcRryjn0189zLHtO4lFI6i6jJl3Hs2XXUqsrBRLLOpmzGLCd79Lx969pFuPoU4heejbNFM3CudZhmo+2yBfQMVgMJwO6qfzKKJyyoJWtFAeU4CeHujqgRkzlP/2X4QxY8F1/EzzAcjdERSxhTWr4X//f0pbB2Qy4WzV4HN+m3cxcaIGwzcTlD1TX6z414vjEtu/l9H7O6mKx4jsPwiNdUy67lrGX3aZ7wYPyqMVdoukkkxevJj6mTNxs1kESFbXUDm+GfFjZhTFtm3q5pzDwv/yX0l3dHh92y0hkkySrK4iVloCKGMuOJ9FLc2kOzoorawgXlrmn/e30yqMwnmWIUI+Iswa0IQEg+HsI9+ZPJxBftI7a2F/vFjJkqRS1ShceBG23/3QAAAF6ElEQVRUVwfH+zaFRk7phAAlmYCxYyEaDep5+ko1p65UH69gGpljMHwzgWQILfhUkc8/Z/Sjj/Dg6nUkrBgVa38N9/+Q5IxpUFHpbUffV1mqupqU31e973f09oolk9RNm/o156bEy8uIl5d9zTanh1E4zzJEFTSHbVkkYslv3sFgMJyAvsR6kGl+Kvu7gEUyKcTiSjardHYJ1dWDUZJISPcouVxfOnSoP+YpfUajZBoMp40AWZCVn8Ovf0nlsqf4Tkc7AJE1j6FEkCVL0OkzIRblZLwI324J23/Xs1E4zzIUIadKW3crGw9u4qvqDVgC7kD47AyGswhVvwuHa0F3LXRVej3PT1Ygi3rHACIx+GodtB6D+gYBDSI3B15ZcxwvqtS2IZuF/fuVo0e9+M68U0RPPnVdBYh0IqUHINKNurbRQQ2Gr0UQVS8j3baI7TxA7cMPU/bUC1jt7YWqFQf2I48tQ5MppGkcVFdzMhfXGbv8zrDzxSicZxm2WCSiKQ53HOE3nz7CO9v/glhBsVeDwXCyKIJEXUiXwJe3wVc3Ipn4yVcvlsIDS+DIUdiyBZrGKdFYIa7K22Kg8tSDXuyQSsGRI/DyH+HNtzyXvwi+Bnnyh1QLGLMW5j2C1GxDMzFfoTYYDH0jiAoqihMTxuxs474PV3Lp4SNAvhWEF+W5ezfs3Am5rP+afmt5cbJ6ZCAKzpR0MgrnWYZl2cxumM31U69nz7E95NxcUX9Vg8FwkoiA44KT9UyBGYUsp9AuI1AmLcSCbE5xXa9kiTWgimZAcPcIfnu3rpwDuawiln+DCycxfNMRgztXzkWdHDg5xAV1zQLXYDgxiqogIjiukHWz4Lr5gBbv8vOuRVWwtJBYWGho+w3X6NdsIiexDfjXN1+/zalgFM6zDEuEC8acx6TKCXRnu3Fw8lYUg8FwioiLuBH0klroip7avmoBilhKxIb164V/+ynkHEFsoKgZ3UApnkosJlgWdHcINVXKffcJ11wTnIWXOXsqpyMAsRlI6b/gRtOIK6iYRa7BcEKUfFKhWhFiuw5Qv+4RdOeLcPRI3iMpgIwehTY2IhHb31X8UmvfwMlcw9+0zRkWS0bhPNtQoSxWTlnMFNczGM4sQTLNqUjhQia4ZSkV5ZDNCm4OBqezsKCqOI6QySmxKIwerYweHZxncM4nS7BPmf9jMBhOmYpp8MNylDgs+x3S1QGAVlfD/fcht94K5WWEq/sOR4zCebYhvW6JA1VxxWAYEZyqMlYofZTLQmc7rF2r/Oxn0NAg5Fw/WmuASpjZomzaLKxdC/MvcPM1+k4fIZ8ZBUbeGAwnS359pxARuGAuog9BKoUePOBVnGkeD/feg86alXely7fo9DPYGIXzbMOfi0buGwxnitMN05ei67CkBCZMFHbsgj++pEQiBffYQAS9eGFhQiYLJSllymQhmeq9heOf06llqXuf0fVvhEbyGAxfj/rGoV6F1M+dB+ObIZfzXovFoKoqv497Slfm0EPUpC+fXfh3OPX/CBeeNhgMp8vpLOHU38vbr7NbWbdW2bZV6OrwWlqeiYzTUzgdVMCOeArn5EnC1KkQj/sv5rc7nW5DoU9iVrsGw0ngetdMH13MioNbQjf1Ye66NAqnwWAwGAwGg6FfGc7WWYPBYDAYDAbDMMAonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfsUonAaDwWAwGAyGfuX/B0YCx+FFatRJAAAAAElFTkSuQmCC)
Vout = 127,3V
Vout = 106,1V
Vout = 90V
Vout = 21,1V
Vout = 63,6V
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 470 ohms e o resistor de carga R2 = 1,5k ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 5,6V / Iz = 3,73mA
VR2 = 11,42V / Iz = 7,6A
VR2 = 5,6V / Iz = 16,27mA
VR2 = 0V / Iz = 0A
VR2 = 15V / Iz = 7,6mA
Considerando que os diodos do circuito são de silício, porém possuem especificações comerciais diferentes, é INCORERTO afirmar que:
![](data:image/png;base64,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)
A corrente da carga será a mesma da que circula nos diodos.
A potência dissipada pela carga será diferente da potência fornecida pela fonte.
A tensão direta nos diodos será levemente diferente.
A corrente dos três diodos será a mesma.
A tensão direta nos três diodos será a mesma.
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V e a resistência 330 ohms.
Videoaula suporte de referência: Circuito série com diodos
https://www.youtube.com/watch?v=jZdTm3YWR7w
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8+7r57Rdn/Pc/DwoXzcfrpp8FxcgP1NU0WaCIRFmiq63BSOI4zcE0BMsAx/ynxNDKG5jgY/OUGnflU2gZ/9xIFIQSNjY3b0k4VtLUNDhaaVoMnn1yJG264RcjfticWL94bp59+BhwnPeh/PT1AJkPR3OzAspxtN+jhAysPbn6Og/R31/V8ZYw/dqigylGaYtIBx638CXaecGK1Ycsb2Z4FF4dvhagAX7cuFNhoFSgF1bo6bcynhpqmYv/998KnP3069t57Cdrb2zB9egRr1qytejzbvF9APl8YqK9psvo6DqtzMK5Gd12BHc2WwnUdGIYDRWE8VQbVZJJs074NXpftAf9ggC3RlfzBD/78pfzGNXLjwvhFtSWp8cQOGVQlxheqquDYYw/DGWecgOOOOxy1tUls2GAjny/ANLfPmq1EOTSRXe8TCF30ZVUfQEzOKyOxXZBM1mDZskPx6U+fhoMP3gcNDXUoFNhIwx7+GYLEBOPf//43Lr30UqiqOml2Cui6jueeG981/R0BMqhKYMqUVhxzzKFYvvxU7LffnojForAsC+l0dsRsE4mJg+t6A+8hW7t2Ldaurb4MM1lQufXxwwIZVD/EmDq1DWeddRI+/vFjse++ewAATNOsugYmsX1hWQ5mzZqGhQt3wcsvvz5pRqfVQAhBQ0MddtttLlz3wzfFkUH1Q4h582bjU586Gaeddizmzp0FTVORzxdH3VEncT/f4WGaJqZNm4Lbb78Bb7/9LlzXHdi2Zllsz3Q0Kr7fulhku0nG6h1V/IFTe3srdttt5w/lDVoG1Q8R9tprTxx//PFYvvxYzJ07FY7jwrJsGMZY7dGRUXU84bouZs3aCTvvPGPgO654tnUrS3JobQ1+PkVhe6a7u0v7rUWSffr62J7epqbBiUKUUliWFeg16B80yKD6AUK1bKpIRMfixXvivPM+gb32OgStrVNRV2cgny+EGll6HkVraxPq6pJIp7MD32uahjlzpu9QGT87IngmIQfftmYYpZFnUCgKszMMto+4WBQLqtzWMMRsP+iYNNJ/3FZRSilg/HPlsf7v/YHBbxukTP+5RdvKjx9NW0eSEAti64eul0SqE4koDj/8ICxffgqWLl2ChoYkNmxwkclkUVMTXJuhUljEti3sssssXHHFxbj66p8hnc5B11VcdNGncPjhB8CyzCG5EWlrNX8aDU8iN5BqvigKUV8cjW1YXxxNnx2NLbfh5xlvnqrFEf59WI6HTVPt6io3tu2S0pRtizkyl/7LZtndS9QWYBqlfDNwPM6mGPwYXq/OzpKCFqUYEEXo6REjiqfDOg5LGw0KQlgmB6+3qK2fY8sKx3EmwzjgttmsiWXLTsaaNVvR1taKj33sBBx++EGoqUkgmzXQ319EocA21ff1iWkkUMraCwBdXR50XcXpp5+DqVN3w9tvv4spU1px5JEfQW+vWjZS5TxRytrc1SXWVi63ZhjitmE5BtjxhDBfzOXEbLkv9vWJ+SJPf6Qe0NevIRrXoRKFSVhTF5ZpwXY8n40KPapD11RQD6ip8UA9G91dNqj/iTsh0PQIYtvERFzHgmna8Gg5T8Ui61dl9d1mG4lo21677MGxbJiWA5ASTxPFMeeJ58YE7e+axsrgfZb7VldX8Nx/f3/v7h482Cgrzy/RR2mpUNMUS7/0V4BPCYLCXy4PFPyC+6czPHUxk2Hn97zyUQnP2AmyDchfJqXiUoVAqY4VM7LA5fJpU9BtS3z0Xm2al82aWLToANx44wJEo1Ekkynk80Wk0/mBNvo5DlNfgHPsQlEIDjroECxZcgRc10Uul0cu55a1xW/LhTBEwR/E8JuJaJ1FOeZlco6D+pPfFgjpiwAQ0WBl83jnpY3oLhThQIGm12PegjloiHnIFiwQVUVMd7Fl7QZs6epFEYCi1GDazJmYMSWJQi4PlxJQoqAmriOzZQNeX9cJCqBuymzMndEKauRhe2SgrTz1k9WHgqgakrUxpDeuxzvrOpCjAEgt2neegTntNTBzJiyXli0DiEKU4+q+OLIt1+rgAwPuj1wZT6Rc2y4NNocqV2tpGdzITIaJWPhzy0eCopRe9cFfQyEiqJJOs4taX18SoojHmRINb5jnsTq1tZUCg+eVlIEaG8VVqvjIeLDYx/BttSy2SO9X0graVs4x50n0iWs+z+obi5VzTIiLlpYUKPXgODnEYuW2fX2szQ0Ng9+BNFyZnsd4otT/dgUKgOXKahpbTqhmy9+QoOvMVmT6bxjs2nKORXgqFEoqVaKiKFy0pqEhnEqVbTNfFBH3oRToy8SB7hfw65//FH+8+1lsGBD/aMIRp56ML3zjCzhqfi2cQjdW3HoDrv/pI1i1tXfb40Ed8/c+FOdd/hWcd/gcwHUQi6tY/++/4Jvfuwn/eGkTACA5exEu+uo38eWz90HMzCNbIMhkGEfJJLvWihZBjHh47M5f4Fe3/QEPv7gRLPZEMX2/g7B8+Tn4zFlLUJsz0NtPhWMFwPy4WCzv70F54hw3NQXr75rGfIFfD89j/tjSEnykylXpolHWb4cdqfpl63gHAlhDa2vFF64pZQWL2PJgAbAOxANNPI6ywEApq1cyWVrjcF1GmOcxxxAJFqbJLpCiiMn38TsfwMoTlf6r5DjMMgl/jUs5xxRA9VsvXzJw3RKvIjefdJp9FuWYB0bOsUhQBZgt51iEJ+4X3BdFp6YA40g0IGezrPx4XGzd2vOATFFDYcs6rN/s4GPX/gCH7tGKFHXwzkO34tLrf4cudRoOvufzaDPewruvrsOMj52Py07aHQ2uiq2rnsSN1/4S3/wisN/z1+GI6TXIb3wW13z9SvyjcBB+cOs1WJzairuvvRI//Op3MH+f3+D8A5thbzWRQYlj1yNIRCkevP4bWP7NvyOx6ETceMtVmDWVwNu0EbffeAOuvuQSrLWux02fPhxKf0G4vwPMj4tFMY4rZzxBfVHTtt0sKp4f1dYGD6qGwYKqrrMbyA4h/ec/h1/6r7Lilecu38ZR3WaoMv3HiT65rGxrUFTjWCRYjDXHImWO1lakrbws0TIryxW1HU25lecQ4cnzANfIIrbgWNx89/FINtQipqsg0HDUMbuj65WTcc3Tf8dL6y7AMe074Qs//RXUeC2SNRE4loL+gz+KRrsPn/nePXjopTSOmlGL5+/5De55pwFX/vFy/NepCwG42GPnOF478Ev48e8ewYl7nQ1NsYBtAjaeByjRJLKr7sKlV/8d8aPPxL9+/x3s3hwDCAWogmOOX4zmc87CT6+8EvvM3xuf2CUBSt1RxwoRnkQ5HqpuItJ/1fr7UOUKPrOTkJAYTxA1gmhUg2MasCwXHihQyGJzn4v6tl0wpdmF7anQYzEongXDsOB6FJ5pore/DyZmYd7MGsBN4/n/ewHK7Lk4cOF0wOpFpmCgfupCHHRwLd588lVsyhSgqP4QoCAWMfDkA//G+7koPvPlS7B7i4J0JoN0Oot0Jg2rdSH+69IzkchtwQMrnoeRiGJsX4y+40PuU5WQmEygHlxPgUaLeGvt2+jPduPR227BU97BuOLaS7Bb3ISRpwDxoBIPPRvextubC1j10J9w57978KlrrsUpC+phW++hp8tFS3MjGlI1sJ1+UM+BFo2ifafpwKtpZBwH0HyqUooKzerGm//ZBKrugkVza2EXy5eT7GIBqdm7Yreoir7Nm5A2NDQnJpijSQ4ZVCUkJhu0GGry/8F3P3su/vRSHlCSuOB/rscnDp0GYqZBCUAUBbWajXt/dRXO+fEzAIC9T70Yn1u+GI0KhWln0PW+CWW6AkUpf0ytaCrQ0Y9ewwFJREr/oABVdSRiUSi0DznDAyFVxqGaggh00EgUqkYhE+nKIaf/EhKTDY6BQmwnfP36m7Hi/l/hZ1/YFw9e89849yt/QEckiggBQD3kHRUHL/8a/vyX3+EXV14I/albccZJ38ETHSaiegSazrt3+b5VAICiQq3s/dSFozZg/i5TQN338PraPmgxvWxBUYvF0PfWGqxxPLTPm40GxYYrg2oZZFCVkJhsoC5stRZ7H/xRHHfCMlz8k5/i/zu2Bg/e+Ss8vCqLRJztDbI9gim77IUTjj8CJ114Oa7+xunoffF23HjvGiiRBrROj8BybTiOUwqrrgfbMIEpDWiM6qBlufkeTEPFouOWYZ9GD3f9+Fa8mlVRV8MCqxqvQ8zeiN//6m9IT9kNJx+7O9S8DZmdWg4ZVCUkJgsooGg6otEoNFAU81mkM1mANGPOnAbAzmJrVw7QNURiUeiKAtssIp3OIGfH0DZtKurqgPXv9wAkhdb2CHq2dKErnYMWUaGoOmzbwMZ33gVaG1BfZT+SaxaQ3ONo3HjjBSDP/A5nnv8jPLfJQiweg7fpVfz4/M/je/d24/xvfwsf27MWeUtqPVRCBlUJiUkCRQNyXZ14f2sX1GQN6uqaUZdqgrHhUdz2l7VAbBp2mdUAu78f7697H0VdQyrViJaWVtSY7+DB+x/Fe2kN++/eBiCBg49disj7/8H9j7wOS2tDMh7B+y//C488bWPJ0sWYVh+HW7FHiRIFmpLCfmddjQd+fxE23fcrfP6qB2FHY3jtb7/At/66EZfd+gf86rOHol7XoIbURvggQz6okpCYFFAQrdWx+s5bcN1fnsGuRx6EOfV1cC0Dq//1J9z3mopzrr4Ex+xej+7n/45vnn818vsehMUzp4J6Cta9+AT++uCL2OWoS/CFE+fCsmzsceK5+NKSx/Djr16BzH+exh613Xj4ttvx7rTD8YPzD0NKKaLDN9AkWgR6rhN/vesWrN4KpOw0GmspOjr74IAgX8jDra1H/9qncO1V/0SPOhtHHX4kFjWrgFwEGIBGqqxh+/8Omvc81rbVvq927qFsw5a5o9mOd3urHfdB5nikc42HLbuOFGaRYrdDDscRHZtx2z33Y/OWbkAhmHHo0fjxXefi7I8thl7MIzVzV3x8+aH4nzuewVW3/gkAoM/aDcu/dS0u/cLxmB+lKBaLiKbm4Js3X4/Y//wUP7r5BtztESw85hP47Te/hKPmxGEUDfgfYimaDt3qxYO3/wa/W9kPKBpSqSQWTa+HQj0kW3ZCnfUCfnfN92F7AOYuw+77H4EDNAWEeKG5EuNp6L9Fz8/tRzqHaL8b04wqP8Yro6ry3Ns7o0rUdrQZVf7yP+gZVX588DOqKFzTQnzmYvz3DxbhkisN2DaTY9ISNWisS8AtGig4FGqsDSd/8Qoc+ekiLNNiSml9UbS1pTA1ZaFgMOmpYsFGfPa+uPwnN+PzVzEFnkhNEnWJCKy8Afi2WlEKOGYRds1sXH33g7jS90hf0aPwMlnMP+USvHjsxew7BUhnNRiGgpzpIBWd+Iwq7v9BMqqGiyNBMqoq7Xjdq0Hr7Cw35nJr+TzLzxVxZNsuqYkHf8c7A1eL6e8v5dXG4+xvfn7+TvSOjnLpP27b0zO80EFlfTmhjsNkz4KC2/KcYFFbznEuJy6RyKXa0mkxWTpuS6mYLB0HV/gJwzG/RoOk5QLYcgEaUduwHAPMVlGY72Wz4n5MKRPbEeWYUsA0XXR1qdC0WvBRpJP2sLG3iNKDehdEUaCpCShKDQgB6msojKyBDUXqk/6jADGhKBFoKhPRKPS7yPSYoJQMaCRwjju2UlCo0LR6f7yFY7vIZzwoagLatn1YngdENA+u6iKbLalNBQW/PiIcc7/j/b27OxjHqsriBi9TUUp9nks1jlSuv7+PJPWpVZOt42S7gg/2eOUcp6R5KGrrl+JSlPK/eb1Ms1y/kf8WkeDzw/PC2XKyw9qG5ZgHjbHgWNR2NByHkZIEgoleVENYjjm2D8cUhhGkwh5M3zomL9etypO77WeYsw1cHwrLHKry1c8zGWLFcFBV5reVo1zLChZU/QjS37X29tIffITa18deIJZKialUccHZ+noxKTBC2AjINJlkGlf3iceB995jx/BpQm0tMHUqqyfALmZvLyOntVVM+s+22d1O15mMWFBwRRVwD5UAACAASURBVK7ublZHEdlAP8f19eLqS3yE2tgoLq/Y3V2STBORW/O80t25uVmMY8ti11bXmW3QtioKG/309DBfEpEN5CPU/n5xjgE20+IcB1Xz4ujpYRw3N4vLK3Z2snYHlbTjtpbFrm00yuocFHzm19dX4likv2cyzB/r60uygUGRTrOym5rE1bx6e1mbW1qCySty6T9+PShln9vbg6tUcY5jMSYJOdxsTYtEyo35aEJVWccTIZkPxTVNzJYPyQHWWN7hIxH2Nwel7LhIpHSX8qt567qYhqX/t5+HkaAoJUV7Xp+gqMaxSLAYDce8rX6Og9hxjrmtqE4o/yzSVv8shXMswpO2bV+LKMe8PN7xRG3DcuwXXA/LsagvKkrJF7mtSH9Xt2WwisYKbg+U/FiUJ4DZBQ2qul6y47O9SCR4UOXBWFHYuYaV/qv8R+VDiaAOVc0u7AJ/5c9Qx4y23Epb0TqGsa1W7mh5Gm/bseRYxG40PH2YORat41B/By1T1Laa3XjyNFIcCVK2SLmTfvO/rpdvpdU0DYroW8YkJCQkJgiTNjoRQkApxZtvvg1KvW1TOhVvvbUe2WwO6iA1CAkJCYntj0kbmTRNxaZNHfjZz34P16UghKCmJoE//OF+PPnki9D9i60SEhISkwSTOKhqePvtd7F5cydUVQVAoCgqcrkCXnttDTzPAxlNuouEhITEOGDSBlWAZZk4joFCIQ1N02BZBdh2Hp5HZUCVkJCYlJjUgiqqqsJxTPT3vw3D6INh5GCaOWjapK62hITEhxiTPjoRosB1LfT1bdneVZGQkJAYEZN6+i8hISGxo2GQ9J8/0yistNxY2QaR7AojBVbtWJEl2rGyFalvZTljwXFQuw8Tx8PVYbxsJxPHYcoV9cXh6iBybFDboY4LWm/RcrVqgiUA+23bYmlrA6IOgrb+VDtuq6pDCy3wY2y7lC4KlMQRgqa88fNTKiaAwVVuwthW41gk/dLf1rAccxUmkdRAjtFyLJKmym09T5ynsBzzugIljsPaDpcfXllf/3ET6cecJ24r0t/DxgqgdKwIx9wXRfs7pYOFU3h7g6ap+jke6dpqlbJ1nscIy+VK8npBwW3TaSZgIAJ+gXp72e9YjAk9VGtwJgNs3VpSquJEc9GPoHc+v62IfB+35aIfIspN/hzibJbxLFJfbtvfz3gQAb8B9faKlQmUrkMYjrkDd3SI1dcv/WeaYiMh7ouiHPtt+/vFR1+cYy6RKGrrF68JYu/v2KYZzo8JYX3dMMRs/RxzgaOg4HoSfmnPIHXl5QLBeeLCMdWk/4LchHi5hJQ45rxVw6Dc/2onC4rR5MP77fzCB6Llhi17e7Q1jP1YlTua9orYby+eRmPLj90e9Q3D12g49rd1Iv3Jbxd0RD8eZQe1r8bTkCPVqVNLfxDC7jo9PUz6T1QKrLeXjZ5EpcAIYXedYpFJpsVi7Ke5uaRm40ddHTBtWkkPsbOT3fna2sTUfSyL2Woasw0KPkLdupW1U0Ruzc9xfT2TVxSZ1vb1sZlAc7O4vGJHB2tzc7OY3JrrlkaZra1iHPM7eyTCOBaZ/ufzzC9qaxnHIjxlMswfRTkGGMeZDJOWi8fFbDs7S7J0oupLW7awz2E47uhg17SlJXhd+Yy0u7vkx6JSn319TApPRCYUYNcml2PSf0E55jx1dbE2B+3vldJ/nsc+T50afPpvmqy/x+OszsOqVA21ABv2QQi/84z2Icpw9pXHhHkosSM+RBmKp7C2Qe0my0OUMLZhHqCMxrZaHUSODXNdx8KfRO0rjxV9y8FY9dkgtkHiSNByg9gMu6WKEIKRMpeCHCMhIfHBxmiXSj5IGGbzP4Gqa1AcF7YzNGNEVaEpgBfgnQiKQgAMDsB88bj8RxkyWLPjlW0/dJBttQvshX2DoYSEhIQAqgZVQlSoSg9uv/oe5Gbug3OXfwR6wax4s7eCWMLDU3/+Mx5+0cUF3/o4ogoAlEc09rSaoLY2Adf14Dhu1WmHppUUupnyuYZ4PFpVOzUajULXtW2SgHRA5X0oxXRCCCIRHYVCEbbtyJG1hITEuKH6SJWoUEkP/u/mP+Dtw1pw7gW1qIkBdoVpVDex5Yl/4he/oDjq8rOwp2aj8sVgmqYAIPj73x/BM8+sQrFoDApqfEuHbbOHL5oGKIqK3t4+mObg/Ur//Ofj2LBhMxzHgecxW0qZbbWRqqqqmD9/Nk4++SjU1tbCDvNWNgkJCYkAGGb6ryBao6DY+RaeXPkEotliRbhUkUh5eHVLDn3eGtx229P4zun7Q1VKRxFCoGkqbrvtr7jssqtQKBTHpNL33/8I7r//EWG71avfxFVXfQWRiA437Cs2JSQkJIbBsEG1NkXxyuO349Rlf0aEUlQuVRJCYFsWABe3XvrfqIvchAuP3xMKWPBUVQWZTB7XXffbMQuoo8EvfnEHPvnJE3DggfugIJrZICEhIREAwwRVD8WMh2l7LsOXvroUzQUDlZNmSgFVU6EqgG0Arbs1wC7YoCn2f0IILMtBb2/fuDVABK7rIpuVwVRCQmL8MKz0n+HGMH+vw3DJ8nMRw0h5aBRbNxXQ0WWDptiaqed5qKurxbJlS3D77feOVZ1DY489dsX8+bPhOHLqLyEhMT6oHlSpA8drwxnfvwxW82wUjW5Ypj1o+u+HogCGjbJdsa7rIRLR8e1vfxmUUjz//KuwLKvq03eeM62q4huuuW017Wq++2DWrJ1wxRVfwPTp7SgWzdCbuiUkJCSGg+bfscQzBSh14dEkjj/nTAAWCrksHAIoVQIRpQSKpkIjHsi2TVd83ykT0rAwc+ZU/PKXV2P9+o0wTXvbftVy9PQwQQeephp0M7HnsTQ712XpfapaWT8KQhRMn96O+vo6FArFgfpVZoQEhd+WnysoKrMzRDJRqtmKlOv/HFalStQ2bNZNNY5Hw1PYbB9RW/85RHjyHzdajoNiNH48Gltu47cdT54q+7r/e1GO+edh01QrlWlsG2Bq+3msfnEN+owEdp0/CzHNhmXTisoRACbsNBCpicAjBACFbbPceFYogWFYUFUFM2fuXLUyhLBcYBZUiXBeelMTheuyvGdVrW5r2w56e4tl9fdLh4ko9BBSUqZyXXF1H76ji/MkAp5jUc5xMPBjubpXUPjl1kxzaEnGauBtpVSsrYSUbB1HnKex4NiyxGdNfo5F8k24H1IanmPPE/fjSo5Fblyj8UW++UaUY7+gSVCeVJUdWyk8YxiDJQGHAufJdUdWTNO2bh38paLqMArr8ePPXoq71lKc8dnL8Z0vHA3PLsAsC6wKNI3gqf+9Gn/rmobPXXgx5icdpNMU6XTlWT0Aw19xXdfR3a2iMoFgeBB4ngfLsvHuu5VBPxhsm4kliIILq4h2Wm6bzYpLJHLpv75RPPvr6Qlvy+XWRGFZ4TgmZOI55raj4bi7O5ydX/pPFFz0QxSEMPGaMBtiRsMxIaPjOChPqsrEW9iAkdWZ9/mgQZXX1zBGvnFp8Xj5F47DfiIRCtLnoVbL4767vg601OHaCz6CmmIGBk9bJR7isSTaEmnc/8dXcfAJZ2OvPZOgihNYZaeECHp60njrrTfQ19cfKOuJUopEIo6dd56PqVOnQVEsiARkz2OOqChM4Sco+AjZMNg6biQS3BZg/FoWsxN9h6Ft8+sTXMmIwzRZm6NRsekaHz0BzFbkxjVajk2TdYqJ5ti22TKU6LSWj4hEeQJKnTUsx6I88dGmZbFsxKCqWtzWtksccwWooLAsdn1FfREo+XEsFownVS1pv/KRrqIwxamgQVWEY80vFUbINlm6XqCmhkK1Cfb52IU456g1+Mq5n0M8+jP8+MsfRYtjwLDY+D0Sp9jrqI9gzjVvYWNHJ0y9AamEg1oB6T9d1/H661vx9a9/GytXPgEqcHUIAWbP3hnXXPM9HHfcvvA8S0j6r6ODdTpRybRikUm1xWJMCkykvtksG8nU1opL//X2Mum/ujpx6T8u7N3QIC79x0dATU3hZOl0na15i0r/dXaW5NZEpf96esQ5BtjoybIYx6LSf1xesaFBXPpv82bW7jAcb93KyhP1Y+6LnGNR6T/TZBzX1YlL/2WzYhxznjo7WblBedI05g/85sofare0iEn/bdnC+s1I0n/D3iMoHJhWEqef/QPccuES/OFrF+HE//oTOhBFXSqBeERFJBJDsqUODWYeff0FOCqpIpkyfIVjsShuv/12PPHE40IBFWANW7fuHVx//fWwLBOqKt9lKCEhsf0wYgSijoks4jj5h9/H/157DFbd9A0sveA63LVyHTZnLPRuWIc7bvoTXowkMHtGK6K2K7YiShTYtoO33npnFM0A1q9/F5lMFoTIoCohIbH9MMxqE4XnunA9ChcmDBrFqd+4GlNaGvHZr/4cZ/3hTuz20T1R17MOz7zxPuac+gWceNA02AVTaO3M8yg0TcP8+XPx4IP/Dt2QnXeeg2QyCc+Two4SEhLbD8Pm/kNToakUCgDPsZHNali8/Gt4YOFHcfftd+IvK99DMdqIc756Ji780lmYHbWxNUtRK1QFCtM0cPbZZ2PVqrfx4ovPwbIsVNNdrWarqiqmT5+JSy+9FNFoFJ4n8BY+CQkJiTHGMBlVrTjte5fCaJ2DqGHBAUA9B4WCivZFH8ElC/fF5yy2wqtFoohqHjZtEthc54PjOGhtbcN11/0IGzasRjbbF2gaTylFLBbDTjvtjtbWdliWKfykV0JCQmIsUTUEUerBo7U45txTQW0HxaIFyvcuUBdGoQiiKNC2RTDq2jBcGmxwOQQsy0IsFsORR34UiQQJ/DTQcYBNm2wUi2b4wiUkJCTGCMOuqRr5IttuUGUzGPW8Mn3VkfaaKYoCXdeq7j8lhG1VYJk7FK5LhbZYKIqKaFRFLDb0FgvbdqSGqoSExLhjQibLkYgOx3HxzjsbUCwag3L/CSnl/vf2iu+h7Olhv/v6quX+M13XnXaagmSyBoYhR7QSEhLjh3EPqpGIjg0bNuOKK36Il156fch3RPH88qHED4YDH4BWBlQGCkIIdtqpHVdeeRmWLNlfBlYJCYlxw5gEVUIIFFWBQjz400RVVYFtu7jyyhvw5z//YyyKCo0NGzbjkku+i3vv/RVmzpwG05SBVUJCYuyhVUrCVUpcDTdqJKqGaDQKQh1YhSIcl72CmtupqoJ0Oo1HHnlyXBsRFG+++TbWrXsPc+fOhG2Xa6qKjI4reQlrOxK/QWyD2g91nUXKHAvboNheHPvLCmNbrQ6ix25PjsOUK+qLw9VB5NigtkMdF7TeouVq+Xz5wXwAZ5os93pQXiwhUPUYamvicLNbsWb1G3jlrRdw/42PYcYnv4rln9gLlmEgr7CpvONE0NjYiK6u3uFrPgFQVQ2aVotslqJYLIkpeB5ra1D4pf8cR9y2kmNREQugJL4hkvvPl0n8bQ9qx4UoCoWh5RWr2XKZQc6xSO4/b6Nti/MUlmNeHsB48sseBoGfY9sObsv55W8HFuWYlx3WFznHIrn/fo5zufHnmD+Y5nUMypOmDW4b98eguf9+icR8foSg2tk5+ARczCKX2/adqkLXNShEga4A3etfxOP/WImX//MyHvvHk9jsAaT9YFzb3oiI4yGTB/ozACEudL0G5533WVx55ZUwjO378r9zzjkHLS3zsXGjOeD8LPAzkQZR8I4vKkvHOc7lxCXTuG1/v5gdt+WiLKLguzvCSNopSkm8JoztjshxGHnF0XJsmuJ+zOtbLIpL/42WY0JGx3FQnlSVxTPHKdWZ93kR6T/O8YjSf/X15ZU1TUZwLEaQrIujJqrDyPah4/0tWP/qM7j113fh2bfeQWfaAE0148BPfQnfPmFfzJ0zF9Pr6mHlLcQTXKGHQlEcnH32CZg3rxXPPfcyCoVCVeV/02R3DVG5NS5LR2l1KTD+9H/XXefjyCMPQzwegW2zV7rwO7uiMCWjoOD7Y3M51s5K+cSRbDnH8XjwnQ4chlFSBhKRWyOE1dd1gWRSTDaQ0tIIqLZWbBTF7+yaxmxFR+X5POM4kRAfqY6WY1GegNLoJ5UKzhMHH8SIcuy6zFbXGU9BwUe5hQLjSESRi5DSzS6REOeYj+TD+GKhIMaxqrIy+LH8tU319cGCqp/jIP1da2goN85kgEKBoKbGhZl7Bc8+uhYv/etR/PZ3D2EzCKbvsjv2POoEnHT6J3DY4fMxJR5HIh6B6ll4f7OFYoGRnErxYb0HRVFwwgkfxTHHHFhVhYoQdtcoFoG2tuCvU+GN5XecKVOGvkC6rsNx7IGAyjsen0L4eRgJisLssllGsohtiWN2cerqxJyRvyGhpoZ1PpHpv2Gw45NJsVfWuG5ppFhXFzyY8zILBXZdGhrERgW5HAtS0aiYLSFMHnEsOBYJ5kBJ6zOZFAs0/MalKOE45kFV1I+5L0ajQGOj2PS/r69046qvF5P+8zwW0EU55nauG5wnVS39AKWg2tAQPKgaBuvvus7aOuz0v9oJiaJBVzbh5xdfhu8/9B701HSc87Vv4PiDdsWCA/bDnGkpqLYBy3LhejaKOQtEAfxaJv7XHnieB8Mogm2lGlwb/1qJoqhQ1eAZVawcF65LB85RzdYwjG0Bvfq5w7yWJIxttXOJBIuwtmHLreY8YcsVsavG8Xi3dXvZcj8ei3JH68eT+fqMpS9yW/9vEbtq14xjyC1VFAQxL4oYAIMaQG0Lpk2bgRqVIgIV0Ahc04XnUbBQNXJFWFCrPlKllCAej8OyCjDNIigd+bEeW1vREI2m4LomXNeBogQLyBISEhLjgeq5/54Nh07HJbfcgD3uewyPrH4DK395OQ680sLsvQ/D8YfshUVLDsFJR+2NxiSF7XggcKGQcIIqhAC6ruGvf12BlSsfRibTDxFBlQUL9sGZZ54BXY8CkKmoEhIS2w9DjlQ914HaPAcnXbwHTnQz2HDx+XjtrbW49/Y7cPPPb0L01jtwdUsL9lxyDL5w/nHYdXYDXBJFtZHoSIjFEnjkkX/gG9/4b5im+A6B++57GIVCDldf/SVQ6gm/PUBCQkJirDDscNBzLGTTfcjngSkL9sJxp56GG39/B9a/+y/c+qOzscuMBFbf91ssPWQpFh74Zdy7uhPRmoiQWBXfCbBixQOhAirHvffei/7+NBTRt4hJSEhIjCECpalS6sIs5GGCQFFVNDW24+TzL8FpF1yI/zzzIv793Co8ff8r2Ph2Gs6e04UVANmmZ4FHh8MgyFtYJSQkJMYLgrn/7BUrnuvCtm2AKJi1/4G46OCP4JxPdePdLgVOxoQn8HZRz6MgBDj++OOwYsVjsKwRdtYOgZNPPgl1dXVwXTuUvYSEhMRYYHSCKtSDmc/DBKAnE6g3XPT0iK9nGkYRS5cuxfe/fzWefPJhpNMZqKqKvr5+rFr1Jhyn/AHYLrvMwYwZU+G6LmKxOBYu3AdnnXUWKC0XdJGQkJCYaIyZ9J9rO3BcjLy3qgoopbBtB6ec8jEsX74UjlNALBbHypXP45xzLkM6XZ4Dd+65H8fnP/8pWJYJRdFhWXXI5QzYtg1dl9N/CQmJ7YdJ80YnSikKhTzq6lQ0NNQhFouhtram6hppPB5DQ0MKlmXBtj309xfgulSup0pISGx3DJL+8yOstNxobF3XhW27UFUVrlt936u7bU3Xtm04TunVKzuKLN1wf4vahuF4R5GlG+7v8bKttJsI28nE8UT099GUGYanoY7j3490DtFyNb9KDM+H57mufX3iIhaElAQPRLaL8mXTXI6dJxplubbVzlEssrpZFktL5WWl08HFWLjYB6XMXkQth9ty0Q9RW85TsSieZsdt83kxaTmukwAwXnnZQcAl6QCWKy7SCSo5FqmvZZV+i9oaxug55r4YRvovkxEXYxkNx0B4XwTYb9H+PhqOuVyhKMfcl4DgPKlqSUyI1537Y9Dcf39/T6eHP17r6xt8Ak7USLqBflBaehUKlw0MM/rjEmKx2NBBtVAoBVVeLjByY6tBUUrvtwoKnvsbVAqsEn6Ow8it8Q7P6yFqm8mIlQmUOA4j1aYozBlFJAcnA8eicnZ+27Aci97g/ba2PTo/LhbD9XfRWAGMDcdBeeLSf65bqiPv86LSf5ZVuhENBa21tfwLrsZSU8N+RO5cfASUSonJiAHMCS2LKcfoOrNvaKh+oZJJoLWVOZHjMFvXBZqbxeTWuANzGbCg8I+eYjFWHxFwjmtrxWUDczkWJOrrxeXW+vtZmznHQct03dINq7FRjGPHYbaaJs6xaTLbMBwXi4wrUY4BZlcsivHEwUc/jY2szUFBKevkhIhzzEdPkQhTbgoKHhCzWaYUJSrNmM+zn9pacTWvMBwTwkbzmQxrc9D+rmnlMwdK2efW1mAi1UBpFhCNMl9UlGEEVWpqSn/wAzOZknHQtzqraklKj3eCoLb8AgGsA8Tj7BzxePWgGo2yC2nb7CeXY8QkEuwCBSGJ3535koGfhyBt5aNlXRezrcaxqNo6pYyf2trgHCsK6zyuy3iKxYLzxG9cgDjHhsE4VlWxtqoqu/bpNCtPlCfPY+0V5RgoaYzGYqy9IrZ+jvlr10cCDxb9/azuYTnWNHE/prQkaSfa37mmsGisAPy6zcE55iN5rjsblCddZ3Z8tsVH2TU1peXDkco1DHZ9OMeqOnS5ZdJ/ftk8vo4monMY1tYPbjucPb/bVB4jUm4126CobOtobCeKY78DjJansLZh2zoa2zC+OJZ+HEZKb3v58WTnOKwvDnVMWPuR7GSivISEhMQYYtIHVa44pesxIExmgYSEhMQEYtJs/q8G/iqWhoZpaGraCYVCGlu2vDNm4isSEhISY41JHVRd14Wux1FbOx3RaAyRSByZTM+QSQESEhIS2xuTdvrveR7a2poRjcZAKYXruqCUghAVU6a0gRAixaglJCQmHSZtULVtB/Pmzcappx4DgIJSCtM0sWTJYhxyyGK4rlwCkJCQmHyYtEHV8zzEYlGcdtqxUFUVlFIUiyaOPfYwzJ69E9NzlZCQkJhkmLRBFWBP/isfSnkehefJab+EhMTkxKQOqgAGrZvKdVQJCYnJjLKgur3k1oayHeocw/0/rHSZCMbSdntzLGo3GtvJ3tYg5xoP28nix5Od47A8DXdMWPthpf+6usq/4BJXuVxJBSoI/FJtotJyQEkKrL+/lGcei5Ur0SgKy8nu6GC/eYqo47C0sZ4esYvL080cB6jkYThwkRGeiy9iC5RzLKq+ZNslFaR8XoxjLhXY1xdcIhEol1sLwzGlrOyOjuB2nGMuMSdiC4yeY0Vh+fSiKkp+jkV54uIeohzzFTLLEvdjLhtYLDKORfo798UwEoncNizHQHCeuPQf9wne7q6u4CpVnlcS+enuHv5YrVIWzV+o6LMgbhtEHquaLVB+cTyvdB5+bttmwYQHbT+pxRBvuOZiFmHk4YDR8WTbpZuJqK1ooOC2gHgHGA3H3DYMx9x+e3AMjI7jsDxRGt7WdcPLHIbhmNtPJMd+XzSMYH6sqoxTfvPx9/mgQdXP8UgDRq29vdywUGB3j2RSXAqMj57q6sSkwAhhd3bTZLJnkQizjceBDRvYMXxUWVMDTJlSch6/2Gxzc3BhYO4Mvb3MprExWF25rWWxO2U8Li63xjlOpcTlFTnHDQ1sJC9i29PDeGpoKHEcxM51S1qoDQ1iHFsWu7aaBjQ1idWXC6UnEoxjUVm6TEacY4CNnMJwDDCeHIe1VdeD8+R5bASkKEwiUZTj3l6mFiUqr8h9saaGcSXCcS7HuArDcSbDyhbhmPPU18f6bkuLmPQfvx6exz63tweT/qvs76nUCNJ/fq1JHmgoZYWKyJ7xqTmlrMOK2PJgATBbrsUaj7O/Ofz14g3iWp+EsONFnJGL7HLboPBLiGmauCaqn2MR3VneCcJyzOsdjYo5sl/cV5RjbqcoYm3l8n1AiWPRpagwHAOlkUg0Km7r5zio3i0PFn5fHA3HInXl039NE+/vfMYjGiuA0qBIhGPOE9f2jUaD3bg0rbTc4D9XPB48qHJbVWV2wwZV/wkJGSzJJUJUWNtq5Q4lr1V5bn8ZI0kGDlVm5XmCoLK+QTFUW8PainDMIVIud2SO0XI8ERJ8o+F4NOVWnmN7cSxaT399J6K/V7MNw5OIdF+1uvHvgwTVav1dSv9JSEhITABkUJWQkJAYQ8igKiEhITGGkEFVQkJCYgwhg6qEhITEGEIGVQkJCYkxxKRW/pf44IIQAkVRoKoKVFWFqqpQFAIysPeLghAPmYwHXXehqt42ofLtWm0JiREhg6rEhCMajUDTVOTzRbz//ha89NJrWLNmHTZv7kQulwcA1NXVorm5He3tO+OAA3ZHKtWMRCIB23ZgieZESkhMIGRQlZgwaJqKeDyOjRu34OGHV+Leex/CM8+8hEwmB8uqnngeiUSQSiWxZMlinHLKMhxxxMGYMqUF+XxBvv1BYlJiyKA6kdOs4cqajNM9rry0veuwPWzDlEUIQTweg20Xcc89f8bNN9+O555bHcjesix0d/fgL3/5B/7yl3/gkEP2x0UXnY0TTjgSsVgMhmGCvbtscLljUfeJsPVn64x3WWMJf7nbuz+MN0Tap23ePNhYUZhQAs8zDwK/HB6X7xOpCJeW6+4upVTGYkzEgJ9fVVm9Nm0qr5vrss+i8nAASzmzbaCSh5HAeSoWw9uGkT3zPGbb18fsRTmmtJxjEVtAnGNCFCQSCTz33Iv4xS9uwmOPrYTjuGIn8eGJJ57Dc8+twrJlR+Kiiy7EwoV7IJ/PD3obBOdpNBz39jKeRcA57uoS55inXIpyzH3AMMR80a85kM8HV33itry/h+WYi/yMty+qKmsfz/9XlFKfD6pSxQYHrL9v2TL8sZr/hJV5xKIjMv8dN+xojle+2jlGOr9IedXaGsY2TDtHc4cPy3E1xx3v0ZSmqYhEorjvvvtxzTXXxx6t5QAAFKpJREFUYuvWEbwxIEzTwn33PYiXXnoD3/nOFVi27EgUCsWB5YDRjlr9ba30E1GEKVvUF0dbnr/c7TE6D8txUJuh2hW0zaIca21t5cb5PLtDp1LsR0S1pq+P3bHq65lsoIjYR08Pu1M2NpbUfeLxkiQfFzKoqWGSXXn2PAOuy2xdN5z0X3c3u5O1tASrK2+rYQCdnaw+DQ3Bbf0c19WJyyv29zOOGxvFVaq6ulib/fKKQexctyR+HFRuTdfZytKNN/4G11xzI/L8go0BmpriqK2N4L333sPXvvY15HJfxWc/eyYcx4LjeAOydH194hwDpZFXU5O49F93N+M4jPRfRwfzrebmYBxzWy5OHY2KSVgqSskXuR+L9PdMhvljXR2TChURVOnvF5dX5Dz19LA2B+3vXPqPH+t57HNbm5j0X2cni0n19SOoVOl6ubGqss+qypxChGQue6ZpYrZ+aS1uSyn7rVWs+ioK+57Xm8v3AaXjRdV9CCmdLwj8kmm8PkFRjWORoDrWHAct0287EseKoiAej+D663+Lb33r2jFbb2tuTuCMM3bHJZccgMbGFH7+86fw7W8/hq9//XtIJDR87nNnIpfLg1IammNWf/ZbhCeOsBz7pf+CcFxpyz+L+jHnifuxSH8PGyu4PRCeJyB4f+dlVEr/6Xq5xORI5VbaDRlUh5pCi04Hqi0bhB3SV/4Mdcxoyw07DR9qWULE3n+e0fI03rYiHBNCkEjE8cc/PoDvfvengctIpVJIpVKIxWKglMIwDPT3Z5DPZ6FpBGecsRAXX7w/Dj54NgAPgIoLL9wPd9zxKtas6cHll/8I06a145hjDkU+X/hAczySrWgdh/o7qO1k52m003/RcuWWKokxRTwew7PPrsZll101sOd0KCSTSSxcuBDz5s1DY2MjIpEINE0DpUCh4IBSE83NvTjkEA2HHjodhEQBWAAoAIpoVEU0yly4p6cPX/nK/4/p06dgwYJ5SKdDvFtHQmIMIIOqxJhBVVUUiwauuebn2LKlEwBb/zzuuHno7s7joYfWw3U9qKqCfffdDwcddBBaWlqgKAoopfA8Cttmt/+99wYOOCCF3Xbji90OgPIXn3kehf+V5WvXrscNN9yCm2++CpqmAgi/y0BCIixkUJUYM8TjUdx99wqsWPEoAKCmRsd11x2N5csPhuuauOCCP+K2297E8ccfj/33XwxCCBzHgeM4Ay+da28HDjiAYuFCKvRqEI677/47PvGJY3HQQYcCKICNaiUkJg4yqEqMCXRdQ2dnL37601vgbVvVb25O4Pjj5wMwoao6li2bh56emVi8eH9Q6sFxHLgue1re2gosWkSxeDFQUxM+EBYKRfzkJ7dgwYJ9oKo65GhVYqIhg6rEmCCRSOCee1bghRdeHfiObcdi65+AgVmzZmOffRJwXReu68Fx2La9RYuAfff10Nw8NnV59NGn8NRTL2DffQ8FINdWJSYWMqhKjBqapiKTyeJf/1oJ1y2NDNkTUj7qpEilUtveuushmQT23pviwAMppk4d2/rYtou//e2fOPDAI8b2xBISASCDqsSIIIRAVRUQQqruoYzHo3jnnQ1YufKFYc9j2x4oJVi4EDjoIIq5c8dvvfPVV99AR0cn5s1rhKY5Qtt9eBsVxQPbviUhERw7VFCllI2KVDWCWMwDQOG6LJNEVYO/BxwobbSORlkHisWC14NvGI5EmL2ILc/O8NuKbP6PRsttRTb/R6Ol30HLVRQC03RQLBZBqYd8XhnEMaUUa9asw3vvbSqzLRbLg1lDA/Dxj1PsthsdlNQhDgpCFJhm9TXTTZvex5tvvolZsw4ApQWhoJrPU+TzFJTGEI9HB+kKDAc/xzwzcCTwzeXRKPMtUT8Gwvmiogz2RZHN/2F9EWA2pinmi36eKA3Ok6apME3bp9U7vtAqswz43/xz0HpUO89obCs/A4CqEvT1ZbFhw2YUCgaAUtqa47CLxLM8goCnqWoaSzsNCkJYWR0dLAVSVEyCpwbm88xeBDyF0jRZypxoCqVlMVGISGTk4wkhcF0Xf//7v/H73/8N/f1pKIoDRSFl5RJCkM8XBv6ur4+ioSGOqVOT0LTSyyVmzBisJhUeFJGIhnnzmmGazoDAdUdHDvm8jXQ6ja9//Wv47ncTIMQT4InC8xRoWgxHHHEAPvOZ09HUVB9YZpBzbBhi2U2UltJUCwUxP+ZpqrFYKX07CHjKNBfnERFBIqSUpsr9WcQXuZ1hiN0IKGX93TRZnw/Ck6oqyOUM2LazLbDSgTYEiVOVx4xko/n1fgkppV86DrtYIncufqyorT8NjNtSygizfTKbNTUx3H//U3j88dUDT5gpLanWqKqY4o3fVnTkRCmrqz9dLyg8j5WrqqV0PRFbzxNvK1DKc9a0YLaEKCgUCnj33U1gwaYGW7a8B9ctDGlzwAHTcM01R2LmzHqoKkF9fQz8CfzYDhQoYjEFN998LIpFG6pKoCgq1qzpwde+9k+8/noXenp60MNlzgTQ1DQb8XgcDzywCi+8sBFtbS3wvGC7CEQ59oP3vTB+HNYXeR/wp08HxWj8mKt5+dPbRWzFOCaglKKzsx/RqI5CwQSlLM4Ezf3ncYir2g0nAqNVymfxhuZyYnc9vy2/64nY8Qr6pcCiUaCz04HnedvW9BT09mbQ2dk/iMywSjejUSH6oNuy60mQTNZvW1dVEYno2Ljx9SGDzDe+8REcfvgeYE/dKcZzSxMhwPTpDQBKzjB79jS8804PvvjFB0Ods6lpBtrbZw7ctAsFB2+99b5QkJO+OBltCXRdBXuND2AYLrZupQPBfSRQyso0jJElB7XKKQrfNxhGiMJxSneuoIIQHLbN7gJ+4YNIBKiri0NRFBiGBUJIWQYNBz8+rCNPtK2/g4a1naj6Ukqgqh5UVQVAYNsWKB361r51aw4smCrbfnsY3w34BOXvr/TQ2Tn0SHokuC5vH4HneXBdbyDABqrNDuaLo7HdkfwYAFzXhaoqME0btbUxRKMEth08qFpWMAEl0t//ysApCWHrdd3d7KGCiBQYIWxdJZ1m8nAiUmCEMFmtYpHJcfGFa0VRYNs27rnn//Dgg8+gtjaBhobassBKKVtf8TxmJzKV8Dx251EUsXUdgN08DIPdPKJRMVu+/huJiK27AezC2nbpAZsIDEOMJ0VhW6WefPIF9Pdn4DgW0unNGC5ITp2axGWXHYDZsxuRSGg44ohZiEb1YW3CgcB1KR57bD26uwvQNAWKouA//+nEddc9i+7u8IE1kWhCPJ6Erkew774LMWfOTLiuE8hWlGMOSpn/E8JsRUbGo/Fj7ou6Hmyd3Q/bLj3oCuvHsZjYskP4/s6eD2zc2IuGhjpcdNHxWLRoDmx75JkUf4ayZQuTSGxqGv76DBlUGxuZbmDQwKiqzG4sgyoAaBqf9mehqgoiEW0gqBKf1qfjsBRHEck0rpHItRWDgiv+b93K2imiYUm2aX1yjlMpsYcD/KFCayu7wCIcd3SwNre2BnsyTQgBIcBTT72MO+/8J/r704jH2cK/H6qqYsOGzXjqqRcHvotEVMycWYeVK89Da2sKgDvQAccGCvJ5G4cffitWrdo8UFe+G4AQgn333RezZ08DUP39V9XAFLI8ABEsXboYp566FDU18cAPqjo7GcdtbWKatZ7HOq2isP4j4sf8oWk8DqEECr7M193N/LCxUewZSjrNBlKNjUxTVeTpP9debm0N/sCV89TVxdo8daoITwSOQ/HeexbicR1z59bAcaxAda4WVFV16PaO2ZaqsGsjI8FxPCgKRWNjEgCteOqMsi1V8biYM/JtWJoGoTxzfnfk22ZEbPmiN99KIvIEnxD2ZJiXGY+H21IVj4tt9zniiIOxYMHBAID2djKI42g0jqeffh6HHHL6wOZ/y3JRKNhlx61bR/Dee2SMsqeYbkA+b8K2B5PQ3NyMK664AkcfvR80TWxLVW8v0N/PkhKiUQ+OQwPfDPwciwZVvqVK1I/59iZRX+SvFfHbigRVwyj3Y5GgWiiwmw/3Y1GeAHGeHAeor4+BEArDsIQfzPkxXJk7xD5Vz6PwvMHTLx5U+Q9/eipCMn/y6QSb3QEoiVRXlhsE1eosElT9do4jFlT9tiLK8q7rwrLYfMc0MWhxnxBgypRW7LbbXLz22pqB7/3bqbjt448Dr7+uYL/9KPbbjyKRCFb/amBi1NXnYTNmzMSsWbORzWaRSLhCQZVPTU0TIIQK2fo5Hk7I2A8eLDivYf1Y1BcVZbAvigTVsLbAYD8W5Slsf+fPi8YTgpsZJD6soJQO+WOaNtrbW3DYYQcMew5VVRCLEXR3Aw89RHDLLQpefJEI7REOisWLFyGVSsG2nWHrPtKPhIQoZFCVGDU8z0M0GsGyZUtQU1Oaf7LtK3wkqaKzswPFYgHxuAZNY2tU995LcOedBK+/ToRGhMMhmUzg1FOPgW0HX0uVkBgryKAqMSbI5Qo47LADsXTpIQPf2ba77QGPBiCO9es34NFHH4PrOohEdOg6m4q9/TbBn/7Eguv69aOvyxlnnIA99tgNliWDqsTEQwZViTEBG61Gceml5yOVqgEAdHbm8ZOfPIv+/hzWrNmEO+54Fc8++yxWrPg78vn8/2vv7EKbOuMw/pwk9bRR03S2atm6rqtWu/qJVkSUupvuSq/mV2FFEFvQISLixXC4gbsoSB3WC8GrgWKFOpQxEb0ajo2ioJapF9OZ2tSmUqnN1/lITrKLt689TbP2/M/J0gbfH0gtzXNOzpP3vEnO+f+fF7Isw+Nxo7hYQioFPHki4dIlF65flxAM8i1LMBf3z8TSpRU4dOgryHIRqb5UIMgVBXGjSlAYqKqGzZvXo7X1S5w//xMSiRQ6Ov7AzZt/IxzWEAiMAQDu37+PUCiErVu3ora2Fl6vF7LsRjqdhmGk8eABEAhIWLcO2LAhiYULAVbnOvNdmPb2Fqxd+xmGhuzXqQoEThCTqiBn8E+Gx44dwL17j9Db+xDpdBp9fa+nPDYYDKK7uxtVVVVYtmwZKisr4fV6UTReRd7fr+Pu3RgMYxhbtszDvn31qKqqAKs5Zftxu12ma7ZAc/M2tLe3QNcT4iaTYNYQk6ogp6iqiurqD9HV9R127/4agUBw2scPDAxgYGAAACDLMmRZHq8o0KCPp/3cuAFcvvwAhw83oq2tEYAMduNrBG/fssUAV62qQ2fnSZSXl0FR/odyAoHAIh5zm1dm7B6lzc7lsq/NjNWi1PeZH8cTb6xqzfvN57Fmail1qnPfYwmxWAyNjWvQ1XUK+/cfx5s3Y5aeo6Zp0DQt69/6+l6jvf1X3LnzD44c2YSiIg86O/9Ef/9bVFdX4ty5U2hoWI5IJJr19aF8cHWiNW+D4rGZQhjHTrRcY9bmwyfzc7TrMd/OdFpPZhIVH9O6zlrYKCc8r2DRNJoWmIjgU9WJ/1uBR+EBLFWLUtjLi45TKXoOJY9MTCToaV6ZHlPgHvPaTorH3CdFoRWJp1IT+7HicToNxOMxNDVtx4ULP+LEie/x4kXA+g6noafnKXp6nr77vb5+Jc6cOYWNGzdheDiGVGry6+PUY+q9LrPHlIountTGxyI1Fxhg5w11HDs53zM9pgYoAXSPuUcA3Sc+r3CPKW8E5kjUWGyG3v9Hj/qmWOEkugx4v7T5jj0rJJ8kScKCBfPx+PFfOH36B/T29tJ3PA1NTZ/j5MlvUFtbi0hk6sz5PnicK22hPd+5rJWeP588qSaT7N1j3jx6+IWus3/FxfYSlAzDXmqNqrKfdlOqeK+2VXjLm6KwdB47KVW8b9pOug/vmaa22znxWBlflLSkhJ6gJElejIwM49q1y7hy5WcEgyHaE8+gpqYKra17sWfPbvj9fijK1BVTeZtpvj1WFHbMJSX5S6niiWlud/5TqrjHVnMOODy5nzoWgYlxPBseW0ml81RUTPwiSSxcWlHYMh+U6D+Xi6XdaBpLbvL5aH3poRDbr99PC1gwDKZNJllCDzXdJxRiGrMPM8GXvIjH2YtDCQfJ9Li0lPaViy8l4fMxPcXjV6/Y48vKaOsCGQbTAiyhh+KxqgKhUByLF3+Ajo7j2LXrC1y82I2rV39BOEz7Xr5oURlaWnbi4MF9aGhYDk3TkEwqU5akkSSWoKSqdI8BFqiiaUzn9dK0Q0NsQi4ro69RFQyysWXH46EhNrFRx3E4zPQ84Ypyvo+OTnhMSbQD2DgOh2kec59CITYmqed7MgkMDrJJvLycln+hquwckGWmnfaaqtkI89cAfu2Cer3Djtb8jsG1FJM5fJ92bsBQr51lHqtVsnlMmVQL1eNEIoFoNIH16xtw9uy3aGvbi1u3fsPt27+jvz+I0dExRKPxd6VQLpcL8+d74fP5UVPzEXbs2I7m5m1YsaIWHo8bkch/Xzx04jHX2NWat1GI4zgf53s2bT58ytRaveyRbTyZjyETUVIlyBvpNBCLxeF2u7FmTT1Wr16Jo0cP4OXLQTx7FsDw8AhiMQWABJ/Pi9LSCvj9n6CubimWLGFDVdcT70qtBIK5iJhUBXnHMAwoigEWLC2hpuZj1NV9Or4OGf9InUY4bGBwMIlUyoCm6aSlogWC2UJMqoJZg8fr6bo+5dMnv27N1y4TDVKCQkEEqggEAkEOEZOqQCAQ5BAxqQoEAkEOEZOqQCAQ5BAxqQoEAkEOEZOqQCAQ5JA5E/3HtdRILifRf5lRYFbh+8m2HSv7zUX0n/k52NXm02PqsWbz2ElEop3oP8qxOtHmKtLOzjnrRJuL6D87PtnVOon+y/Rp2jbVsbHJYh4wommsf5rSC8zWSWd97ZT2TXNsYDTKtkNpPePrpUciNKO4zjDYsVrF5WL93Tz+jKLl3nKvAdpkwbWxGG2tdd77DDCPeQiNFZ25BZHqsTkybWyMNqmaY+koWvM4thORaPZY12las8eU3nJz9J9djxMJ+jjm/jg531WVpgUmYgMpHnOf+PFSfeL1zqkUyx2w63E4PH2Lq/Tw4eSUKv4uz19kCrnQ2lmrzYmWG2unuNyuthA95u/U+fS4EH0qNI+daIXH2fkXnB1Ne/vC9WUAAAAASUVORK5CYII=)
VR = 11,3V / I = 34,2mA
VR = 12V / I = 36,4mA
VR = 0V / I = 0A
VR = 9,3V / I = 28,2mA
VR = 10V / I = 30,3mA
Para o circuito abaixo, qual será o valor da tensão no resistor (VR2) e da corrente do circuito (I). Considere uma fonte de 20V, o diodo D1 de silício, uma queda de tensão direta de cada LED de 2V, um diodo zener de 5V, uma resistência de 180 ohms e outra de 470 ohms.
Videoaula suporte de referência: Análise, Simulação e Montagem prática – Circuito com diodo, zener, LED e resistor
https://www.youtube.com/watch?v=Wh86CfLJDYc
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)
VR2 = 0V / I = 0A
VR2 = 11,06V / I = 23,5mA
VR2 = 14,46V / I = 30,8mA
VR2 = 7,45V / I = 15,8mA
VR2 = 10,34V / I = 22mA
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 1K ohms e o resistor de carga R2 = 470 ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 3,84V / Iz = 8,17mA
VR2 = 5,6V / Iz = 11,9mA
VR2 = 12V / Iz = 8,16mA
VR2 = 0V / Iz = 0A
VR2 = 3,84V / Iz = 0A
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V, um capacitor de 10uF e uma resistência 470 ohms.
Videoaula suporte de referência: Circuito c/ LED, diodo, RC e fonte CC
https://www.youtube.com/watch?v=CQ2yxBlqwzI
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)
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
VL1 = 0,7V / I = 29,2mA
VL1 = 10V / I = 417mA
VL1 = 0V / I = 0A
Para o circuito abaixo, calcule a potência dissipada pelo diodo D1. Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
PD1 = 146,3mW
PD1 = 5,32W
PD1 = 0W
PD1 = 329,6mW
PD1 = 0,7W
Considerando a tensão de entrada 15V (RMS) para o circuito mostrado abaixo, qual será o valor aproximado da tensão de saída (Vout) aplicada ao resistor R?
Videoaula suporte de referência: Multiplicador de tensão com diodo e capacitor
https://www.youtube.com/watch?v=YDxmYf-H_1g
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)
Vout = 127,3V
Vout = 106,1V
Vout = 90V
Vout = 21,1V
Vout = 63,6V
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 470 ohms e o resistor de carga R2 = 1,5k ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 5,6V / Iz = 3,73mA
VR2 = 11,42V / Iz = 7,6A
VR2 = 5,6V / Iz = 16,27mA
VR2 = 0V / Iz = 0A
VR2 = 15V / Iz = 7,6mA
Considerando que os diodos do circuito são de silício, porém possuem especificações comerciais diferentes, é INCORERTO afirmar que:
![](data:image/png;base64,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)
A corrente da carga será a mesma da que circula nos diodos.
A potência dissipada pela carga será diferente da potência fornecida pela fonte.
A tensão direta nos diodos será levemente diferente.
A corrente dos três diodos será a mesma.
A tensão direta nos três diodos será a mesma.
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V e a resistência 330 ohms.
Videoaula suporte de referência: Circuito série com diodos
https://www.youtube.com/watch?v=jZdTm3YWR7w
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)
VR = 11,3V / I = 34,2mA
VR = 12V / I = 36,4mA
VR = 0V / I = 0A
VR = 9,3V / I = 28,2mA
VR = 10V / I = 30,3mA
Para o circuito abaixo, qual será o valor da tensão no resistor (VR2) e da corrente do circuito (I). Considere uma fonte de 20V, o diodo D1 de silício, uma queda de tensão direta de cada LED de 2V, um diodo zener de 5V, uma resistência de 180 ohms e outra de 470 ohms.
Videoaula suporte de referência: Análise, Simulação e Montagem prática – Circuito com diodo, zener, LED e resistor
https://www.youtube.com/watch?v=Wh86CfLJDYc
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)
VR2 = 0V / I = 0A
VR2 = 11,06V / I = 23,5mA
VR2 = 14,46V / I = 30,8mA
VR2 = 7,45V / I = 15,8mA
VR2 = 10,34V / I = 22mA
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 1K ohms e o resistor de carga R2 = 470 ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 3,84V / Iz = 8,17mA
VR2 = 5,6V / Iz = 11,9mA
VR2 = 12V / Iz = 8,16mA
VR2 = 0V / Iz = 0A
VR2 = 3,84V / Iz = 0A
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V, um capacitor de 10uF e uma resistência 470 ohms.
Videoaula suporte de referência: Circuito c/ LED, diodo, RC e fonte CC
https://www.youtube.com/watch?v=CQ2yxBlqwzI
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)
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
PD1 = 146,3mW
PD1 = 5,32W
PD1 = 0W
PD1 = 329,6mW
PD1 = 0,7W
Considerando a tensão de entrada 15V (RMS) para o circuito mostrado abaixo, qual será o valor aproximado da tensão de saída (Vout) aplicada ao resistor R?
Videoaula suporte de referência: Multiplicador de tensão com diodo e capacitor
https://www.youtube.com/watch?v=YDxmYf-H_1g
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)
Vout = 127,3V
Vout = 106,1V
Vout = 90V
Vout = 21,1V
Vout = 63,6V
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 470 ohms e o resistor de carga R2 = 1,5k ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 5,6V / Iz = 3,73mA
VR2 = 11,42V / Iz = 7,6A
VR2 = 5,6V / Iz = 16,27mA
VR2 = 0V / Iz = 0A
VR2 = 15V / Iz = 7,6mA
Considerando que os diodos do circuito são de silício, porém possuem especificações comerciais diferentes, é INCORERTO afirmar que:
![](data:image/png;base64,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)
A corrente da carga será a mesma da que circula nos diodos.
A potência dissipada pela carga será diferente da potência fornecida pela fonte.
A tensão direta nos diodos será levemente diferente.
A corrente dos três diodos será a mesma.
A tensão direta nos três diodos será a mesma.
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V e a resistência 330 ohms.
Videoaula suporte de referência: Circuito série com diodos
https://www.youtube.com/watch?v=jZdTm3YWR7w
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8+7r57Rdn/Pc/DwoXzcfrpp8FxcgP1NU0WaCIRFmiq63BSOI4zcE0BMsAx/ynxNDKG5jgY/OUGnflU2gZ/9xIFIQSNjY3b0k4VtLUNDhaaVoMnn1yJG264RcjfticWL94bp59+BhwnPeh/PT1AJkPR3OzAspxtN+jhAysPbn6Og/R31/V8ZYw/dqigylGaYtIBx638CXaecGK1Ycsb2Z4FF4dvhagAX7cuFNhoFSgF1bo6bcynhpqmYv/998KnP3069t57Cdrb2zB9egRr1qytejzbvF9APl8YqK9psvo6DqtzMK5Gd12BHc2WwnUdGIYDRWE8VQbVZJJs074NXpftAf9ggC3RlfzBD/78pfzGNXLjwvhFtSWp8cQOGVQlxheqquDYYw/DGWecgOOOOxy1tUls2GAjny/ANLfPmq1EOTSRXe8TCF30ZVUfQEzOKyOxXZBM1mDZskPx6U+fhoMP3gcNDXUoFNhIwx7+GYLEBOPf//43Lr30UqiqOml2Cui6jueeG981/R0BMqhKYMqUVhxzzKFYvvxU7LffnojForAsC+l0dsRsE4mJg+t6A+8hW7t2Ldaurb4MM1lQufXxwwIZVD/EmDq1DWeddRI+/vFjse++ewAATNOsugYmsX1hWQ5mzZqGhQt3wcsvvz5pRqfVQAhBQ0MddtttLlz3wzfFkUH1Q4h582bjU586Gaeddizmzp0FTVORzxdH3VEncT/f4WGaJqZNm4Lbb78Bb7/9LlzXHdi2Zllsz3Q0Kr7fulhku0nG6h1V/IFTe3srdttt5w/lDVoG1Q8R9tprTxx//PFYvvxYzJ07FY7jwrJsGMZY7dGRUXU84bouZs3aCTvvPGPgO654tnUrS3JobQ1+PkVhe6a7u0v7rUWSffr62J7epqbBiUKUUliWFeg16B80yKD6AUK1bKpIRMfixXvivPM+gb32OgStrVNRV2cgny+EGll6HkVraxPq6pJIp7MD32uahjlzpu9QGT87IngmIQfftmYYpZFnUCgKszMMto+4WBQLqtzWMMRsP+iYNNJ/3FZRSilg/HPlsf7v/YHBbxukTP+5RdvKjx9NW0eSEAti64eul0SqE4koDj/8ICxffgqWLl2ChoYkNmxwkclkUVMTXJuhUljEti3sssssXHHFxbj66p8hnc5B11VcdNGncPjhB8CyzCG5EWlrNX8aDU8iN5BqvigKUV8cjW1YXxxNnx2NLbfh5xlvnqrFEf59WI6HTVPt6io3tu2S0pRtizkyl/7LZtndS9QWYBqlfDNwPM6mGPwYXq/OzpKCFqUYEEXo6REjiqfDOg5LGw0KQlgmB6+3qK2fY8sKx3EmwzjgttmsiWXLTsaaNVvR1taKj33sBBx++EGoqUkgmzXQ319EocA21ff1iWkkUMraCwBdXR50XcXpp5+DqVN3w9tvv4spU1px5JEfQW+vWjZS5TxRytrc1SXWVi63ZhjitmE5BtjxhDBfzOXEbLkv9vWJ+SJPf6Qe0NevIRrXoRKFSVhTF5ZpwXY8n40KPapD11RQD6ip8UA9G91dNqj/iTsh0PQIYtvERFzHgmna8Gg5T8Ui61dl9d1mG4lo21677MGxbJiWA5ASTxPFMeeJ58YE7e+axsrgfZb7VldX8Nx/f3/v7h482Cgrzy/RR2mpUNMUS7/0V4BPCYLCXy4PFPyC+6czPHUxk2Hn97zyUQnP2AmyDchfJqXiUoVAqY4VM7LA5fJpU9BtS3z0Xm2al82aWLToANx44wJEo1Ekkynk80Wk0/mBNvo5DlNfgHPsQlEIDjroECxZcgRc10Uul0cu55a1xW/LhTBEwR/E8JuJaJ1FOeZlco6D+pPfFgjpiwAQ0WBl83jnpY3oLhThQIGm12PegjloiHnIFiwQVUVMd7Fl7QZs6epFEYCi1GDazJmYMSWJQi4PlxJQoqAmriOzZQNeX9cJCqBuymzMndEKauRhe2SgrTz1k9WHgqgakrUxpDeuxzvrOpCjAEgt2neegTntNTBzJiyXli0DiEKU4+q+OLIt1+rgAwPuj1wZT6Rc2y4NNocqV2tpGdzITIaJWPhzy0eCopRe9cFfQyEiqJJOs4taX18SoojHmRINb5jnsTq1tZUCg+eVlIEaG8VVqvjIeLDYx/BttSy2SO9X0graVs4x50n0iWs+z+obi5VzTIiLlpYUKPXgODnEYuW2fX2szQ0Ng9+BNFyZnsd4otT/dgUKgOXKahpbTqhmy9+QoOvMVmT6bxjs2nKORXgqFEoqVaKiKFy0pqEhnEqVbTNfFBH3oRToy8SB7hfw65//FH+8+1lsGBD/aMIRp56ML3zjCzhqfi2cQjdW3HoDrv/pI1i1tXfb40Ed8/c+FOdd/hWcd/gcwHUQi6tY/++/4Jvfuwn/eGkTACA5exEu+uo38eWz90HMzCNbIMhkGEfJJLvWihZBjHh47M5f4Fe3/QEPv7gRLPZEMX2/g7B8+Tn4zFlLUJsz0NtPhWMFwPy4WCzv70F54hw3NQXr75rGfIFfD89j/tjSEnykylXpolHWb4cdqfpl63gHAlhDa2vFF64pZQWL2PJgAbAOxANNPI6ywEApq1cyWVrjcF1GmOcxxxAJFqbJLpCiiMn38TsfwMoTlf6r5DjMMgl/jUs5xxRA9VsvXzJw3RKvIjefdJp9FuWYB0bOsUhQBZgt51iEJ+4X3BdFp6YA40g0IGezrPx4XGzd2vOATFFDYcs6rN/s4GPX/gCH7tGKFHXwzkO34tLrf4cudRoOvufzaDPewruvrsOMj52Py07aHQ2uiq2rnsSN1/4S3/wisN/z1+GI6TXIb3wW13z9SvyjcBB+cOs1WJzairuvvRI//Op3MH+f3+D8A5thbzWRQYlj1yNIRCkevP4bWP7NvyOx6ETceMtVmDWVwNu0EbffeAOuvuQSrLWux02fPhxKf0G4vwPMj4tFMY4rZzxBfVHTtt0sKp4f1dYGD6qGwYKqrrMbyA4h/ec/h1/6r7Lilecu38ZR3WaoMv3HiT65rGxrUFTjWCRYjDXHImWO1lakrbws0TIryxW1HU25lecQ4cnzANfIIrbgWNx89/FINtQipqsg0HDUMbuj65WTcc3Tf8dL6y7AMe074Qs//RXUeC2SNRE4loL+gz+KRrsPn/nePXjopTSOmlGL5+/5De55pwFX/vFy/NepCwG42GPnOF478Ev48e8ewYl7nQ1NsYBtAjaeByjRJLKr7sKlV/8d8aPPxL9+/x3s3hwDCAWogmOOX4zmc87CT6+8EvvM3xuf2CUBSt1RxwoRnkQ5HqpuItJ/1fr7UOUKPrOTkJAYTxA1gmhUg2MasCwXHihQyGJzn4v6tl0wpdmF7anQYzEongXDsOB6FJ5pore/DyZmYd7MGsBN4/n/ewHK7Lk4cOF0wOpFpmCgfupCHHRwLd588lVsyhSgqP4QoCAWMfDkA//G+7koPvPlS7B7i4J0JoN0Oot0Jg2rdSH+69IzkchtwQMrnoeRiGJsX4y+40PuU5WQmEygHlxPgUaLeGvt2+jPduPR227BU97BuOLaS7Bb3ISRpwDxoBIPPRvextubC1j10J9w57978KlrrsUpC+phW++hp8tFS3MjGlI1sJ1+UM+BFo2ifafpwKtpZBwH0HyqUooKzerGm//ZBKrugkVza2EXy5eT7GIBqdm7Yreoir7Nm5A2NDQnJpijSQ4ZVCUkJhu0GGry/8F3P3su/vRSHlCSuOB/rscnDp0GYqZBCUAUBbWajXt/dRXO+fEzAIC9T70Yn1u+GI0KhWln0PW+CWW6AkUpf0ytaCrQ0Y9ewwFJREr/oABVdSRiUSi0DznDAyFVxqGaggh00EgUqkYhE+nKIaf/EhKTDY6BQmwnfP36m7Hi/l/hZ1/YFw9e89849yt/QEckiggBQD3kHRUHL/8a/vyX3+EXV14I/albccZJ38ETHSaiegSazrt3+b5VAICiQq3s/dSFozZg/i5TQN338PraPmgxvWxBUYvF0PfWGqxxPLTPm40GxYYrg2oZZFCVkJhsoC5stRZ7H/xRHHfCMlz8k5/i/zu2Bg/e+Ss8vCqLRJztDbI9gim77IUTjj8CJ114Oa7+xunoffF23HjvGiiRBrROj8BybTiOUwqrrgfbMIEpDWiM6qBlufkeTEPFouOWYZ9GD3f9+Fa8mlVRV8MCqxqvQ8zeiN//6m9IT9kNJx+7O9S8DZmdWg4ZVCUkJgsooGg6otEoNFAU81mkM1mANGPOnAbAzmJrVw7QNURiUeiKAtssIp3OIGfH0DZtKurqgPXv9wAkhdb2CHq2dKErnYMWUaGoOmzbwMZ33gVaG1BfZT+SaxaQ3ONo3HjjBSDP/A5nnv8jPLfJQiweg7fpVfz4/M/je/d24/xvfwsf27MWeUtqPVRCBlUJiUkCRQNyXZ14f2sX1GQN6uqaUZdqgrHhUdz2l7VAbBp2mdUAu78f7697H0VdQyrViJaWVtSY7+DB+x/Fe2kN++/eBiCBg49disj7/8H9j7wOS2tDMh7B+y//C488bWPJ0sWYVh+HW7FHiRIFmpLCfmddjQd+fxE23fcrfP6qB2FHY3jtb7/At/66EZfd+gf86rOHol7XoIbURvggQz6okpCYFFAQrdWx+s5bcN1fnsGuRx6EOfV1cC0Dq//1J9z3mopzrr4Ex+xej+7n/45vnn818vsehMUzp4J6Cta9+AT++uCL2OWoS/CFE+fCsmzsceK5+NKSx/Djr16BzH+exh613Xj4ttvx7rTD8YPzD0NKKaLDN9AkWgR6rhN/vesWrN4KpOw0GmspOjr74IAgX8jDra1H/9qncO1V/0SPOhtHHX4kFjWrgFwEGIBGqqxh+/8Omvc81rbVvq927qFsw5a5o9mOd3urHfdB5nikc42HLbuOFGaRYrdDDscRHZtx2z33Y/OWbkAhmHHo0fjxXefi7I8thl7MIzVzV3x8+aH4nzuewVW3/gkAoM/aDcu/dS0u/cLxmB+lKBaLiKbm4Js3X4/Y//wUP7r5BtztESw85hP47Te/hKPmxGEUDfgfYimaDt3qxYO3/wa/W9kPKBpSqSQWTa+HQj0kW3ZCnfUCfnfN92F7AOYuw+77H4EDNAWEeKG5EuNp6L9Fz8/tRzqHaL8b04wqP8Yro6ry3Ns7o0rUdrQZVf7yP+gZVX588DOqKFzTQnzmYvz3DxbhkisN2DaTY9ISNWisS8AtGig4FGqsDSd/8Qoc+ekiLNNiSml9UbS1pTA1ZaFgMOmpYsFGfPa+uPwnN+PzVzEFnkhNEnWJCKy8Afi2WlEKOGYRds1sXH33g7jS90hf0aPwMlnMP+USvHjsxew7BUhnNRiGgpzpIBWd+Iwq7v9BMqqGiyNBMqoq7Xjdq0Hr7Cw35nJr+TzLzxVxZNsuqYkHf8c7A1eL6e8v5dXG4+xvfn7+TvSOjnLpP27b0zO80EFlfTmhjsNkz4KC2/KcYFFbznEuJy6RyKXa0mkxWTpuS6mYLB0HV/gJwzG/RoOk5QLYcgEaUduwHAPMVlGY72Wz4n5MKRPbEeWYUsA0XXR1qdC0WvBRpJP2sLG3iNKDehdEUaCpCShKDQgB6msojKyBDUXqk/6jADGhKBFoKhPRKPS7yPSYoJQMaCRwjju2UlCo0LR6f7yFY7vIZzwoagLatn1YngdENA+u6iKbLalNBQW/PiIcc7/j/b27OxjHqsriBi9TUUp9nks1jlSuv7+PJPWpVZOt42S7gg/2eOUcp6R5KGrrl+JSlPK/eb1Ms1y/kf8WkeDzw/PC2XKyw9qG5ZgHjbHgWNR2NByHkZIEgoleVENYjjm2D8cUhhGkwh5M3zomL9etypO77WeYsw1cHwrLHKry1c8zGWLFcFBV5reVo1zLChZU/QjS37X29tIffITa18deIJZKialUccHZ+noxKTBC2AjINJlkGlf3iceB995jx/BpQm0tMHUqqyfALmZvLyOntVVM+s+22d1O15mMWFBwRRVwD5UAACAASURBVK7ublZHEdlAP8f19eLqS3yE2tgoLq/Y3V2STBORW/O80t25uVmMY8ti11bXmW3QtioKG/309DBfEpEN5CPU/n5xjgE20+IcB1Xz4ujpYRw3N4vLK3Z2snYHlbTjtpbFrm00yuocFHzm19dX4likv2cyzB/r60uygUGRTrOym5rE1bx6e1mbW1qCySty6T9+PShln9vbg6tUcY5jMSYJOdxsTYtEyo35aEJVWccTIZkPxTVNzJYPyQHWWN7hIxH2Nwel7LhIpHSX8qt567qYhqX/t5+HkaAoJUV7Xp+gqMaxSLAYDce8rX6Og9hxjrmtqE4o/yzSVv8shXMswpO2bV+LKMe8PN7xRG3DcuwXXA/LsagvKkrJF7mtSH9Xt2WwisYKbg+U/FiUJ4DZBQ2qul6y47O9SCR4UOXBWFHYuYaV/qv8R+VDiaAOVc0u7AJ/5c9Qx4y23Epb0TqGsa1W7mh5Gm/bseRYxG40PH2YORat41B/By1T1Laa3XjyNFIcCVK2SLmTfvO/rpdvpdU0DYroW8YkJCQkJgiTNjoRQkApxZtvvg1KvW1TOhVvvbUe2WwO6iA1CAkJCYntj0kbmTRNxaZNHfjZz34P16UghKCmJoE//OF+PPnki9D9i60SEhISkwSTOKhqePvtd7F5cydUVQVAoCgqcrkCXnttDTzPAxlNuouEhITEOGDSBlWAZZk4joFCIQ1N02BZBdh2Hp5HZUCVkJCYlJjUgiqqqsJxTPT3vw3D6INh5GCaOWjapK62hITEhxiTPjoRosB1LfT1bdneVZGQkJAYEZN6+i8hISGxo2GQ9J8/0yistNxY2QaR7AojBVbtWJEl2rGyFalvZTljwXFQuw8Tx8PVYbxsJxPHYcoV9cXh6iBybFDboY4LWm/RcrVqgiUA+23bYmlrA6IOgrb+VDtuq6pDCy3wY2y7lC4KlMQRgqa88fNTKiaAwVVuwthW41gk/dLf1rAccxUmkdRAjtFyLJKmym09T5ynsBzzugIljsPaDpcfXllf/3ET6cecJ24r0t/DxgqgdKwIx9wXRfs7pYOFU3h7g6ap+jke6dpqlbJ1nscIy+VK8npBwW3TaSZgIAJ+gXp72e9YjAk9VGtwJgNs3VpSquJEc9GPoHc+v62IfB+35aIfIspN/hzibJbxLFJfbtvfz3gQAb8B9faKlQmUrkMYjrkDd3SI1dcv/WeaYiMh7ouiHPtt+/vFR1+cYy6RKGrrF68JYu/v2KYZzo8JYX3dMMRs/RxzgaOg4HoSfmnPIHXl5QLBeeLCMdWk/4LchHi5hJQ45rxVw6Dc/2onC4rR5MP77fzCB6Llhi17e7Q1jP1YlTua9orYby+eRmPLj90e9Q3D12g49rd1Iv3Jbxd0RD8eZQe1r8bTkCPVqVNLfxDC7jo9PUz6T1QKrLeXjZ5EpcAIYXedYpFJpsVi7Ke5uaRm40ddHTBtWkkPsbOT3fna2sTUfSyL2Woasw0KPkLdupW1U0Ruzc9xfT2TVxSZ1vb1sZlAc7O4vGJHB2tzc7OY3JrrlkaZra1iHPM7eyTCOBaZ/ufzzC9qaxnHIjxlMswfRTkGGMeZDJOWi8fFbDs7S7J0oupLW7awz2E47uhg17SlJXhd+Yy0u7vkx6JSn319TApPRCYUYNcml2PSf0E55jx1dbE2B+3vldJ/nsc+T50afPpvmqy/x+OszsOqVA21ABv2QQi/84z2Icpw9pXHhHkosSM+RBmKp7C2Qe0my0OUMLZhHqCMxrZaHUSODXNdx8KfRO0rjxV9y8FY9dkgtkHiSNByg9gMu6WKEIKRMpeCHCMhIfHBxmiXSj5IGGbzP4Gqa1AcF7YzNGNEVaEpgBfgnQiKQgAMDsB88bj8RxkyWLPjlW0/dJBttQvshX2DoYSEhIQAqgZVQlSoSg9uv/oe5Gbug3OXfwR6wax4s7eCWMLDU3/+Mx5+0cUF3/o4ogoAlEc09rSaoLY2Adf14Dhu1WmHppUUupnyuYZ4PFpVOzUajULXtW2SgHRA5X0oxXRCCCIRHYVCEbbtyJG1hITEuKH6SJWoUEkP/u/mP+Dtw1pw7gW1qIkBdoVpVDex5Yl/4he/oDjq8rOwp2aj8sVgmqYAIPj73x/BM8+sQrFoDApqfEuHbbOHL5oGKIqK3t4+mObg/Ur//Ofj2LBhMxzHgecxW0qZbbWRqqqqmD9/Nk4++SjU1tbCDvNWNgkJCYkAGGb6ryBao6DY+RaeXPkEotliRbhUkUh5eHVLDn3eGtx229P4zun7Q1VKRxFCoGkqbrvtr7jssqtQKBTHpNL33/8I7r//EWG71avfxFVXfQWRiA437Cs2JSQkJIbBsEG1NkXxyuO349Rlf0aEUlQuVRJCYFsWABe3XvrfqIvchAuP3xMKWPBUVQWZTB7XXffbMQuoo8EvfnEHPvnJE3DggfugIJrZICEhIREAwwRVD8WMh2l7LsOXvroUzQUDlZNmSgFVU6EqgG0Arbs1wC7YoCn2f0IILMtBb2/fuDVABK7rIpuVwVRCQmL8MKz0n+HGMH+vw3DJ8nMRw0h5aBRbNxXQ0WWDptiaqed5qKurxbJlS3D77feOVZ1DY489dsX8+bPhOHLqLyEhMT6oHlSpA8drwxnfvwxW82wUjW5Ypj1o+u+HogCGjbJdsa7rIRLR8e1vfxmUUjz//KuwLKvq03eeM62q4huuuW017Wq++2DWrJ1wxRVfwPTp7SgWzdCbuiUkJCSGg+bfscQzBSh14dEkjj/nTAAWCrksHAIoVQIRpQSKpkIjHsi2TVd83ykT0rAwc+ZU/PKXV2P9+o0wTXvbftVy9PQwQQeephp0M7HnsTQ712XpfapaWT8KQhRMn96O+vo6FArFgfpVZoQEhd+WnysoKrMzRDJRqtmKlOv/HFalStQ2bNZNNY5Hw1PYbB9RW/85RHjyHzdajoNiNH48Gltu47cdT54q+7r/e1GO+edh01QrlWlsG2Bq+3msfnEN+owEdp0/CzHNhmXTisoRACbsNBCpicAjBACFbbPceFYogWFYUFUFM2fuXLUyhLBcYBZUiXBeelMTheuyvGdVrW5r2w56e4tl9fdLh4ko9BBSUqZyXXF1H76ji/MkAp5jUc5xMPBjubpXUPjl1kxzaEnGauBtpVSsrYSUbB1HnKex4NiyxGdNfo5F8k24H1IanmPPE/fjSo5Fblyj8UW++UaUY7+gSVCeVJUdWyk8YxiDJQGHAufJdUdWTNO2bh38paLqMArr8ePPXoq71lKc8dnL8Z0vHA3PLsAsC6wKNI3gqf+9Gn/rmobPXXgx5icdpNMU6XTlWT0Aw19xXdfR3a2iMoFgeBB4ngfLsvHuu5VBPxhsm4kliIILq4h2Wm6bzYpLJHLpv75RPPvr6Qlvy+XWRGFZ4TgmZOI55raj4bi7O5ydX/pPFFz0QxSEMPGaMBtiRsMxIaPjOChPqsrEW9iAkdWZ9/mgQZXX1zBGvnFp8Xj5F47DfiIRCtLnoVbL4767vg601OHaCz6CmmIGBk9bJR7isSTaEmnc/8dXcfAJZ2OvPZOgihNYZaeECHp60njrrTfQ19cfKOuJUopEIo6dd56PqVOnQVEsiARkz2OOqChM4Sco+AjZMNg6biQS3BZg/FoWsxN9h6Ft8+sTXMmIwzRZm6NRsekaHz0BzFbkxjVajk2TdYqJ5ti22TKU6LSWj4hEeQJKnTUsx6I88dGmZbFsxKCqWtzWtksccwWooLAsdn1FfREo+XEsFownVS1pv/KRrqIwxamgQVWEY80vFUbINlm6XqCmhkK1Cfb52IU456g1+Mq5n0M8+jP8+MsfRYtjwLDY+D0Sp9jrqI9gzjVvYWNHJ0y9AamEg1oB6T9d1/H661vx9a9/GytXPgEqcHUIAWbP3hnXXPM9HHfcvvA8S0j6r6ODdTpRybRikUm1xWJMCkykvtksG8nU1opL//X2Mum/ujpx6T8u7N3QIC79x0dATU3hZOl0na15i0r/dXaW5NZEpf96esQ5BtjoybIYx6LSf1xesaFBXPpv82bW7jAcb93KyhP1Y+6LnGNR6T/TZBzX1YlL/2WzYhxznjo7WblBedI05g/85sofare0iEn/bdnC+s1I0n/D3iMoHJhWEqef/QPccuES/OFrF+HE//oTOhBFXSqBeERFJBJDsqUODWYeff0FOCqpIpkyfIVjsShuv/12PPHE40IBFWANW7fuHVx//fWwLBOqKt9lKCEhsf0wYgSijoks4jj5h9/H/157DFbd9A0sveA63LVyHTZnLPRuWIc7bvoTXowkMHtGK6K2K7YiShTYtoO33npnFM0A1q9/F5lMFoTIoCohIbH9MMxqE4XnunA9ChcmDBrFqd+4GlNaGvHZr/4cZ/3hTuz20T1R17MOz7zxPuac+gWceNA02AVTaO3M8yg0TcP8+XPx4IP/Dt2QnXeeg2QyCc+Two4SEhLbD8Pm/kNToakUCgDPsZHNali8/Gt4YOFHcfftd+IvK99DMdqIc756Ji780lmYHbWxNUtRK1QFCtM0cPbZZ2PVqrfx4ovPwbIsVNNdrWarqiqmT5+JSy+9FNFoFJ4n8BY+CQkJiTHGMBlVrTjte5fCaJ2DqGHBAUA9B4WCivZFH8ElC/fF5yy2wqtFoohqHjZtEthc54PjOGhtbcN11/0IGzasRjbbF2gaTylFLBbDTjvtjtbWdliWKfykV0JCQmIsUTUEUerBo7U45txTQW0HxaIFyvcuUBdGoQiiKNC2RTDq2jBcGmxwOQQsy0IsFsORR34UiQQJ/DTQcYBNm2wUi2b4wiUkJCTGCMOuqRr5IttuUGUzGPW8Mn3VkfaaKYoCXdeq7j8lhG1VYJk7FK5LhbZYKIqKaFRFLDb0FgvbdqSGqoSExLhjQibLkYgOx3HxzjsbUCwag3L/CSnl/vf2iu+h7Olhv/v6quX+M13XnXaagmSyBoYhR7QSEhLjh3EPqpGIjg0bNuOKK36Il156fch3RPH88qHED4YDH4BWBlQGCkIIdtqpHVdeeRmWLNlfBlYJCYlxw5gEVUIIFFWBQjz400RVVYFtu7jyyhvw5z//YyyKCo0NGzbjkku+i3vv/RVmzpwG05SBVUJCYuyhVUrCVUpcDTdqJKqGaDQKQh1YhSIcl72CmtupqoJ0Oo1HHnlyXBsRFG+++TbWrXsPc+fOhG2Xa6qKjI4reQlrOxK/QWyD2g91nUXKHAvboNheHPvLCmNbrQ6ix25PjsOUK+qLw9VB5NigtkMdF7TeouVq+Xz5wXwAZ5os93pQXiwhUPUYamvicLNbsWb1G3jlrRdw/42PYcYnv4rln9gLlmEgr7CpvONE0NjYiK6u3uFrPgFQVQ2aVotslqJYLIkpeB5ra1D4pf8cR9y2kmNREQugJL4hkvvPl0n8bQ9qx4UoCoWh5RWr2XKZQc6xSO4/b6Nti/MUlmNeHsB48sseBoGfY9sObsv55W8HFuWYlx3WFznHIrn/fo5zufHnmD+Y5nUMypOmDW4b98eguf9+icR8foSg2tk5+ARczCKX2/adqkLXNShEga4A3etfxOP/WImX//MyHvvHk9jsAaT9YFzb3oiI4yGTB/ozACEudL0G5533WVx55ZUwjO378r9zzjkHLS3zsXGjOeD8LPAzkQZR8I4vKkvHOc7lxCXTuG1/v5gdt+WiLKLguzvCSNopSkm8JoztjshxGHnF0XJsmuJ+zOtbLIpL/42WY0JGx3FQnlSVxTPHKdWZ93kR6T/O8YjSf/X15ZU1TUZwLEaQrIujJqrDyPah4/0tWP/qM7j113fh2bfeQWfaAE0148BPfQnfPmFfzJ0zF9Pr6mHlLcQTXKGHQlEcnH32CZg3rxXPPfcyCoVCVeV/02R3DVG5NS5LR2l1KTD+9H/XXefjyCMPQzwegW2zV7rwO7uiMCWjoOD7Y3M51s5K+cSRbDnH8XjwnQ4chlFSBhKRWyOE1dd1gWRSTDaQ0tIIqLZWbBTF7+yaxmxFR+X5POM4kRAfqY6WY1GegNLoJ5UKzhMHH8SIcuy6zFbXGU9BwUe5hQLjSESRi5DSzS6REOeYj+TD+GKhIMaxqrIy+LH8tU319cGCqp/jIP1da2goN85kgEKBoKbGhZl7Bc8+uhYv/etR/PZ3D2EzCKbvsjv2POoEnHT6J3DY4fMxJR5HIh6B6ll4f7OFYoGRnErxYb0HRVFwwgkfxTHHHFhVhYoQdtcoFoG2tuCvU+GN5XecKVOGvkC6rsNx7IGAyjsen0L4eRgJisLssllGsohtiWN2cerqxJyRvyGhpoZ1PpHpv2Gw45NJsVfWuG5ppFhXFzyY8zILBXZdGhrERgW5HAtS0aiYLSFMHnEsOBYJ5kBJ6zOZFAs0/MalKOE45kFV1I+5L0ajQGOj2PS/r69046qvF5P+8zwW0EU55nauG5wnVS39AKWg2tAQPKgaBuvvus7aOuz0v9oJiaJBVzbh5xdfhu8/9B701HSc87Vv4PiDdsWCA/bDnGkpqLYBy3LhejaKOQtEAfxaJv7XHnieB8Mogm2lGlwb/1qJoqhQ1eAZVawcF65LB85RzdYwjG0Bvfq5w7yWJIxttXOJBIuwtmHLreY8YcsVsavG8Xi3dXvZcj8ei3JH68eT+fqMpS9yW/9vEbtq14xjyC1VFAQxL4oYAIMaQG0Lpk2bgRqVIgIV0Ahc04XnUbBQNXJFWFCrPlKllCAej8OyCjDNIigd+bEeW1vREI2m4LomXNeBogQLyBISEhLjgeq5/54Nh07HJbfcgD3uewyPrH4DK395OQ680sLsvQ/D8YfshUVLDsFJR+2NxiSF7XggcKGQcIIqhAC6ruGvf12BlSsfRibTDxFBlQUL9sGZZ54BXY8CkKmoEhIS2w9DjlQ914HaPAcnXbwHTnQz2HDx+XjtrbW49/Y7cPPPb0L01jtwdUsL9lxyDL5w/nHYdXYDXBJFtZHoSIjFEnjkkX/gG9/4b5im+A6B++57GIVCDldf/SVQ6gm/PUBCQkJirDDscNBzLGTTfcjngSkL9sJxp56GG39/B9a/+y/c+qOzscuMBFbf91ssPWQpFh74Zdy7uhPRmoiQWBXfCbBixQOhAirHvffei/7+NBTRt4hJSEhIjCECpalS6sIs5GGCQFFVNDW24+TzL8FpF1yI/zzzIv793Co8ff8r2Ph2Gs6e04UVANmmZ4FHh8MgyFtYJSQkJMYLgrn/7BUrnuvCtm2AKJi1/4G46OCP4JxPdePdLgVOxoQn8HZRz6MgBDj++OOwYsVjsKwRdtYOgZNPPgl1dXVwXTuUvYSEhMRYYHSCKtSDmc/DBKAnE6g3XPT0iK9nGkYRS5cuxfe/fzWefPJhpNMZqKqKvr5+rFr1Jhyn/AHYLrvMwYwZU+G6LmKxOBYu3AdnnXUWKC0XdJGQkJCYaIyZ9J9rO3BcjLy3qgoopbBtB6ec8jEsX74UjlNALBbHypXP45xzLkM6XZ4Dd+65H8fnP/8pWJYJRdFhWXXI5QzYtg1dl9N/CQmJ7YdJ80YnSikKhTzq6lQ0NNQhFouhtram6hppPB5DQ0MKlmXBtj309xfgulSup0pISGx3DJL+8yOstNxobF3XhW27UFUVrlt936u7bU3Xtm04TunVKzuKLN1wf4vahuF4R5GlG+7v8bKttJsI28nE8UT099GUGYanoY7j3490DtFyNb9KDM+H57mufX3iIhaElAQPRLaL8mXTXI6dJxplubbVzlEssrpZFktL5WWl08HFWLjYB6XMXkQth9ty0Q9RW85TsSieZsdt83kxaTmukwAwXnnZQcAl6QCWKy7SCSo5FqmvZZV+i9oaxug55r4YRvovkxEXYxkNx0B4XwTYb9H+PhqOuVyhKMfcl4DgPKlqSUyI1537Y9Dcf39/T6eHP17r6xt8Ak7USLqBflBaehUKlw0MM/rjEmKx2NBBtVAoBVVeLjByY6tBUUrvtwoKnvsbVAqsEn6Ow8it8Q7P6yFqm8mIlQmUOA4j1aYozBlFJAcnA8eicnZ+27Aci97g/ba2PTo/LhbD9XfRWAGMDcdBeeLSf65bqiPv86LSf5ZVuhENBa21tfwLrsZSU8N+RO5cfASUSonJiAHMCS2LKcfoOrNvaKh+oZJJoLWVOZHjMFvXBZqbxeTWuANzGbCg8I+eYjFWHxFwjmtrxWUDczkWJOrrxeXW+vtZmznHQct03dINq7FRjGPHYbaaJs6xaTLbMBwXi4wrUY4BZlcsivHEwUc/jY2szUFBKevkhIhzzEdPkQhTbgoKHhCzWaYUJSrNmM+zn9pacTWvMBwTwkbzmQxrc9D+rmnlMwdK2efW1mAi1UBpFhCNMl9UlGEEVWpqSn/wAzOZknHQtzqraklKj3eCoLb8AgGsA8Tj7BzxePWgGo2yC2nb7CeXY8QkEuwCBSGJ3535koGfhyBt5aNlXRezrcaxqNo6pYyf2trgHCsK6zyuy3iKxYLzxG9cgDjHhsE4VlWxtqoqu/bpNCtPlCfPY+0V5RgoaYzGYqy9IrZ+jvlr10cCDxb9/azuYTnWNHE/prQkaSfa37mmsGisAPy6zcE55iN5rjsblCddZ3Z8tsVH2TU1peXDkco1DHZ9OMeqOnS5ZdJ/ftk8vo4monMY1tYPbjucPb/bVB4jUm4126CobOtobCeKY78DjJansLZh2zoa2zC+OJZ+HEZKb3v58WTnOKwvDnVMWPuR7GSivISEhMQYYtIHVa44pesxIExmgYSEhMQEYtJs/q8G/iqWhoZpaGraCYVCGlu2vDNm4isSEhISY41JHVRd14Wux1FbOx3RaAyRSByZTM+QSQESEhIS2xuTdvrveR7a2poRjcZAKYXruqCUghAVU6a0gRAixaglJCQmHSZtULVtB/Pmzcappx4DgIJSCtM0sWTJYhxyyGK4rlwCkJCQmHyYtEHV8zzEYlGcdtqxUFUVlFIUiyaOPfYwzJ69E9NzlZCQkJhkmLRBFWBP/isfSnkehefJab+EhMTkxKQOqgAGrZvKdVQJCYnJjLKgur3k1oayHeocw/0/rHSZCMbSdntzLGo3GtvJ3tYg5xoP28nix5Od47A8DXdMWPthpf+6usq/4BJXuVxJBSoI/FJtotJyQEkKrL+/lGcei5Ur0SgKy8nu6GC/eYqo47C0sZ4esYvL080cB6jkYThwkRGeiy9iC5RzLKq+ZNslFaR8XoxjLhXY1xdcIhEol1sLwzGlrOyOjuB2nGMuMSdiC4yeY0Vh+fSiKkp+jkV54uIeohzzFTLLEvdjLhtYLDKORfo798UwEoncNizHQHCeuPQf9wne7q6u4CpVnlcS+enuHv5YrVIWzV+o6LMgbhtEHquaLVB+cTyvdB5+bttmwYQHbT+pxRBvuOZiFmHk4YDR8WTbpZuJqK1ooOC2gHgHGA3H3DYMx9x+e3AMjI7jsDxRGt7WdcPLHIbhmNtPJMd+XzSMYH6sqoxTfvPx9/mgQdXP8UgDRq29vdywUGB3j2RSXAqMj57q6sSkwAhhd3bTZLJnkQizjceBDRvYMXxUWVMDTJlSch6/2Gxzc3BhYO4Mvb3MprExWF25rWWxO2U8Li63xjlOpcTlFTnHDQ1sJC9i29PDeGpoKHEcxM51S1qoDQ1iHFsWu7aaBjQ1idWXC6UnEoxjUVm6TEacY4CNnMJwDDCeHIe1VdeD8+R5bASkKEwiUZTj3l6mFiUqr8h9saaGcSXCcS7HuArDcSbDyhbhmPPU18f6bkuLmPQfvx6exz63tweT/qvs76nUCNJ/fq1JHmgoZYWKyJ7xqTmlrMOK2PJgATBbrsUaj7O/Ofz14g3iWp+EsONFnJGL7HLboPBLiGmauCaqn2MR3VneCcJyzOsdjYo5sl/cV5RjbqcoYm3l8n1AiWPRpagwHAOlkUg0Km7r5zio3i0PFn5fHA3HInXl039NE+/vfMYjGiuA0qBIhGPOE9f2jUaD3bg0rbTc4D9XPB48qHJbVWV2wwZV/wkJGSzJJUJUWNtq5Q4lr1V5bn8ZI0kGDlVm5XmCoLK+QTFUW8PainDMIVIud2SO0XI8ERJ8o+F4NOVWnmN7cSxaT399J6K/V7MNw5OIdF+1uvHvgwTVav1dSv9JSEhITABkUJWQkJAYQ8igKiEhITGGkEFVQkJCYgwhg6qEhITEGEIGVQkJCYkxxKRW/pf44IIQAkVRoKoKVFWFqqpQFAIysPeLghAPmYwHXXehqt42ofLtWm0JiREhg6rEhCMajUDTVOTzRbz//ha89NJrWLNmHTZv7kQulwcA1NXVorm5He3tO+OAA3ZHKtWMRCIB23ZgieZESkhMIGRQlZgwaJqKeDyOjRu34OGHV+Leex/CM8+8hEwmB8uqnngeiUSQSiWxZMlinHLKMhxxxMGYMqUF+XxBvv1BYlJiyKA6kdOs4cqajNM9rry0veuwPWzDlEUIQTweg20Xcc89f8bNN9+O555bHcjesix0d/fgL3/5B/7yl3/gkEP2x0UXnY0TTjgSsVgMhmGCvbtscLljUfeJsPVn64x3WWMJf7nbuz+MN0Tap23ePNhYUZhQAs8zDwK/HB6X7xOpCJeW6+4upVTGYkzEgJ9fVVm9Nm0qr5vrss+i8nAASzmzbaCSh5HAeSoWw9uGkT3zPGbb18fsRTmmtJxjEVtAnGNCFCQSCTz33Iv4xS9uwmOPrYTjuGIn8eGJJ57Dc8+twrJlR+Kiiy7EwoV7IJ/PD3obBOdpNBz39jKeRcA57uoS55inXIpyzH3AMMR80a85kM8HV33itry/h+WYi/yMty+qKmsfz/9XlFKfD6pSxQYHrL9v2TL8sZr/hJV5xKIjMv8dN+xojle+2jlGOr9IedXaGsY2TDtHc4cPy3E1xx3v0ZSmqYhEorjvvvtxzTXXxx6t5QAAFKpJREFUYuvWEbwxIEzTwn33PYiXXnoD3/nOFVi27EgUCsWB5YDRjlr9ba30E1GEKVvUF0dbnr/c7TE6D8txUJuh2hW0zaIca21t5cb5PLtDp1LsR0S1pq+P3bHq65lsoIjYR08Pu1M2NpbUfeLxkiQfFzKoqWGSXXn2PAOuy2xdN5z0X3c3u5O1tASrK2+rYQCdnaw+DQ3Bbf0c19WJyyv29zOOGxvFVaq6ulib/fKKQexctyR+HFRuTdfZytKNN/4G11xzI/L8go0BmpriqK2N4L333sPXvvY15HJfxWc/eyYcx4LjeAOydH194hwDpZFXU5O49F93N+M4jPRfRwfzrebmYBxzWy5OHY2KSVgqSskXuR+L9PdMhvljXR2TChURVOnvF5dX5Dz19LA2B+3vXPqPH+t57HNbm5j0X2cni0n19SOoVOl6ubGqss+qypxChGQue6ZpYrZ+aS1uSyn7rVWs+ioK+57Xm8v3AaXjRdV9CCmdLwj8kmm8PkFRjWORoDrWHAct0287EseKoiAej+D663+Lb33r2jFbb2tuTuCMM3bHJZccgMbGFH7+86fw7W8/hq9//XtIJDR87nNnIpfLg1IammNWf/ZbhCeOsBz7pf+CcFxpyz+L+jHnifuxSH8PGyu4PRCeJyB4f+dlVEr/6Xq5xORI5VbaDRlUh5pCi04Hqi0bhB3SV/4Mdcxoyw07DR9qWULE3n+e0fI03rYiHBNCkEjE8cc/PoDvfvengctIpVJIpVKIxWKglMIwDPT3Z5DPZ6FpBGecsRAXX7w/Dj54NgAPgIoLL9wPd9zxKtas6cHll/8I06a145hjDkU+X/hAczySrWgdh/o7qO1k52m003/RcuWWKokxRTwew7PPrsZll101sOd0KCSTSSxcuBDz5s1DY2MjIpEINE0DpUCh4IBSE83NvTjkEA2HHjodhEQBWAAoAIpoVEU0yly4p6cPX/nK/4/p06dgwYJ5SKdDvFtHQmIMIIOqxJhBVVUUiwauuebn2LKlEwBb/zzuuHno7s7joYfWw3U9qKqCfffdDwcddBBaWlqgKAoopfA8Cttmt/+99wYOOCCF3Xbji90OgPIXn3kehf+V5WvXrscNN9yCm2++CpqmAgi/y0BCIixkUJUYM8TjUdx99wqsWPEoAKCmRsd11x2N5csPhuuauOCCP+K2297E8ccfj/33XwxCCBzHgeM4Ay+da28HDjiAYuFCKvRqEI677/47PvGJY3HQQYcCKICNaiUkJg4yqEqMCXRdQ2dnL37601vgbVvVb25O4Pjj5wMwoao6li2bh56emVi8eH9Q6sFxHLgue1re2gosWkSxeDFQUxM+EBYKRfzkJ7dgwYJ9oKo65GhVYqIhg6rEmCCRSOCee1bghRdeHfiObcdi65+AgVmzZmOffRJwXReu68Fx2La9RYuAfff10Nw8NnV59NGn8NRTL2DffQ8FINdWJSYWMqhKjBqapiKTyeJf/1oJ1y2NDNkTUj7qpEilUtveuushmQT23pviwAMppk4d2/rYtou//e2fOPDAI8b2xBISASCDqsSIIIRAVRUQQqruoYzHo3jnnQ1YufKFYc9j2x4oJVi4EDjoIIq5c8dvvfPVV99AR0cn5s1rhKY5Qtt9eBsVxQPbviUhERw7VFCllI2KVDWCWMwDQOG6LJNEVYO/BxwobbSORlkHisWC14NvGI5EmL2ILc/O8NuKbP6PRsttRTb/R6Ol30HLVRQC03RQLBZBqYd8XhnEMaUUa9asw3vvbSqzLRbLg1lDA/Dxj1PsthsdlNQhDgpCFJhm9TXTTZvex5tvvolZsw4ApQWhoJrPU+TzFJTGEI9HB+kKDAc/xzwzcCTwzeXRKPMtUT8Gwvmiogz2RZHN/2F9EWA2pinmi36eKA3Ok6apME3bp9U7vtAqswz43/xz0HpUO89obCs/A4CqEvT1ZbFhw2YUCgaAUtqa47CLxLM8goCnqWoaSzsNCkJYWR0dLAVSVEyCpwbm88xeBDyF0jRZypxoCqVlMVGISGTk4wkhcF0Xf//7v/H73/8N/f1pKIoDRSFl5RJCkM8XBv6ur4+ioSGOqVOT0LTSyyVmzBisJhUeFJGIhnnzmmGazoDAdUdHDvm8jXQ6ja9//Wv47ncTIMQT4InC8xRoWgxHHHEAPvOZ09HUVB9YZpBzbBhi2U2UltJUCwUxP+ZpqrFYKX07CHjKNBfnERFBIqSUpsr9WcQXuZ1hiN0IKGX93TRZnw/Ck6oqyOUM2LazLbDSgTYEiVOVx4xko/n1fgkppV86DrtYIncufqyorT8NjNtSygizfTKbNTUx3H//U3j88dUDT5gpLanWqKqY4o3fVnTkRCmrqz9dLyg8j5WrqqV0PRFbzxNvK1DKc9a0YLaEKCgUCnj33U1gwaYGW7a8B9ctDGlzwAHTcM01R2LmzHqoKkF9fQz8CfzYDhQoYjEFN998LIpFG6pKoCgq1qzpwde+9k+8/noXenp60MNlzgTQ1DQb8XgcDzywCi+8sBFtbS3wvGC7CEQ59oP3vTB+HNYXeR/wp08HxWj8mKt5+dPbRWzFOCaglKKzsx/RqI5CwQSlLM4Ezf3ncYir2g0nAqNVymfxhuZyYnc9vy2/64nY8Qr6pcCiUaCz04HnedvW9BT09mbQ2dk/iMywSjejUSH6oNuy60mQTNZvW1dVEYno2Ljx9SGDzDe+8REcfvgeYE/dKcZzSxMhwPTpDQBKzjB79jS8804PvvjFB0Ods6lpBtrbZw7ctAsFB2+99b5QkJO+OBltCXRdBXuND2AYLrZupQPBfSRQyso0jJElB7XKKQrfNxhGiMJxSneuoIIQHLbN7gJ+4YNIBKiri0NRFBiGBUJIWQYNBz8+rCNPtK2/g4a1naj6Ukqgqh5UVQVAYNsWKB361r51aw4smCrbfnsY3w34BOXvr/TQ2Tn0SHokuC5vH4HneXBdbyDABqrNDuaLo7HdkfwYAFzXhaoqME0btbUxRKMEth08qFpWMAEl0t//ysApCWHrdd3d7KGCiBQYIWxdJZ1m8nAiUmCEMFmtYpHJcfGFa0VRYNs27rnn//Dgg8+gtjaBhobassBKKVtf8TxmJzKV8Dx251EUsXUdgN08DIPdPKJRMVu+/huJiK27AezC2nbpAZsIDEOMJ0VhW6WefPIF9Pdn4DgW0unNGC5ITp2axGWXHYDZsxuRSGg44ohZiEb1YW3CgcB1KR57bD26uwvQNAWKouA//+nEddc9i+7u8IE1kWhCPJ6Erkew774LMWfOTLiuE8hWlGMOSpn/E8JsRUbGo/Fj7ou6Hmyd3Q/bLj3oCuvHsZjYskP4/s6eD2zc2IuGhjpcdNHxWLRoDmx75JkUf4ayZQuTSGxqGv76DBlUGxuZbmDQwKiqzG4sgyoAaBqf9mehqgoiEW0gqBKf1qfjsBRHEck0rpHItRWDgiv+b93K2imiYUm2aX1yjlMpsYcD/KFCayu7wCIcd3SwNre2BnsyTQgBIcBTT72MO+/8J/r704jH2cK/H6qqYsOGzXjqqRcHvotEVMycWYeVK89Da2sKgDvQAccGCvJ5G4cffitWrdo8UFe+G4AQgn333RezZ08DUP39V9XAFLI8ABEsXboYp566FDU18cAPqjo7GcdtbWKatZ7HOq2isP4j4sf8oWk8DqEECr7M193N/LCxUewZSjrNBlKNjUxTVeTpP9debm0N/sCV89TVxdo8daoITwSOQ/HeexbicR1z59bAcaxAda4WVFV16PaO2ZaqsGsjI8FxPCgKRWNjEgCteOqMsi1V8biYM/JtWJoGoTxzfnfk22ZEbPmiN99KIvIEnxD2ZJiXGY+H21IVj4tt9zniiIOxYMHBAID2djKI42g0jqeffh6HHHL6wOZ/y3JRKNhlx61bR/Dee2SMsqeYbkA+b8K2B5PQ3NyMK664AkcfvR80TWxLVW8v0N/PkhKiUQ+OQwPfDPwciwZVvqVK1I/59iZRX+SvFfHbigRVwyj3Y5GgWiiwmw/3Y1GeAHGeHAeor4+BEArDsIQfzPkxXJk7xD5Vz6PwvMHTLx5U+Q9/eipCMn/y6QSb3QEoiVRXlhsE1eosElT9do4jFlT9tiLK8q7rwrLYfMc0MWhxnxBgypRW7LbbXLz22pqB7/3bqbjt448Dr7+uYL/9KPbbjyKRCFb/amBi1NXnYTNmzMSsWbORzWaRSLhCQZVPTU0TIIQK2fo5Hk7I2A8eLDivYf1Y1BcVZbAvigTVsLbAYD8W5Slsf+fPi8YTgpsZJD6soJQO+WOaNtrbW3DYYQcMew5VVRCLEXR3Aw89RHDLLQpefJEI7REOisWLFyGVSsG2nWHrPtKPhIQoZFCVGDU8z0M0GsGyZUtQU1Oaf7LtK3wkqaKzswPFYgHxuAZNY2tU995LcOedBK+/ToRGhMMhmUzg1FOPgW0HX0uVkBgryKAqMSbI5Qo47LADsXTpIQPf2ba77QGPBiCO9es34NFHH4PrOohEdOg6m4q9/TbBn/7Eguv69aOvyxlnnIA99tgNliWDqsTEQwZViTEBG61Gceml5yOVqgEAdHbm8ZOfPIv+/hzWrNmEO+54Fc8++yxWrPg78vn8/2vv7EKbOuMw/pwk9bRR03S2atm6rqtWu/qJVkSUupvuSq/mV2FFEFvQISLixXC4gbsoSB3WC8GrgWKFOpQxEb0ajo2ioJapF9OZ2tSmUqnN1/lITrKLt689TbP2/M/J0gbfH0gtzXNOzpP3vEnO+f+fF7Isw+Nxo7hYQioFPHki4dIlF65flxAM8i1LMBf3z8TSpRU4dOgryHIRqb5UIMgVBXGjSlAYqKqGzZvXo7X1S5w//xMSiRQ6Ov7AzZt/IxzWEAiMAQDu37+PUCiErVu3ora2Fl6vF7LsRjqdhmGk8eABEAhIWLcO2LAhiYULAVbnOvNdmPb2Fqxd+xmGhuzXqQoEThCTqiBn8E+Gx44dwL17j9Db+xDpdBp9fa+nPDYYDKK7uxtVVVVYtmwZKisr4fV6UTReRd7fr+Pu3RgMYxhbtszDvn31qKqqAKs5Zftxu12ma7ZAc/M2tLe3QNcT4iaTYNYQk6ogp6iqiurqD9HV9R127/4agUBw2scPDAxgYGAAACDLMmRZHq8o0KCPp/3cuAFcvvwAhw83oq2tEYAMduNrBG/fssUAV62qQ2fnSZSXl0FR/odyAoHAIh5zm1dm7B6lzc7lsq/NjNWi1PeZH8cTb6xqzfvN57Fmail1qnPfYwmxWAyNjWvQ1XUK+/cfx5s3Y5aeo6Zp0DQt69/6+l6jvf1X3LnzD44c2YSiIg86O/9Ef/9bVFdX4ty5U2hoWI5IJJr19aF8cHWiNW+D4rGZQhjHTrRcY9bmwyfzc7TrMd/OdFpPZhIVH9O6zlrYKCc8r2DRNJoWmIjgU9WJ/1uBR+EBLFWLUtjLi45TKXoOJY9MTCToaV6ZHlPgHvPaTorH3CdFoRWJp1IT+7HicToNxOMxNDVtx4ULP+LEie/x4kXA+g6noafnKXp6nr77vb5+Jc6cOYWNGzdheDiGVGry6+PUY+q9LrPHlIountTGxyI1Fxhg5w11HDs53zM9pgYoAXSPuUcA3Sc+r3CPKW8E5kjUWGyG3v9Hj/qmWOEkugx4v7T5jj0rJJ8kScKCBfPx+PFfOH36B/T29tJ3PA1NTZ/j5MlvUFtbi0hk6sz5PnicK22hPd+5rJWeP588qSaT7N1j3jx6+IWus3/FxfYSlAzDXmqNqrKfdlOqeK+2VXjLm6KwdB47KVW8b9pOug/vmaa22znxWBlflLSkhJ6gJElejIwM49q1y7hy5WcEgyHaE8+gpqYKra17sWfPbvj9fijK1BVTeZtpvj1WFHbMJSX5S6niiWlud/5TqrjHVnMOODy5nzoWgYlxPBseW0ml81RUTPwiSSxcWlHYMh+U6D+Xi6XdaBpLbvL5aH3poRDbr99PC1gwDKZNJllCDzXdJxRiGrMPM8GXvIjH2YtDCQfJ9Li0lPaViy8l4fMxPcXjV6/Y48vKaOsCGQbTAiyhh+KxqgKhUByLF3+Ajo7j2LXrC1y82I2rV39BOEz7Xr5oURlaWnbi4MF9aGhYDk3TkEwqU5akkSSWoKSqdI8BFqiiaUzn9dK0Q0NsQi4ro69RFQyysWXH46EhNrFRx3E4zPQ84Ypyvo+OTnhMSbQD2DgOh2kec59CITYmqed7MgkMDrJJvLycln+hquwckGWmnfaaqtkI89cAfu2Cer3Djtb8jsG1FJM5fJ92bsBQr51lHqtVsnlMmVQL1eNEIoFoNIH16xtw9uy3aGvbi1u3fsPt27+jvz+I0dExRKPxd6VQLpcL8+d74fP5UVPzEXbs2I7m5m1YsaIWHo8bkch/Xzx04jHX2NWat1GI4zgf53s2bT58ytRaveyRbTyZjyETUVIlyBvpNBCLxeF2u7FmTT1Wr16Jo0cP4OXLQTx7FsDw8AhiMQWABJ/Pi9LSCvj9n6CubimWLGFDVdcT70qtBIK5iJhUBXnHMAwoigEWLC2hpuZj1NV9Or4OGf9InUY4bGBwMIlUyoCm6aSlogWC2UJMqoJZg8fr6bo+5dMnv27N1y4TDVKCQkEEqggEAkEOEZOqQCAQ5BAxqQoEAkEOEZOqQCAQ5BAxqQoEAkEOEZOqQCAQ5JA5E/3HtdRILifRf5lRYFbh+8m2HSv7zUX0n/k52NXm02PqsWbz2ElEop3oP8qxOtHmKtLOzjnrRJuL6D87PtnVOon+y/Rp2jbVsbHJYh4wommsf5rSC8zWSWd97ZT2TXNsYDTKtkNpPePrpUciNKO4zjDYsVrF5WL93Tz+jKLl3nKvAdpkwbWxGG2tdd77DDCPeQiNFZ25BZHqsTkybWyMNqmaY+koWvM4thORaPZY12las8eU3nJz9J9djxMJ+jjm/jg531WVpgUmYgMpHnOf+PFSfeL1zqkUyx2w63E4PH2Lq/Tw4eSUKv4uz19kCrnQ2lmrzYmWG2unuNyuthA95u/U+fS4EH0qNI+daIXH2fkXnB1Ne/vC9WUAAAAASUVORK5CYII=)
VR = 11,3V / I = 34,2mA
VR = 12V / I = 36,4mA
VR = 0V / I = 0A
VR = 9,3V / I = 28,2mA
VR = 10V / I = 30,3mA
Para o circuito abaixo, qual será o valor da tensão no resistor (VR2) e da corrente do circuito (I). Considere uma fonte de 20V, o diodo D1 de silício, uma queda de tensão direta de cada LED de 2V, um diodo zener de 5V, uma resistência de 180 ohms e outra de 470 ohms.
Videoaula suporte de referência: Análise, Simulação e Montagem prática – Circuito com diodo, zener, LED e resistor
https://www.youtube.com/watch?v=Wh86CfLJDYc
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)
VR2 = 0V / I = 0A
VR2 = 11,06V / I = 23,5mA
VR2 = 14,46V / I = 30,8mA
VR2 = 7,45V / I = 15,8mA
VR2 = 10,34V / I = 22mA
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 1K ohms e o resistor de carga R2 = 470 ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 3,84V / Iz = 8,17mA
VR2 = 5,6V / Iz = 11,9mA
VR2 = 12V / Iz = 8,16mA
VR2 = 0V / Iz = 0A
VR2 = 3,84V / Iz = 0A
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V, um capacitor de 10uF e uma resistência 470 ohms.
Videoaula suporte de referência: Circuito c/ LED, diodo, RC e fonte CC
https://www.youtube.com/watch?v=CQ2yxBlqwzI
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)
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
Vout = 127,3V
Vout = 106,1V
Vout = 90V
Vout = 21,1V
Vout = 63,6V
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 470 ohms e o resistor de carga R2 = 1,5k ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 5,6V / Iz = 3,73mA
VR2 = 11,42V / Iz = 7,6A
VR2 = 5,6V / Iz = 16,27mA
VR2 = 0V / Iz = 0A
VR2 = 15V / Iz = 7,6mA
Considerando que os diodos do circuito são de silício, porém possuem especificações comerciais diferentes, é INCORERTO afirmar que:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAg4AAAEPCAYAAAAqD0wBAAAgAElEQVR4nOydd3zV1fnH3991980kYYUswgYBBWUoIggiIG5R1DqrVltrW/urrVZrrbXOuq0WFyIiioPRKlZxi4KCyCaQAGGEkH1z13f9/vgmjAy4AWTIeb9eeYVc7v2O89zvOZ/znOc8j1RcvMRGIBAIBAKBIAHkw30BAoFAIBAIjh6EcBAIBAKBQJAwQjgIBAKBQCBIGCEcBAKBQCAQJIwQDgKBQCAQCBJGCAeBQCAQCAQJI4SDQCAQCASChBHCQSAQCAQCQcII4SAQCAQCgSBhhHAQCAQCgUCQMEI4CAQCgUAgSBghHAQCgUAgECSMEA4CgUAgEAgSRggHgUAgEAgECSOEg0AgEAgEgoQRwkEgEAgEAkHCCOEgEAgEAoEgYYRwEAgEAoFAkDBCOAgEAoFAIEgYIRwEAoFAIBAkjBAOAoFAIBAIEkYIB4FAIBAIBAkjhINAIBAIBIKEEcJBIBAIBAJBwgjhIBAIBAKBIGHUw30BAsH+Irs0JEBSVRSXq9n3WLqOpevYgBXXD+n1He3ImookyUiKjOJ2N/seyzCx4nGQwIzrYNuH+CqPbRKzkeHYCAlTFzYSHDhCOAiOKhS3G83vA6BmwyYkRWHbF1+zZtZ7Tb7MBtD5jBFkjRyGFY8TzM1GliXidWHMaOyQX/vRgKypuIJBJFkmVLIFwzCoLSzih+enNnFPGkD7vr3pOul8jEiEYE42qtuFEY2i14UPx+UfE8iahisYQJIlajdtxrJsqlasZtmU11EavdcAOp7Yn4ILzsaIREjKzUbRNPRIFCMsbCTYP6Ti4iVCfgqOeFSvF8XjpvyHFWz89EsUy+b7x58jXF6JaRpEAanRZ2zADaiKiicpQN9f34Dt0sgaPJDM44/DiMUwwpFDfzNHGraN4vGgetyENm9l3Tv/QfW4WfnCNMpWrUWyTJprJRvQAI+iYts2fX99He52maR3zqPTqFOx4jpGOIItZrgHjm2jeB0b1RSXsH7u+6iaxvLnXqGyqBjbNIk29zHABbhUFVmW6fvr69HSU8no0ZWOw0/GisfRwxHhhRC0CiEcBEcukoSiaWjBAJWr1rBiyuusnvEuZaXbkYDMzDSkoJ82fbqRff4ZGJE9u07V56Fk1kdsX7QMIlG2by3DAtq0SafreePpedUk0nt1R68LY8bjx2TnKasq7tRkaos3sWbmbJa/PJ3SdUUYQHrAi6ddBr62GRRccwG2ae4hAlSvhx3fLGXjnPnItk1Z8WZiQKrLRf7Y0znuF1eReUI/bNsWg9P+ItXbKDmZmqJiVs94lxWvzKC0eCMmkJEcwJWRRqBTezpfcS6mbuzRzqrPw/bPvmXTvM9RLIvtG7YQB9K8XjqfdQbHXX8lGf37YBqG8/wIGwkSQAgHwRGJJMuoXi+1Gzex4oWprHx5BpWhEG4g/9xRBPM70WHsMNzpqdi2jaypzvRqj4OArRsA6DUhSubMp27DFtbP+C9RIOh20+NnE+l57eWk5OdiRKPYpnmob/Wwofq8xCqrWD31DVa88jrbijehAjmnnkjqiX3IHNyfpIIcLN1AdmvNt69pYhsmtmVTMusjwlu3UzTlHWrjOm6g2yXn0/uKi8kc0A8zFq+Ph2jsGxI0iyShej1EyytY9fLrrJgyne1btqEBuSOHkHx8D9qdMoBAbkcsw0R2tWAjw8S2LCzdoGTWh4S3bGf9y29TZ9l4ge6XX0TPqyaRcVwvzGgMS9eFjQR7RQgHwRGHJMu4U5L57oHH+fbJyVRVVeMHOo4eSv7V55PSowDV5yFeHdo10Lc0U6rvACVZxpUcxIzGqF5TxPoXZ1Ly3mfUmhbJSUH6X3s5A+/8PfFQCNv46YsHT3oaa6e/xee330vl9jJUoMPgfuRfeR5tBvRGSw6i14Sw6oXX3trXaWIJLcmPbdnUbdhM0bQ5bJr7MeUV1QQ1ja7njGX44//ABsxoVAxM+0KS8KSnsvLFaXz114eoLNuBBnQc2p/8qy4g/fieaEmB/bBRANs0CRWVUPTqLDbN/YSKmhBJHjfdLzibUx65B9swMWMxYSNBiwjhIDiikBQZd3Iy3z34BJ/c8xCaLJE9djh5F51J2sA+WLE4VlzHtqz9O74kIbtdKB43Fd8tp+iN99g4+yNihsnQ393EiXf+nnhN7U/a8+BJT2PdG+/y3vW/Rdd1Og7qS+fLJpBxykAkScKMxRzxtD8DhwSyy4Xq81Kzej0bZ8+naNpsausiHHfeOEY8/RC2LcTDXpEkvGmprJoynXm//AO2bdPxlAHkX3oWGUOPx7ZsrHgc27CaBvYkeHzZpaH6vFSvKGTjux9S9PpcQpEYx0+6gGGP/R1LN7CEeBC0gBAOgiOG3UXDx/c8RFJmGoMev4OUngWgyMjVOpqd+EagiBzDlKwW+1Y14APLpmZtMV/f/DfKN5cy7Hc3MfDPtzqeB93cv475CMaTnkbhm7N475qbQZY46cE/0G7EIGRNRa+tw2O6UOzE0rvY2ESUGHYT/zhOMJ/Pi6TIRLeX8+2t91P83Qr6nzOW0555GBDioVkkCU9aKqteeZ15N/4e1etm0MO3kXnyCUiqil4bwmu4kRNMwWNjE1aaC5sEbBvV70OSJMJbt7PolnvZtGIdAy45n1Mfuw/T0LFiYmlJ0BQhHARHBDuXJ+5/nPn3PkxyWjJDnv0ryb27oteEUEyJEl8planV+05bJgFRyCvPwm/5sKS9eCckCS0YoHZtMV/dcCflW8sY9tsbGXjX74nXhH5SngdvmzTWvvEu7117CzY2gx/+Ix3OHIZeXYttWUi2xPrgJiLJLQw0uyOBUqdQUJmNitq8eABnnd7nQa8J8c3N91L87TL6nzueEc88iG3bzrZYMTA51IuG1a+8zvs3/h7VpTH4sTtoO2LQHjZal7SRaFIC24klUEMqBZU5KJK8dxv5vcR2VPH1L++mZNlaBkxyxIOl65hCPAgaIYSD4LAjyTKulGS+e+AJPvmb42kY8tRdpPTuQrwqBBKkWEH+L/sBZs2bDzXQZMP67kSAQTC54984aVtf6pR9bLm0bbSkILWFG/jypr9QUVLKKbfexIl//uksW3japLFuxjv897rfgmUy6JE/0eHMU4hX1gAgIeFSNS5J+y2r5qyn/sWWiYLnDDezlGdIr0lFl/aSXMu2UfxejNow39x8Dxu+XU7fc8Yx4l8Pg20J8QA7YxpWv/w679+0u2g4aaeNZFtGcklcmHwzxXM2OwJ6b80Wh6QxAWaZzxCo82NIRsvvtW3UgI9YeRVf/+oeSn5Y44iHR4XnQdAUkQBKcNjRAn4WP1gvGtqkMuTJu0ju3ZV4Vc2uzkoGOSbD68BmnAQCLVHl/JImJdjRSRJ6TS3BLjkMeeouvrz+Tj576CkkGwbc/hvitXVH7zY128aVnMT6N2fz36tvxlYVBj90Gx3OHEa8snrP92qg7FDgBZzo/L15dmpAzVWgfwLXIEmYdRHUgI8TH7sDbr6H79+ZiyzB8KceQNZUrGMgILVFbBt3chKrX5nB+zf9HsXjZtAjf9xDNOzEBWqpApNxeu+9fcVDoHZVoCtQt49rkCSMUBh3egonPf5nuOluFk2biWTDKY/ei60q2Ob+xRUJfnqIWhWCw4dt42mTxuqpb/DJPQ+R0j6DwU/dRXKfLuhVtU1mOJIkQRBI3sdPCuCh6da0vSFJ6NX14uFfd9MmpwOfPfwUy559GW966lErHFwpSWz75lv+e8PvkN0uBj3wf3QYN7ypaACwQVKkfbdvfRtLLinxNpYkzHAENcnPiY/fQc5Jx/H923P58g9/xZWUdNS27wFj27hTk9k0/zPm3fxHXH4vgx/5I+1GDmoqGqD1NtJaZyMjFMbdJoWTnrqLTv26s+i1mXx91/24U1KOWRMJmiKEg+CwIbtcRHaUs/yFqZhAz5suJX1A73rRsI8PW4BZ/2PhdI4Nv/cXSUKvDpHcuyu9b74CgBUvv07d1lLkFuoAHMlIsoxtmix/bgp10SgFE8eSfd6o5kVDc+zevgejjes9D660ZPredj1eYO3ceZQtWYYW8O/nQY9uJEXBjMdZ/uzLRHWdrpefTcexw5oXDc3xI9jICIXxtGvDcX+4Djew+p25VKxcjeb37udBBT81hHAQHDZUr4cNcz9gw5JltO+WR7vThxCrrNr3WqoF+IDOQDuc2VUPoAtOft19dZqStOscjc8lScQrq8k4dQBZ/bpTsmoN6992UjAfbSgeN9sXLWHNW3NI8XnIuehMYomKBhvHc1MApAFtgN5ALk6vsbc2liQkueX2NWrDBLrkkHv26ZRXVLLq5elIiux4lI4xVK+HrV8spPD9j0hLS6bTeWcQq2iFjVJxbJQKZOLYKAdHeB+QjUIk9+5C7uiTKdu2ndVTZzhJ1o5BGwmaIoSD4LAgyTJGOMzSp19ABvIuGY8W9O87+ZKFU4AiHydAMgOn42yYoGXhdJgtdZr1HaatG8huF6rHhezes7KmbZioXg+5k85CBZY+/TyxqhokZW8RmUcYkoSiqSx7bgp1QO4FYwjkZWHFEqgQauIsCeXW/52N0647AD/Qtv49LZ1alrHiBrKmonrcKI1El23bYNnkXDKOZK+HFS9No3L1OuQWKpz+ZJEkkGV+eOYFokDuhWfiy2qbWBVXC0cw59T/nQO0B8pwbJdJgjbSmreR5TxAuZPGE1AVlk9+ldqijcja3oKLBMcKQjgIDgvu1GTWvftfSlauIbMghw5jTsGMxNjnGoWN420wgKXAJiAKFALFOKKipUNIEpIis+mdD6lavpbaNUX88NALVHy3HGV38SBJGOEo7UYMol3vLmwr3kThm7NwpyQf4F0fOjS/j20LF7Nm7jzS2qSSfeGYxHeHWDiDTzVOG5fhCLO1OIGpfloUZrLbxfbPFlL66TdEt5ez/JEX2Trv8yYDjhGOkHpcN7JGDqbWNFn+7EvOcsUxtJDuCgbY+vkC1s3/nPR2bcg+b1Tipd8tIAmoAL6v/12FY6OttGyj+gRd2z76irIvFxPeUsryR15k2/wFTsrq3TDCEdIG9Cbr1BOpCodZPvkV3MmBY8pGguYRwkFwyJFVlbrN2/jhqeeRJci7fAKutORdqXP3hgSEcbwNx+HMhF3smhXHaHlQ01Qi23YQWrcRWVVY+fCLyKrKtg++ILy51HHF1mObJlrAT/4V56JoCj88+yI1xRubdK5HIpIkYekG3z/+HLFYnE5nnExStzyMugQrgcpACEc89AXScQaiHBxvQx3NijNJUTBCYSq+XYE7PZVVj72MEY5QvmgZVctWozRqO9s0yfvZ2fj9PtbMfo9tXy1ErS+Z/lOnweO25LFn0XWdnAkjCeRnYUYSyKEBTvvX4Cwn9cVZqmjwEmWwVxvp1bVUfb8KV0qQVf98CTOus+PLxdSsXr/n99t2DpF/xbl4fR5WvTmL7Yu+R/UdGzYStIwQDoJDjiTLmLpO+YrVpLZJo+OZpyYWEAnONzYKbMCZdVUC63EGNA3YiHOcZo5l2zaqx42kKqx6ciqBgmx6/+5qJEUhUrqjyVJEvLqWdiOHkN6xLeXrijGjMST56HhkZEWmctkqXEDupLMwQuHE16cVHG9DSf3fW+t/OuEIs200m0fDtm1kVUEL+ln/8juYUZ1+f/kV3vYZ1G3aCsqebWfURUjt042OJx9PZXkl0YpKlGNouUKSJCqWrsQLZF84Br2mrnU2qsLxAMk4ttqOY6MwUErzuU5sG9mlovp9FL7wJpKq0vfPN+JKSyFcsq3J91sPhUkb0JsOA3pTsX0H8epaJFXs4j/WOTp6QcFPCkmRqVq7DmSZYPc8JE1tnftTwZkRr8HpMKuAZThuWoWWBYhp4c5MJ31AHzJPHkDepRNY+c8XMcJRkrt3btZNLCkySd3zkYCqNYVHRQCfrGlUF20kbpgkZXdAC/h2rlknfhAc9/dqnAGpDMclvgnHw9MctoUa9NNmSH9S+nSl282XUzx9LpXfryLthD7NepRsyyJYkINLkqhasw4zfmxUZpQ1jep1xRjYJHXNRfV59yhZnthBgHJgFU78SSnO0tJmnCW75rBstOQgbQb1I61fT7reOIn1L71FbeFGUvv1xDKa8frZNsEuuWhA5erCn0RCNMGBIYSD4JCjeDysfOFVwpZF5yvOQ9bU/es0NZwkOApOIFhDsGQzwZGSIqPX1lH47OtUfLecjuNPRUsO0m7kYHIuHOOUe278IdtGkiD/ivMwgGXPTjnoAXySJDk/B7EohhYMUDhzFltLNpN/+QS87TOwmxsQ9oWC08YKTnsbOPkx0mgSeCfJMrZhUjz9P2x690PanT4YX8dMUvt0o+CaC5EVGZoRL2Y0Rs5FZ+JRFZY+NRkjHD5sXp2dtjgEwkUL+lkz/W127Cin85Xn4UpP2b+qrI1tpANenKWLZmxkxnWKps5iy3uf0n70yXjbppN2Qi86X3WuI9ias1EsTs7F43ABS5+ajBWPHzWeN8GPg/A5CQ4tto0ky6gej1NiORbbv0JSFntuOUvGGdg20+xShW3ZaEl+XKlBtn74JZEtpWjJQVSvh0jpDjpffQHJ3fOdvPyNMGMxLED1uJEVxfGOHODgIkkSXpdntxcgFo9jmMYBD1ySJKF6vUg4A/N+xbI15AOQ6n8rOINRw1JFo57DtiwUjwdPRhols/7H6sdewZ2Zihb0Ey4pJWvCCNqeeqKTXroRVlzH0g1Ut9sRkYc4Q6GNjUdzoyiKc98SmKZJNB770USEYyPPrjLj+0ODQG6wkYpjoyjNLlXYloXq9+Bpk0rJnPmsevQlXG1S0AJ+wiXbyL5wDBlD+tcHKe+JFdedU9TbqDk7Co4dhHAQHFJUv58tny9g7cdfkHPyCaT174kZbkXH2dBZtseJa4jgDGbp9a8X4cQ9NEKSJWLlVfhzOtD9V5fhadsGJIm6DVtIMUz8OR0cN3kjzGiclF5dyB05mKKF37Hxg4/peOoQ9NC+cvi2jCzJpASTefzd55jz8fsgQ++CHtx79e0oskzM0Pfb/yC7NKrXFbH8xWm0ze1Ah9Ent/5aG9JN5+AMRNU4g1AyEMfZwdIo1YAky+jVNWhBH12um4g7PRXF4yaytYxY50pS+nRtdinIMkzcGWkUXHUeK6bNZc30t+l59STi1bWtv/n9wLZtUoMpfFv4PXe+eB+maeLSXNx7ze30zulBVaj6oIsHxe2mYsVqVr7+Nu275tJ2+CAnBqVVF45jk2wcuzTUb0lh1y6jRk0oKTLxihq0tCS63nAJnoxUZE0jvGU7wa65JPfo3Ox2XUs38HVoS/4l41j7zkcUvjmbrpecR7zm0NhIcOQhhIOgVUiSRNAbcDrT3Wayhgx6AmkO3MlJ6LUhanaUk9N+IO70FGI7KhOfwVs4Ef5tcERCKo5o+B6nA22Lsy2z8SxbksC2qfphDWZMR9bWIWsuvB0z6135JrKqNJmdW6aJt10GyXmdWPvhV8SqqvCmp+8zp4Nsg7uZ1QFJktBUlcfffY47nrvXcS3LsGDJIiJ6hEdvuI+A14/ZzKw7roC5Dw+x6nUT2V5O1cYSMnt3wdexXeuFg4nTjn6cASgLZ1D6tv7fbYEtjW8MUBRq1xYT3VGJ4nYjyTKe9hn4stq2fC7bRvG6SeqSSzQWI7R5K96UdBLZlusxQTqgTKHg1twsWruYq+//FRuKNzlufx2uKvslU29/luNyexEzYglnYkzERprfR03xRqpKttDxxD742me0XiiZOM+AB8dGOTjXuBBnZ0UmjtdhD5ztyDWriohX1qC4XUiKgrd9Br6O7VqOM7JtVL+XpIIcwpEI4W3b8aa2SeiZVSxw7W9IhASGaRCK1h3UpTzBgSOEgyBhZEkmpseYu+wDTMPcFSEjQWoE2tbtNecMAKrPS+nCxag4MxnbMFvv9ldwBEQNTqBeAMfz4KLlHRW6ibtNGl2un4heG6Zq2VrqikvQq2rRa0K40pJRfB6w9rwDWVWIbi+nprAYF7BjyTIKZ87a62AsATEFNqQ0/T+vy8Oy4pXc8/JDzn00BLHZ8OrsN7GwOX/oeELRRjNQCdrWQmps720suzTC27YjA5ZtY+n6TtGUMDZOzxDD8Syk1/8dwZnNNpPOwjYtFI+b3EsnYMbi1KxaT+2aYsy6MLXrwqh+L67kILbVVBDZlo0Zi6MCNUUbWPv2u+g1ob1fogTFKY5g3V8USca0LP78yr1sKtnizNbrXf+FG4qYdP913H3ZH5xVGzuB5RMJ2tdAUtz5erZ4Xo+LmuJNztfYsp2g0dbaCHbZqAbHLja7bNTMjknbNFH9XvJ/dg5mNEb1inWECjdghOqoDdWhBX1owUALNrJ22qhq7TrWvvUOeu3ebaQAlW4oDbJ/KbBNSA4mMaBLX8xmrklw+BDCQZAwmqqyvaqMyx/8BVTZjtsawAX5a+Gyun0X4WsYkzTYvzgBGccFGwGOx4lriAN96g9czq51392R6ju/aJzNcz9mx4LvUXxurJhB7qRx+Dq2bXbdVvG4KVvwPSUff4MXWPDEv9Gf+Pde5z9unF2hU3vSNPWvXX/zKewZmiwBQXht1kxee31m0+t3wbAlMJwECh3iTET3e9ucgtOOKcBAnMHJAvrVX3sJLZQ1dwbBHV9+R8msj1D9PvRQHR3Hnkqwa55TmnkvuIGVb89lydtz99q+cv0lPZ6P4xU50CD/ZBzx2WAn2/l7/YZiLv+/XyR+HA1O/x4G4+yIbImGVQYX7H+QoYyz06WAPW3Un13bkps5tG07gn37JwvZ/N6naH4fRihM1jmnE+icnZCNfpj+Foumv7VPH4Af+Aj4vB+7+opEqS8Z3vv47nx43ztE9VjrA6gFPxpCOAhahSRJuFQNTzsPZw8Z44QcyDb55dB3+777B8WlUbOxhMIPP93PC8DpedfjJLyJ4bj72+GcvJwW9wrJqkpkWxmVS1fT5ecX4c1qy/ZPFlI0dRbeWzNwpSU3iWy3dAN/p/akFuRQUbiBzsMGk1LQfBBlAyqQ5wI7lybCwa25WLtlPZ99/ZXTs+5OHXTp3plT+wwmEm8kYhToNxjya/bexpKqoNfUsubtubC/2+YaRubVOG0ccs5PW5zZbQ3NtrEky5h1Yco++5ZO55xO2sA+VC1dTdGrs/G0a9PiltcGDCDruF5kDuy/1+A7CTAluDYPIhr7XdBJlmV0Q+f1T9/Gjtu76pxIzv2rPpWJY85BlmSsRAYtBQYMgk4h5yvZ4nlVhWhFFWtmv7f/WRgbbLQKR/SEcARDBo6XqCHmoRGSIqNXhyj7ajG5F40l5bhuVHy3nA0z/ounXRuC+VlY8ZZ34BhAzvF9adO/zz4DJF1AMAlyOtIqcacqClV1Nbz70X9wa0dfjZhjASEcBK0mrsfJb5/Lszf/E8uysCwTXXHWd/c1C3EFk1n37hxWffip89798TrY7MrH3+CaTcXp1erYVbeimQ+qAceHq4fqSM1Mp9N5o6heUUi4ZBuezHRnCWY3rFicpC45tB02gC2FG+h17c/oefkkYrXNRGDudnmyDROb6X9VRaMmXMPPH/kNsz96z0kbLAG10L1LF17747/pldONqB5rctCY6rjm99ZiisdD1dr1rHl7LrZl7Spk1FoknG2XaTjTTBnHA+HCmU43O95JKB4PsttFvKoWV1KQDmOG1S8LbSalV5eWTyfLxIGcsadzyn1/I1pb3uJ7G8b28Xp9jMP+3qIk41I0Tux2PLc+eSdW3HLuLw6qrPLYDffx8zMuJ6bHsBNRJwnaSPX7KFv8A2tmv+fMovc3+LLBRqk4NmoIjtRo2UY2qD5nZ0S8uhZXahIdxw6n6ofVhDdsJqkgB+dBanquBhvlnzuOQXf8ca82qj8Vw6z6WJ9W3KLX5WXlpjW8+/F/EhNsgkOOEA6C1iOBaZlU1FY6wqHx+q9tI6mqs20rEt2jY7QMEyMcQZZlLNNs/dY7C8cPn4eT+CkZ6ICTmMiPE7xXStM8DpKEXhNC8XrIGn8ahc+/weZ5X2AZBoqiEOyS48QDNLlXCTOuY9RFUGQZMxolWl1BrGq3bQW2jeLxYJvmrpgCHE3TGNu28bo9/Os3D2PJFv/57ANsyaZ3tx68/MenycnsxObybfuM5JckCcXjxmiUoljxuInX1CIrCrZtY+1PbgATZzDKwvHgdMDp+EtwAvLa1b++5wVhRiIgyXQ6bzSrn3iFsm9+QA360MuraH/6ECy9hWupj8WQJQnLMImGKohWVO3x/7LbhYRUv33XaZv93MTY6LIlfj7mZ2DDbc/dTVzX8WgeHr7pr1wxciJbK0oTEw3NHVuWUdwujHBkj2dAjcbQa0OOjSxr/xIqNQRHdsSxRUec7/xmHEHdlqa7iyTJefYUhezzRrP6yVfZ/uViFI8bs6aWrAmnN58ACqA+FkOWJCxdJ1rb1EaK242N7Sx31N9vjH0vrTXG64pSXZdgWXHBYUFk8RAcdCRVIVZZRcXy1U1qO+ihOrJOO4Xuo4ZT9MGXlC9ciur3Jn5wG0c4RHHctCU4s6sN7Mpq2FyOflUlXlXLmqdeJV5dS6/brqfNwD60GdCHgmsvRPV6mxUxqtdN5ferWD97Pp2HnEju2FFNtqHJLheVq9YQKduxz7gCSZKIxKMoksKzv3qYztl5IMOTtzxA57a5VNfVJCQazFicssU/NHmvGYuT2rUzfX9xFVsLN1Iyez5asPGayD5oKFteCazEyRxZg9PG23Dav5kEW1bcoOiVd6n4djk9fnc17UcNIaV7Pl1vuBhv+8xmk1DJqkq0tJzVz7xGZvu29LjiYuKNAiNll0bthhKqizYc9Fohtm1TUVvJjeOv4YZzroIdcPOF13PtGZdTXlt5AKLBGaTLlixrsgPHiERJP64nfa64mC3L1rL1g89RA620kY0jlHfg2GgHjpAuxhHOzTxSkiJjReMUvlXYR8gAACAASURBVPgWVcsL6fl/19Ju+Imk9Cygyw2X4MlIazYJlayp1G3aytp/z6BDXg7dJl3Q7DNQvX4DtRtKjop6LoIDQwgHwcFFklA9HqrXF7P2jXfQgsE9Zlu2aaEF/ciKTKzBG9GaALGGIlcqcALO1jMN6IpTajvMrsRFu2HpOv5O7eh0/mgim7ex6a15uNOSyRp3Kt72GS3PtGQJSZaJhSPIgCsp0GSGqAX8rHtrLhXLVqF4PM0fZ49bkIjpMVyqhsutgQxJngCReHTfOQMkyXEz14ZY8eKrTtXJ3duv3vuh+rzEdAPLcEont2r8a6hVkQIMwJnB+oBuODPbEE0TbBkmWkqQ7AvOAGyKX5sLlkXHMcMIdsvDMlpa9bed+6moxo7FcackN4nqV/1+tnz6JSUffepU0DzI2LaNYeqkBlLAhLRACnFD3/9gPElC1jSiFZWsfOk1FI9nzyBI20b1elE9bmJxHcu0kLVWlmyX2bXjZSCO9yEAdMfxCNXSrI1c6cnkXHAGZjTGhulzkRWFjmOHEejcqXmPW/39SKrqCLq4jis5qYmNtICfkv99wpbPvkL1H3wbCY4shHAQHFQs3cCIRrENA1lRMMKRPWcxkpPNsMOwIbglie2fLsRu2I6WCDJOdGARjkjYhlOjwlP/egktfqstwySQ34mCn08ka/wIqpauZs3T06hauqpFT4Ft2Wz/dCEakHXaKU5QZONrtW1nT7yqJBzsJiFhmObOwUk3E0sJbRsmRjSKGdeRVRUjGm1SA8IIh8k8oR9pqSmUfbmYeEU1ktqKR72hOmYxjq+5wZsTxJnVltLsIqddn8wp77KzybtsAtFtZax5djqlH3/d4u4BWdMo+2oxhiyRPfq0XZk59ziwjaxp9QLox1nztmwbwzR25g44kAh+23CeAWs3GxnR6B7HNMIR2p54AkkBP2WfLUKvDrVuh4XMLi9QDCdYeDOOjSpwdlw0V4jMMPG2z6DzleeSc/F46jZuYc2/plP2+bct5iaRVIWyL7/DBLJHn1Z/oGZs5PpxbSQ4chDCQXDQ0Pw+Nr73IZ/9+T6WPz+VzZ9+xWd/uoeyxUvRdluOsGJx8s8ei9u22Tz3Y5Dl1sW3yTgBBOtwBrIgTpGrdThrvy0dTJbQq0PUrFqPEY6gJgUoW7CEZX9/lvCmrU1crDYgaRqb536MDHQ+fzzWYSzwo/m9lC1eyhd/eYDFDz9J6aIlfPGX+9n43/+h7VaOWg9HyB55KmkZbdj80QL0UHifCaua0DAwrcGJlVOAJTgCoqX2lSTMcJSaNUXEK6pQk5OoXVPE8r8/R8V3K1A8jSLkbSdYtfTjb4iaFgUXne2kYT6K9+xrfh/bvv6WL+66nyWPPUvpN9+x4M/38c1fHyRSWraz+qcejpAzZgTJSUmUzP0EM7Yf9R8avA6r6/+WcGzUQtp15z0SRl2YmtVF6FXVaMlBqpevZdm9z1K9fC2Kp1EtFtt2cq98+BVxoOCis5FdLrE18hhHBEcKDhp6XZicM0eSf86ZbP3iGzbMm8+Q++5ED4XQ63YLFZQkzGgUNRAgUheh/OvvyRjaH726LvHoaxknnsGHE8hXRtOcCbu/3aURWreJdS++hREKofi8uDLS6DRhJN72mbhSgk3Wd7WAn4rvllNXVYPmcbe8/UySMKMxZ7njRyyQpNdFyDj+ODJPOI66bWV89+ATnHz3bdi2jV63K3OAJEkY0Siy24UJlH70JbmXn71H0FpCyDjR+gGcdq7AERDNtLGkqsQrqih8/k0im0tRfB5cqcm0GXw82ReMwZ/TsYkrXPa4Ca3fROWKQlyKjBmLNy8aJAkzHseMt/L6DwN6XZh2gwbQfshAaoo2sfSp5xn8tz9hRqPIqurcAw02iiF7PRiKzPZPviH7/NHEK2v2z0ZBnCW7Slq0kayqRMsqKHz+DaKlO5xnIC2FtsNPxNuhLd4ObZtsxVR8HmrXFFNZuBG3ojjBqc2Jhvq4GxTliLeR4MARwkFwUJFUFUlV8bVvS+bxxyHJkjPb3a2zMXWdpNxsev3iSj5+8EmKps0mfWAfJEVObLbZcKh8nEHNA/TCcaE3SbNb/xHTRA34yLvsLFwpSWjJAdSAH1lTsXTDKQa127klWQLLYsNrc6iqrOHkX1xDStcC4rVNUwNb8Thpvbvja9t8AODBRFIUZEXBlRSk3aAByJqGZVmw27U7xYx89P31dWy49haKZvyX9meeiup1N1vaulkaMnV1xhENSv3vjTS/3dWykBSFrAkjcCUF0ZIDaEl+Z3ZqmJixGLZh7SEMFbdGyayPKC0qoceIU8g6rfm6GlY8TnJeDpZh1FcxPbKRFAVZVXCnJtNu0AnIqgpu9x7fL9s0cQUD9Lvleub+6jaKp8+l3cjBSJqW+HfIwgmCzMexjYQTMLkBZ6mpEbZlIWkqnc4dhSu53kbBALLLOacZbSrcZFVl01vz2L5pK33Hjab90BPR65q3UUqXfGSXdlTYSHBgCOEgOLjYNmYkSlJeDildOztpaZuJCTCjMbpPuoCVr7zBpvlfk//dCtJP6NVke2GzNBxuC45wyMSJeTBocfHNNi3c6Sl42qaDbddnkYw520WbQXa5qFy2hg1zP6FNSjI9rpjodIjNzLbioTryzx6LbZpOpcMfc8Zl21iGgSvgp8cVF7fYXmYkSvYZI8g78XjWffMdW+d9Tu7EsYkLBwln2acYJ6mQB2eZooU9+bZloQZ8JPfoDHZDimIdMxrf85j1NOymWP/aHNxAnxuuRKrfQtoYoy5M+1MGISERD4UPSdnrA8J2ti560lLpfvlFTbZjNmBEo+SOO4Ps56aw6YcVbJu/gKwJIzFqW2EjA8dGmTi9+Wac7FMt2EgL+nGnJdc/A06q75Y8abKmUleyjfWvzyUA9Ln+CifXdwvPQNaIU5xA07qw8Dr8xBExDoKDjyTVD6KxFjsQIxolOT+XHpechw6se2kmqAlkkNqdEM7styFTXpy9ft62rJ0lnG3T2msQl+x2UTTlHaJA94vOIbVbF4wWyh872yN//KWK3bFte68iy9J1XElBel1zKS5g3fNvoteGkJRWPPI2TnR+zW4/e0vmY9v17as7O0/20r5q0MfGmR9QsaOSzqedTMdTh2K0VCVVkrDiOmY8fuSLht2wLcuxUQvXbMV1POmp9LrqEmRg3fMzMSOxxGMdGspp1zT62Vucz04bGfu2UcDHxhn/pao2TOexo2g3ZCBGpLnsJPXPQDy+Rx4TwU8XIRwEh4f6dfjuV1xMWmYbtnyzlPIF3+NKDiYela3iiIWtOOu7B6O/skFLClD53Qo2fbqQ1LRUel5zGWZLW9WOVCSJeE2IvLPGkHVcL8o3l1Iyez7utJTWRb27cMTDDpy19IPQxorHRXRrGUWvzcbt8dDr+qtQPW7sBHeW/GSQJPTaEJ3Pn0CHLp0pW7+Rre99iqveI5AwLhzxXMHBs5HXQ92GLRS9+T4+v4/eN1yJpKhHdeCq4OAhhIPgsGFEoqR0yafnpRcSisYpfOkt9Jo6FK+7dR3nwdroYNvIHg0zGqPwpbeoDUfpet540np1w2hmXfdIxzZNNL+PPr++DgNY/9pcags3oAYDrWtfi4PWxpIiI7tdrJ86i/LyKrKPP47s0cOJVVYfkzNVyzDwpKXQ+5fXELds1k2dRXjTVic1+uGykaogqQrrp7xDZXUteUNOpOOwocSrRTZHgYMQDoLDSqyyit6/uJrep5/Kus8WsejW+7HiBorX08xecZw969FGP41fi9DiOm+L2Dayxw02LP7Dg6z+4Au6Dz2J/r+7kVh1KyPdjyDi1bXkjhnJ4OuuoHT9Jr765V+JbClFDfqbH5gsmm/f5tp9by7xxthO0KDq97Hy4RdZMvkN2uV0YugDf3F2UxzwnR69xCqrKThvPAMvv4jNq9az4Jf3ENtR2bJ4+DFtpKqoHg8r7nuWpVNn0akgn8H33o4R3lu9T8GxhgiOFBxWLN3AnRxk1AtPYF99Myv+9zH8/n4GPHQbiteNGXHiJCRbIqxFoAtOfYq9fXNDQAcwLBMpkV6zQTQA3/3xYVZ/8CXdThnEGS8/jRYMYITqjlrhYJsWkiIz5P47sS2TBZOnsuCGuxj0r7vxdsjEqN11b5IFtf466EHzpcl3pw5q0+qwzQQTXqkKasDHqodfYMnkN8jM6cS4GS+Q2rWzU/fjKG3fg4FtmihuF8P++TewbBa++gYLbrybQU//BXebFIzQbsGGFtQEQo6N9tV7R6A6tTZxG2kKqtfNsn88x9Kps+jYrYCx0ycTzMkiXl17TNtIsCdCOAgOL/WFd1Sfl9HPP4501S9Z/tGnSL/9Oyc88kcUrwczEiVixxgVOZms37RP+NDtyzKIS/uITdjpabBZ/IeHWP3BF3QbfCJnvPQUWsB/VIsGACQnCM8Ahj5wN8gyC56bwlc33s3gp+7C29ERD7YEesxkUvJ4tt+z96qHDbgtF55SN+Y+fOSSoqAGvKx65EUWT36Dtnk5jJv2HClCNDg05EAAhj36d5AkFk6dwYKb7mbQk3fizkjFCIWxsbGjNldknkv5fVX7OKiDz/KgbVOx2HtsgqQqKF4Py+o9DR26FTDutckEs4VoEDRFCAfB4WenePAx6qUn4ZqbWfHBx3DrAwx4+A+4UpKIhuoYvWMoZ0mnJXZMG2rlOmJyvEWvg+M692LFdb69rV40nHwSY15+BjXJv+dM72hGkrDiBgYRhv7jLgC+em4KC37pzGoDuR2JV4cwDIPLtk1AlRLLMmnbNtVyCEtqflCSZBnF60Zxu1j+wGTH05Cdxbhpz5HavYsQDbsjSZgx3SlF/ei92MCiqTNY8Kt7GPTUnfg6ZBKvCWEbJlduPRclQRtZtk2Nsi8beZA1hR/ueZqlr86mY9fOjHvt3wRzOzlxDcJGgkYI4SA4MpAkjHDYEQ+TH4erf8nKDz8leu0d5F1wBh1Gn4yR7iJSE2pVZHdzokGSZbQkP3oozKZZH1H05ntsXrSMrkNPql+ecP7vJ9Vh7vQ8SAy9706wbL6e/ApfXPdncs85nezzRuFuk0ZdOJJ4roe9oCUHsKJxyhZ8z/pps9k4/2syc7MZP/3fpHYToqFZJCcdO0ic+s+/IVkWi6a9yRfX3kHueaPodPZI3Gkp1NZFDjzRmCShJQUwIzFKP1tE0fQ5bPx0ER27dWHca88RzM0WokHQIkI4CI4cdooHL6NefAKuvpmV//uE7UtWkvHKu3S+/Gzajz4ZNeDDNp0ETglHnksSiseNJDuz703v/I/1r86m9Ic1xIFuQ09k9JSn0ZICPz3R0IAkYcXjGNgMfeAvIEl8/e8pVP7zJYqnvkv+VefTceypeDLTsXUDMx530nAn2BaKx72zmmjpxwspnvEfSuZ/TRTokNOJsa/9mxQhGvaOJGHFYkjAsMfuA1ni26lvUP7AZIpeeZf8K86l49jhuNOTsQwTKxZ38jG0wkaSLIME2z78kqLp/2HL598SBbK65DNumiMaYtX7Lu8uOHYRwkFwZLFbzMPIZx+h4INP+P7RZ9iyai2ldzxK22lzKPjZOSR1ySHQORvV78WMxp0MkM1VrfS6UdxuzFiM2rXFhIo3U/jiW5T+sAYbaNc5j+NuuYG8M0bUB0L+REVDAzuXLaKcdNf/0em0k/n+ycls/PIbvn5gMhlv/Jf8C86kzZD++Dpk4s5IczwVO2th7NY29RURVa8H27apWb2eaFkl655/gy1fLSEKZHbswNCfX06Xc8fhz+pAXIiGfVOfUAxgyN//TPaYkSx97Fk2LVzM1/94jsw33iN/4ljSBvbBn9XWsVEsjlEXqTdPIxu5HRtZpuXYqLScwn/PYNuiZcSAzOws+txwJQUTzsTXLpO4EA2CfSCEg+DIo148KB4PXS+cQP740ax7azbLXnyNTYuXsv22h5xqlRNGoGWmk9I5m/ajh+6Z3hhQvG62zvuCihWFmFU1FM6ch4mzYaBjr+70umoSBReejSvgx4jFjp1UuZJTW0BSFLLPGEGnUcPZ8N6HLJ8yg3UfzOfbBydjAzknn0BSrwI8yUl0On90fabBXYdRPC4qlqxk6yffIFs2615+m4a8gumZGQy+ZhLdLptIoH1bzLhOvKZWDEiJUi8eJFUl78xR5Iw+jeK581g+5XWK5n9O+d//BUDuiJMIFOTizUil09mnO8tMu9vI66b8mx/Y9tVipLjBuqnv0pCfMyOrA72vvpSul16INyPNsVFtSNhIsE+EcBAcmUgSlq4T13UkWabH1ZeSd9aZrJ/zPqvfnIViWayb9RERnLo+wUdfcga23Q+hqoS27SCEU2ohf+hJmKpKwVljKDh3HL62bYhWVhGvDe085zGDJGFblnPvkkTehDPpNGIYmz77imVPv+AUN/roU9Z8/i1eoPClmWDZ7D4qSYpCZHs5NbaTECa/Xx/k1BQ6nNCXXldNIpCdRbymllhNbf0pj6H2PRjUp26P1zq7GgrOP4vsUcPZOP8Llk2egiorbPzoM2o++hoPUPjvGdiNbaSqRLbtoAanTln+Cf2QkgJkDR5Iz8sn4u/UgXhVDfGaUP0phY0E+0YIB8ERj21ZRMvKkV0uuk08h+6XXoBt2RTNeR9T19n22Vesfmtuky9zHIOeE88la9RwJCBvwhhkVXWqNeo6kbLyY0sstIRtE6uoRFJVsk87hZzTh6O4NDb97xNqt+8gVLiepf96CYk9UzvoGGSdMoRul1+EEYmSf9YZuFNTsHQdyzCIllccrjv66WHbRMsrkTWN3DNOI2/s6ciqysb3PyJcWUX18tX88MKrNN5rEccg+/ThdLn4XKxojLwJY3AlBbB0A0s3iO4QNhK0HiEcBEcH9R4Iq6FmhCSRP2EMsqaSP240x9/262Y/5k5OwpUUxDJM4jW1ewZTCtGwi/rZrRFxKjnqIZsOwwajuFyYsRg9rp7U7Mc0nw9Peiq26XgvYlXVh/jCjyEkySkt3lBMzbbJGnEKisuFEYnS64Yrmv2Y5vfjSUtxbFRTS6xKpI4WHBhCOAiOTmzbEQI42yvdycnNv800iZZXHsorO/qpF1d6qA4dJwFWi+1rWaJ9DweNbCQJGwkOIUI4CI56bMsSVft+TGx7l6dHcERi2za2sJHgECGKXAkEAoFAIEgYIRwEAoFAIBAkjBAOAoFAIBAIEkYIB4FAIBAIBAkjhINAIBAIBIKEEcJBIBAIBAJBwgjhIBAIBAKBIGGEcBAIBAKBQJAwQjgIBAKBQCBIGCEcBAKBQCAQJIwQDgKBQCAQCBJGCAeBQCAQCAQJI4SDQCAQCASChBHCQSAQCAQCQcKIstqCnwy2baOqKsFgAEmS9ng9Go0Sjcb2eL+iKPh8XlRVRdd1wuEIlijPvVds28btduP3+/Z43bIsIpEI8fiepZ0VRcHv96EoCqZpUlcXxjCMPewj2D9s20aWZZKSgsiyvMfrsVicaDSKbdtNPidJEoGAn0gkiq7rwhaCViOEQ2uxbWRNQ3G5aPxISoCpx7HiOoiH8ZCjaRo7dpQzY8Y7hEJ1O0WA1+vhpJNOoHfvHkQiUUzTxOVyEYlEmTt3Hlu2bCMvL4cRI06pFxGGMF8LuFwu1q1bzxdffEM0Gts5MKWkJHHKKYPJyelEXV24XmC4CIXCzJnzPlu3ltK+fVtGjz4Nr9dLPB4/zHdy9KOqCuFwhLlz57FjRwWmada/rtKvX28GDjwewzD2EAeKoiDLMnPnfkCPHl1p374thmEcztsQHIUI4bAvJAmpXs27ggEUt4u6raXsWLG6yTqPBSTnZBHM7oQZj6PXhpyO1bKaVf6Cg4vH46a4eCO/+92f6dGjC23atMGyLMrLK3jyyclcc81l3Hjj1ZimRWVlJbfeeifFxSWceGJ/3nxzFh98MJ97770DTVMxDPNw384Ric/n5csvF3HbbX/lhBP64vV6sSyLbdtKefTRf3HXXX/grLPGEIvFKC+v5He/+zNbt27j+OP7MXPmbObMmcdDD91NMBgUA9YBomkqNTUh/vSnv5GUFCAnJxvbtqmuruGZZ15g3LhR3HHH79E0RwxrmkYw6OeVV2bwq1/dxsyZL5GXl00oJOwgaB1COLSEbaP6fWDb6HVhABb/82nidRHKvvmOwk+/RGn0EQPIHdCPjsNPRlYVel59KbKmoXo8yKqCHqoTnogfkQZx1q5dWx599D4GDOhHPB7Hsiyee24K99zzEN27FzBhwlg+/PBTvv9+OW+88QL9+h3HggULmTDhUkaOPJWzzz6TUKjuMN/NkYlt29i2TZcu+UyZ8jQZGRmYpkkkEuH22+/lt7+9g27dOtO/f1/uvfcRvvnmOz75ZDadO+eyfPlqLrjgSl577S1uvvk6MWAdIA1zkUAgwO2338pFF51NJBJFkiTmzJnHddf9htzcbH7+8yuwbairq+Of/3yGp59+Htu28Xg8YkIj2C+EcGiMJKFoGq6kIBUrV7Pq9XdYNW0mqmWxY1spMSAZyDn5BMzG67kujR0Ll7Jm0RI0YOUL0zBVlc5nj6HXZRNp07cn8dqQ8znxwP6omKaJaZrouo6maVx//ZXMmzefl16azqhRpzFgQD/eeecVsrI6EI1GKSjIw+/3s2XLNsBZBxadasvYto1pWpimSTweJxgM8Kc//YaPP/6CmTPn0K9fHzIy0rnllhvIyupAZWU1eXnZFBTkUVi4fo81ecGBY1mOLQxDR5ZlLrxwAvPnf8Yrr7zBpEkXkJqawrRpbzJv3nzuuONW/vrXB4THR7DfCOFQj23bqF4PqttNzYZNLLrvn6ya8Q5lpWUEAdXvpf+vf4a7Qyb+dhm0GdQPq9E6rexyUbF4BTVFJRhVNaz912voO+r4+pkXWfPqTLpeOIHe111BSkEelmmi14VFYNKPhG3bWJaFZTmBYqmpKQwY0I9p02ZSUVFFcnKQ1NRkwuEohYVFTJkynXbtMhk5chi6bgjRkABO+zrLcOFwhI4dO9C5cy5ffbWIUKiOm266BoCamlqSk5NYtGgxixf/wPjxZ+xcjxccHHb/vluWiW3bDB16EtOmvcnWraX4/T6GDj2Jc88dR11dmDvuuPdwX7LgKEYIBwDbxp0UpKZ4I6umv83yp56nKhzGBXQbN5z8i8cR6NwJLehH1lTMmE68stqJhtydUITk7vmk9e2OZZp0mjCS8OZSiqbNZsM7/2Ph81NZ9fLr9PzFVfS4+FzSenYjVlUtli8OAbIs4/F4iMfjhEIh/H4ftm2zYcMm7rnnQb76aiHjx48hIyMd0xQzsdbi7GhR8HrdbN9eTjgcRVWdnRTBYJDNm7dyyy23c8IJ/TjvvPFNdrgIDj4ejwuAqqpqLMsiPz8Ht9vN9u07DvOVCY52hL/QtnElBQmVbOG9y3/B/AefIBaN0Pn0IZw65QFO+MetpBzXDdmlYYSjxKtqMSPR+s82+pHAjMaIV9dihMLIbo2krrn0//tvGf76P+k6YQSWKvHZE88xd+K1VKxcjTslWSxbHAJs2yIej+N2uwkEAgCYpkWHDm159NG/M2PGC3z99SLuuut+ZFkRnqD9wFm20PH7fXi9zvp5UlKQH35YzllnTSItLZWnnrofr9cjxNkhIB53dlOkpCRjWTbxuI6u6/v+oECwD45t4WDbuJKSCJVsYe7F11KyYjU9J4xg6Av3MfCxO0jr3wMjHMGMRLENs9UDvG2YmNEYek2I5B4FHP+PWzn5xX9w3EVnsqNkM3MvuY7KlWuEePiR0TSNcDjCkiXL6NOnB8nJQWKxGLquEwj4adMmjdGjR3DFFRczd+776LqOLAvh0Bq8Xg9bt5ZSVLSBfv364PG48fm8fPzx51x22fX07t2d559/nNTU1Hpvg2jfHwtZlpEkWLhwMXl5ObRtmyGWhgQHlWNXOOz0NGxm7qTrKFm5ht6XjGfgP26lzcA+6LUhjLrIQRvQjXAEvSZESu8uHH/PLfS9fiLbN2xiziU/p3LVWlypQjwcLCRJwufzEQwGSEoK4vd7effd//LFFwv42c8m4vP5mDlzNhMnXkM4HCEQCFBTU8u33y6hd+8eqKoqTLEXGhIPBQJ+gsEAyclJKIrCCy+8SkVFFRdcMAGApUuXc+ON/8eYMaczffpksrI6oCgyLpdLxJAcZLxeT/333bHHF18s5PXX3+aSS84jGAyKxGaCg8qxGePQIBo2b2XuxGspWbWGPhPH0uf2GzAiUay48aNNiIy6CGY0TvdbrgQbFj/3OnMuvIpxM14grWdXYpUi5mF/cXZCwNat27jnngfp2LE9pmmxefMWVq5cw7XX/ozRo08jGo3St29v/vWvl/j5z3/D8OEns3jxUlatKuSJJ/6BosjCpdsCDUs4a9as49b/Z++8w6uo8j/8npm5/d40Qi+h9yYiCAgq7s+OuiL23sWyutbVda3r6oq9oOLasaGruGJXBBURCyq9h5IQSM+t039/zE1oIYAkIcC8z3MfyMy9U86cmfOZbzs3/INwOIyu66xcmc+KFfncfvsN9O/fm3g8wb33PkxR0QYqK6u46qqbSaVSmKbFkUcezpgxR7lxDruJcylsqqqiPPHEJKZP/wbTtCguLmHhwiWMHj2K8847A13XaoSaEKImoNWt4OnyR9n/hINt48mIEF+3no/OupS1i5fS/4zj6HfbFZgpFUs3G9yKapsmRixBr+vOAwFzn32LaWdeyvGvTyKrVzc0N2DyD6FpOq1bt+SKKy6gqipaU8Spa9fOXH75BRx66AhM0yQWi9O/f2+mTHmBN974LytX5tOlS0duvPFqunXrRLI6hsVlG1RVpX//3lxwwZmoqoppmgghGDLkQO6++28MGjSAVEolkUgyYsQQOnZsj6ZpqKqKEBKK4vbr+sIwTILBEJdddh7r1xeh607cSMuWLRg7dgxHHTUar9eDqmo1AkHXDTIyHiDizQAAIABJREFUIlx00dm0atVymxLhLi47w34nHGS/j6pVa/j0vPGsXbCY/qcfR7/bxjuiwWh40VCNbZrosSS9rjsfTIu5z09h2hkXc/SrE8nq3hUz5Q5eu4qqqrTv2J5/P3QPlmFQXRPctm00zandb1k2QghUVaN1uzbc+vfrEbaTxpZKqa5o2AEpTefAIYMYOWo49mbmb9u2SKXUdBtbeL0e/nr9lXh9XkzDwLY2uSZSqRSJRNJ9291NDNMiMzuTv99+wzZuzur+Xh0giRBIioxpWeTkZPPII/+kqqoqLejc6+Cya+x3wkEJBZk38QVWLVhMvzGj6Xf7eMykiqU3nHtie9imiR6N0+vGizBVjV9encrch57mTy89iamm2GYyDJc6EUKQLK8kVVGFLzsTI5Gs3XIjBJZhECstI6koSF6vG1+yk5jJJLF4HD07C1PVam236oGqvLgE0zBQvF6EomzxXXew2k2EwDYMkomEY/WRJKeuzHba1TZNtEQCIcvIPh9lZeXpzbjXwWXX2WeCI4UkIW31cNoaJeCnfOFSFr/+LtmREB3POB4bnLfTPXT/2KaFperknXoMubnZLP/kSzbM+QVvKLRnDmgvRcgytmny8akXMOX/TmbDT3PxZERq7Q/ejAhrvpjBy6PGsPA/r+HLytgDR7yXIQRKKMS3N97B5FFjWPHuh/hzsrc7UPkyM5g38UVeGTWGghnf4Y1EGvmA9228GRHWfP41r44aw7d//TuSIiP7fbX2dyUYpGLpCiaPGsP3t/0TT9h9trjsHvuGcBACM6WSKi1DyFvPIOFg2zZyIMD8Z14imkzSduRgcgb1wojGkRBItrSHPgIjniDSsxPtjx5JUlWZ99R/YDvn4VI3yeIyytYW8Om544mtLXDmG9kKIQmMZJLK4hLUyihC3jdug4ZGCEGqtIxYcQlfXXcbS157e7viQcgSakUllcUlGMkUwk1vrVeEJGHEk6SKS5g3ZSrTr74FIctItYgHIQSmrhMtLiFVUupaGVx2m33iielvlk1sXQGLXn2bUNtWjqLe6ubwhEOU/r6Apf/7BD/Q+fw/Y6Y0xx0gCQjjfEKN9KnenywAgRFN0PHM4wkrMiu++Jqi2T/ijYRdE/ouIns9eIHK0nIWvjAZ2e93xORWzSgkCQWQlG3XuWwfyePBAxiaxpdX3cySyVMINKtFPNggKQoK1Mwu61K/CFlCBjzA/Lff5+vxNyJJUq2WByEEMs71c3HZXfbqGAchBJZpsuqDjymZt4jS+QtZ8vq7WKpGm1HDUPx+bMtyFLYNi195k9LSMvqcOJrM3l0x4ym8kodbWz3MsoLVO7fTzapE1rg3alu2o98AWNC6fXMmbLgZoZmE89rS+ewT+OWl91j4/Gu0GDTAMcFvFoQmJGkbq4ptWdhugRcgXfrY5yUYDvL9488hKwoH/eMmtGjUbaP6wHa6cEbLXCo2lPDllTcB0OOscaTKyl2h28jYQLhlLskNJfz+zgcgBIc9+W9kvw8zpbrZWS4Nwl4tHBACbJv4+o0kS0ox4gli6wqwDcsZbNM3jeTxEC8oZOELr5OdlUHH048HywbbRvgFK4rXsuL6NWnrw2bbr34GVt97Fo689wApNgkCBfCll5lbbcMCvOnvJDfbng2oEH0sDllAFCzdoMPYo1j72Xcsefd/DLjmMrJ7dsVIR/oLSUKPxUmWlm1xiN5ggEDz3C0Exv6KrRt4wwGGPnUHP974ADMffhpkmYP+fj1alSsedpfqPnbAAzew7Nk3Wf39r3x59S0A9Dh7HKlSVzw0JjqQd9qxeDLD/HzP0/w+ZSoIHPHg82Gqbq0Ml/pnrxYOtmUhZJn+V15I0awfWTH1Yw665a+olRVolVGnTLQAbBvZ50MIgcfnIbNXl03zTQA+vE5L1CYcqpdZQAbQKb1MB1akv9djs++uBDSc/VpAM6Bd+nuJ9Ppq4WCBH1/N7oyUSrhrHv7MCMnCjSj+TesAZJ+XsgWLWfzu/2ounAG07NuL7mecXCMw9nfMRIpI9zyGTbyL7y75OzMffAJsmyG334BaFXUHtt3EArxZEQ568g6Mi2+jcO5CvrziBoQQdD/zFMfy4NJomMkUfW69HK28knlPTub3t6eCZXPYU//ebsCki8vusFcLh2rU8kosw8CXGSFZVooejTsr0pYCOeBn4aPPkDBNDjj3z04qE1t5FcRW/5pASxzRsD69vC1QAawC+gM5OPEKSWAR0A9oBeTjtKyU/s3G9DYGpn9Tml63lRVRAJam0+msMZT8/VHmT3qF4ff/o8ayYiSS5PTtxagDB2xhDLEMc/uph/sjQqBXxsjo3onhE+9i1hV3MHPCk4DNkNtvBDcYcrcx4kk8GSEOeuJ2fvzLPyn8eT5fXHUz2Dbdzx7nxo00IrZlYcRi9LjqbLBs5j39uuO2kGUOf+J+Vzy41Dv7xBPUVDWyunel94VnbxIN1dg2st9P5fJVqJZFpFseQpHrvpEEzsAfBiJsEgEqjpsilP6OieOeUNLLZBwTwOaoOK6KIDVWhjpTP4Ugo1tHDKBiyTJk32Y1BoRwaj8kkhjpj55IYtaRv12f2Nj4vT4QzkQ6Pk8TnnNACPTKKJHuHRk+8S5y2rZk5oSnmHPvQ3hDke1m3zQWtm3j9XiRZQkETrvuTQhRIx6GPHorbQb2IqXrfHHVzSyd/A7+8PZTNZsaNiBLMj6PD2zwe3xIe1lAp21a6NE43a8+h75XnoUH+P2t95h+5U1O7Qb/3tW/qu8HWZbxKk34ObOfsnfdHXUhRK1pRpJHIVG0gXhpKZHcbDyRELZRx5S+Fs4g3wXHOpAFdMURBmXpf7unvxvHsUB4gZ44AqKCTa1qp//OTq9X07+p43lqmyZy0E9Gq+YkojFiawuaRCS0jU3EH2b5+nzQIRaNU1haRDgQaro39ebi4ak7yGmZy8wHn+Cnfz20R+tk2LZNOBCiqGwDVZUx0GH5+lWE/SHsvelVXQjMeBIlM8yQJ/9B20F9SBkGX4y/kaXvvIs3c++oj+GRFUzLZFnhCvDCkoLlTvq2tHelRNumhRGL0/Pqc+hz5ZmOeJgyla/H34iQ5L3mYR/yB1lWuBIsqKioZGNlMSF/E37O7Ic0Sl8S6UG9IT5Uf0hbRzdfJgSecJj1s+awfOb3dBgxiJwD+2Im6ogFkHAG98VACY5YWJRe1hEoAObiiIDWOPELpcCv6e92SG/HwgmYbIvj2vgVRzC0xLFUbAdL1cjs1Zm8Y0ex+tf5rPl8hpOWudV51fZpsDYGcsLZfLvoBy558FqwoKCokDPvv4SCsiIygpEGvc47c+6b94OtOt8m8fDs3eS0acGMW+9l7oQn8abX7+w+6qstI8EIRRUbOfP+y1izfh0IuHzC9cxY8B3NIjkNfs/sVhvX0r5mteXh8dtoe2BfVNPk8wuuZOXUj/DUck82dBvvykeRFcL+ILe99E9e/fBtyIVJ77/CXa/9m4xgBEWSm+61qOV6OJaHGD2vciwPCvD7y2/wzbW3OkldktRkrwVAs0g2n82dzlWP3AweWL56JWfefxll0TLCwfAeuTea+mdP0KAxDjYgCwlfA5lhDWnHrlTZ70MJBqpjJGHb6IbakYAoW8YiSIA//beEIwAEjsWhelk11cGRcno96f/vBLZpYekGEqAE/c45+P07/J1sg7QjV8gfIOgNMGvRHM7953iKy0pq3C4LFi3h7PsuY/Ktz9Ihty0pQ6vfHafRd0LeClnGkqTabyRRLR7yGP70HXx/+Z0UzF/kXDJFQQ74d6p9JUCuvuZ/EJ/ipbCsiLPvu5zfFyxw3GECistKOO++K3n11omM6juMuJrc4bbqi525jxACJeCvvViWcNwWSkaYIY/eypyr72H9r4tILVmODMgeD0rA76QH7oCG6sO1IQlHONz+6v088cZzTr+WAA9MePVJhCT4++nXoxkaVmO87dpgSmDtxLkrAT/ydiyRm9wWZ2MDC56aTOG8hc6TT5ZRAn6snZjcSgBKIyZqBX0Bvpw7gwvuv5rKaBUEAAV+/vVXzn1gPK/cPJEWWblohjsxVzWWZaHqjZ85I/Lzf22wO8Lv9bNk3TJunHQHtm1jUY+9UIIxi6Ft3Elw2B5CllErKilbugJvdiZDn7ydrL7dMZMpBAKv38M55k3M/+vSbbMqqg+3OqsiC8eCYKU/K3FiHjpt9pulOJaGTGAdjrujLTXpl6xmUxyEBh0ebMPbWY8iRyVM4ezQm53BvHsnsvjVqbTonIc/NxfbrMO9gqNnZreCn9uzbZzFbuJRPCxeu4yK0krnZt68xyShXfs2tMttg17fN7QE4RScshAUeweDmxBg2RTPW4gnHODQ957CEw455cSrsW38zXNY+sybzHvsZYRuEGndkkiHdlt+rxZ8wNJM+KIbdVqMdoSiKKwv3cCaNeuctqw5fiAJGTkRenfoUf9tWRsChA3jFkK2uuNuI2SZssXLUKuijHr9ITL7dNsiOwnbRg4GMKJx5t7+KEXTfwAgu3NH/LnNdqoPz2oNc9tR7324NoQQGKbJr0vnOe2/ubA3ARsO6NEfWZIax0yuwEFrYMgGJ3SqLoSikNxYzMZVa+h70Sn0vulitPKqLb8jSXgiIZY/P4WFz7yBGU8SzMokq3uXHaYlK0CJH97tBTVZYA2MR/EwP38Rscq40xm2es507NiellktMHbQj/YLhEA2JDp36MhDF9+NYZmN6sppUIuDIsnEknHm/PKLM/jW594k6PMDyIYzHm+Pai0gA6nySrSySoSymTqoDnKMsq1w2JooUMimIMjq61SMc24GjqBQ0sssIJb+jcQmhVMtRDQ2WS1qQQBlK1djrVy9wxewELCgBfwcpW4l9Uepdr1s3jcF4IF1awtZV1BY//uUwBuHYb86Rpu6ZOfm9bW80vbjFyxNJ9AqF1mRsXWD6PoNVKzfsMP2DQDLQvCzzu4PatX1QDZ/INuAF6pKo8wu/2k3d7CTpK1iQ2Y7A9WOuo2N0/W321ZCYKka/la5ZPbozPrpPyADZSvzsVbm71wfbgk/V+3EwdQX1R1na6OoDKgwd8HvjWL9AMADoUWQV+x4Ruui+lFV1+PKNk2ELJMzqDdKMIAVT5KqqGTdnF92eEpeYJ2An6utP401JllsKxrSz5n8/LXkS2sb6UCaODaQgJJkmeOyQDRqfFQDuypsJzpZwMEHDuapK/9NIpmsnxMUEFHBY9Xdpz3hEAXffM9nf7mVjocPpfmIAzHjm5mBDYhnJ+EYdtqLUW/oEGuecARE7asZedfNdD7xWLSqaJ2bkoA/KZD0UO83eTgQYursj7nr+X87A56C004pCPgDPHnjA/Tv2IdkfZvXhWO2ztwJS5yQZCxd4+NTL0JP1PLYtW0kvxdT11k1+X+oSWejA889nQNuuBK1onJHh8IxMlzrZbfa1+/zs2jNEsY/ciPxZGLTQ9IENLjtgusZO+J4YskdDR31QHpAyFQdF8GOLDpKIMD0K65n3Y9za/+KLKOEAiy8/zkWPD8FhXQfvudvdBpz9E714SMUSDVAH651f+nMieueu40ff57rZFBVE4URQ4fy4EV3YdkWVmMUVxMQ0CFo1C2SAbyZGax45wO+umfC9r+TncnG735mzl/+Saoqhg10GjWckY/+Ez1Wd/8SgCHgbB+NJhzCgRCvf/0uE1550rkvqlVqEjIiESbeOoFubTqT0vbvolZej+PuPPnOc/F79ky2TOPUcbAh7A/Sq0MPYvFYvSkjI+0PrGus92ZmUr50BTrOnBbe7AySRcUI4Sg0XTP4q3U+FVfW/VBrKELxAFSCJdJtYtsIRUH2eTEAf7McmvXpucOiOjaQbYPcAM83IQTXn3wlAHc992/ndcgCb7aH565/hD+POI54Aw10tnCu8w6PUZaxNA1JUbY12dk2ks+5wX656UEK5y4k7PcTS6XwN8shp08PUiVltWx1s00Akg1td7N9baB3+x54FC8XPng1qdJUjUnstouv5+Zx15DSUo1qdtRrqSmyDULgCYXxBIO13r1CllDCQRY/8hILnp+CBHgDfuLJFOE2rcjp1QO1oqLOXTRkH94eXo+X1258hnMfuJIf5vxUYzkcOXwYL93wJDnhbLQGit2pDVMCcwfPNABfdjbrW7es/UlqO+7Oku/nMufa+0hUxQj6vCRUDU8kRE6vHmhVVbX9cvNNINnQuhGvhRCC28+4Adu2eejVp5yYExVC4RAv3vQERw0+osGeM3sTPo+PgM8Pgj2WhdVoBaBMyyKpJklqqUY9WduGSId2tOzSiZLFK4iuWIMvOwNLd+zNprA4rGQoSvGeSVYyhUVMTtS0ifAoJAs3UvL7EnLbtia7exdS5RU7VRWyIYsppzSVa0+6HL/Hz6LlSwAYPXQkJw47hpLK0gbc885RLRy2qc9h2zUFcH65+SGWfPYt/Y75E20PHc6nt9yNZehOTYydbN/6sKCntBTHDzmSSdc/wufffw1Azy7duPy4C6iIVzbO2+2uIgRCkmstay5kCU84xKKHX2TBpLcxgYOuuRRLN5g18QVMTcdI7nwbNyYJNUmzSDbPXvcQj733LKZh4vF4uG7sFWQEI1TEK/dY5HpdyP7kdgMcvdkZFH8/lznX3UdVZZT2vboz8Lor+OTS67B0Y5euRWOHIaq6xu1n3oAkJB587Qlys5sx8foJ/N+gw5vEc6YpYNn2Hre67BOVI+vCSCZpcUB/Ohx0AD+++V+qFq2k5eihNcJBAHE5sWcPcjMkr5fKRSsonPM7Pf90KK2HDyVRUtqoHpTasGyLyngVlx57Lh7ZAwJUTaU0WobY40e3HWyQfE5Kyy+3PcySz76l24ihHDX5WVb898P6DNXdZUqjZRw16AhOHHYs2GCYBtFE/VnjGgshy3jCARY+9AILn5+CARxw9qmMevg+Zlz7tyZ/NkIIosk4zTOa8dgV90HaVxxNxIgl401SNGyXzS0N19xDVTRBy84dOfbdl0mWljW6KPsjmJaJrmucefhYHnz9CTrl5XH0oCMojdVtEXRpXPZ54SCEwNQ0bGwnaNq2m3b5VdsGK32sQmCqqvPwaiLHHE3Etvi76YoGG8nvwdYNfrnlIZZ8+g3dhh3E0a88jTcjjB7fsyZPgSChJkioTUe07ipCllHCCgsfeZmFz0/BBA44axyjHv0npqFh7SUTLAkh0E2DsmjFNsv3JqpFww/X/YtoNEHLrp05bvKzZHbtROWKVXv68HYay7ZrYnwMwyChJho9+M+lbvaWYmK7hZFI0m/8RYQ9HpY+8waWpjfMQ8G2kRQFJRzccVnr7SAkiWXPvYUMDPzLZU6aYBMRDXsNtr3J0vC3tGgYfhBHv/YM3kjECQzbywaFpoZjaQiy+OGXWPjcW5jAwHNOY9Rj92FqOpbaOGXQXRy8WRmUzJ7LD9fcS1VFFS3z2nPc5GfJ6t4FtaLKvRYu9cp+IRywbXxZGVi6TnJjKVpldNfnKrBtJK8HJRTAkxFGDvhQgn48mWGnKE46h71qyUp+vvY+qpasQg7suKjQ5ghZxojFSRYVp2cgzGzcLI99BMnrQQj45ZaHWPzpt3Q7ZChHv/oM3kja0uA+RHcLASihwBYxDQPPOoVRD9+LpemOpcFt40bDkxmhePav/PCX+6iKxmnZpRPHTnmRzO6dUSuaZoyGy97NPu+qACef2RuJ0P6wQ1j89bes/e9n9Lj6bLSyuiOLN0fyeKhamk9iXRHJwo1k9u6KVlZBcn0JbY87FG9OJrZlse6Dr6iYt5SKecvIGdhrp6rlVeOJBMl/fRobVqyl4wH9CDRvVhOL4bJzCFnCsmHuLQ+xfMaPdB86mKNfegpPRgQttpf5rJsiQiABix55mcIvZ2ECA6rdE7orGhobGSie9Sv5b0yjqjLqxDS8/iyZ3TqjVVS618KlQdgvLA6WYeDLzqLf+Avw+32seuNDkus2Inl3cvIoIRAehfWfzGTVa1PxNcti8SMvoZVHSRYVUzzrF3w5WWycMQdLN+h62emk1m90Bv2dvHGFIqOVV7HixXeQFYW+l51PqE2rnSoN67IJIcukqmKsnvEj3UcN4+jJz+LNzMBwRUO9ICSBBaz9chYqMPCscRz62H2uaNhDyMCG2XMpW7+Rlp3yOPaNSWR17+qKBpcGZb8QDgiBWlFJuyMOJW/IICpKKljz7icowZ13JVi6jlYZo8PYo2h2UD8i3fLIO+0YQnltAYEejbHy5ffJ6t8DJRwkVVKGqWo7d+/aNp5IiHUfTqdkbRFte3aj84nHopZVuDf/H6C6wuHQv1+Pv3kzN6ahnqmuVzXwrFMY9eg/0+4JN6ZhT2EAzbt24tg3nyerexdXNLg0OPuHcEhjWxYDrrkMGch//0sS6zbUBNHVhRACU9WwNI1mQ/pTtWQVkW552KaJVl5BRo9OrPvgK7SqGNEVaymaMQetvApL13fqBpa8HtSScla/8ykWMOAvlyH73Dno/whaVRQDGP6PG8jt39epCLn1NRACSzecit/ugLfzCIGRSJIEBpxzKqMedSwNZm2WhnRGkIZj8XPbuJ5J9+EEkJvXnmPTgZC1igYhsE0LDZz6De61cNlN9osYh2rMlErrQ4bSdfQo5n81k4L/TafHX84ltbHuwiJCkUksy0ePxgm2a0nBtK8JtMx1hENFFCOeZPXbHzPgzqtpPvwA4mvXM/eWh1CLywl2aA1m3RUDvNkZrHplKoVLVtFl8EA6HDUaI9F4syPuC9iWhZAkDnvq31imRc+TjkVPJtFMk2AwiNfroaoqim3bmPEEPY75E6c2yyGrQ1u0yir8fh+SJBGPJ5AkiXA4hCzLaJpGPJ5ACEEoFMTj8WAYBtFojGAwiC8tPIUQmKZJ1Q7KKu+12DZGIsHgW/9K34pK+p5wDIrfR7yqimR6vSRJZGRE0HWdZGUVPc85jRaHjqDLwYMJKTKecIjYDkodu+wcejRGm1EHc9KLT9C8Rzda9u2FEY1j2TY+r5dgMEA0GsU0LYxkkrYD+jD25acJNW9G2OPBysrEtm3i8Ti6bgACRZEJBgPEYnEsyyIYDODz+bAsi2g0hmVZ+P0+gsEApmkRi8UxTcvVIfsh+5VwsA0DORyi7+XnsXrWHOZPfJ1QXmvaHnc4ankdcxVYFpLfR9tjD8NKaWT27EKwbUss3aT5sIHYlkm7E48gs3dX1NIKZJ+XNkeNBGyEXXf2sTc7g6Ivvue3h1/EJwR9Lz0XX0YEtdx1U+wStg1C0PGYP5GdncVnH36K1+PhwAMHMGvWHAoK1nPSScdhmiaVpRV88/0cjjruSLyyjGSazJu3iOLiEg4/fCS2bTF58jvk569hyJBBHHHEKHTd4KOPPue33xbQq1d3Tj31JN5//yN+/30BkiQhSYLMzAxOP30sstxIsyk2MpZh0G7kwcgeD08+/hzlpWWMPmIUgwcPRNN0dF3nmWdepFu3zhwyYig5fXvSceTBvPf2+/w26RV69erOmDFHoaqNV8J5X8XUNMLt2pLdvSthv5+fZv9ISUkZhx46gkWLlvLTT3MZO3YMiqJgGAYffDGDUX86FGHbTHjgMeKJJF6vhxNOOIYOHdph2xbxeIIPP/yUQw8dTm5uLt9/P4cZM2bRqlULzjhjLH6/j3nzFjFt2mc0a5bNaaf9mUDAj2HsDaWlXOqT/cpVgRBoFZV0OPpPHP3MQ9g2fH/DAxRM+xpvduZ2f2bpBqG8NrQ99lAsTaf58IEE2rZAyBItDx9KzqA+5I07BkvXnZK8QtDhlKMItmuNpW//pvJmZ7Bx5k98f9XdqFUx/u+R++h++tjazesuO0QIgZlIMOW1txl3yvksW7aCzMwM5sz5hfHjb+S7734gOzuLqmiMFya9QmnhenyyRDyR4Jpr/sZ///shzZpl8+67H/Ljj3MZPPgAXnzxdZYsWc6sWXP43/8+ZeTIYbzzzgdMn/4t3bt3YfDggRxyyMH88MPPLF++isAupuDuTUiSjJlMcf+d91O0vojBBw3i4YefZunSFWRnZ7JgwWIee+xZXnzxDWwgoCh89sHHvPv2+wwbNphp0z7niy9mEAoF9/Sp7PWItKvCjCeYNXMWp59+MTNmfEdmZgb5+Wu4/vrbmTJlKpmZGQC8/OLrFOWv4bcf5/LzL/MYMWIogwcfQCgUwrIsQqEQkya9xh133I8QEosXL+X5519l6NADmT37J6ZO/ZiqqihPP/0funXrTEFBES+99CaSJLlBx/sh+5dwACdQsqyczqeM4ZjnH0Mg+P7GByisSzwIgW2YjvtACMyUhp1W2WZSxdJ0jPiWFQCNeMKZ834795Q3O4PimT8y69p/omk6Rz7+L3pdfBap8ronAnLZPn6/n3nzFvHJJ18ycGA/FEWpMbn27duLiRNfoKysHL/fRyQSRpIkZFnm5ZffRAhBu3ZtUFWV6dO/4fjjj+SMM8bVPDhnzpzFiBFDOemk4znppOOYPv0bunXrzAknHI0sS2RnZ3PbbddhmuY+aW0A8HoVVq7MZ+nSlZx66kn079+bq666BL/feev84osZnH/+GUQiYebOnUcoFOLHH+fSo0c3xo07n/79e/PTT7/i8+2ZGf32NbxehfXri3jzzffo06cnoVAQy3KeS/379+Gtt95j8eJlBAIBIpEwiiKzatUa2rdvQ8+eXRk69EBatszF7/fx1Vff8PPPzrXy+318990PdOnSiXHjTuSCC85k3ryF/PrrfLxeL1dccQFjxx7PkiXLSSZTrnDYD9n/hEOaVEkZXU8+nmP+8zhClvn+r/+i8KOv8eVkInmUhqnWaNsIRcaXk8nGb35m1tX3oseTHPnYv+h14VmkSsvdKpG7gaqm6Nw5jwceuIuBA/uRStfQSCZTnHDC0fTr14eHH36aQMCPEIJwOMTnn39NWVkFV111EUII4vEEtg25uc1IJKK0a9fCD+0UAAAgAElEQVSGNWsK2LixlFatWhCNVtGiRTNKSspIJpNEo3FeeeUtDjlkKFlZWRjGvlt3Q5IkkskkhYVFvPPOBzzwwGN8990PtGvXmnXrClm1ag0XXngOAwf25YMPPkHTNE488VjWrFnHPffczvz5izjqqNEkk278Tn2g6wZZWZncc88tjBo1Ai2duq2qKgcfPJhTTjmBBx54HNu2UBSFVEolP38tP/00lyeemMS1197K+vUbqKys4sMPP+Wyy86jRYtcTNOkqKiYVq1aEo/Hyc7Oory8gq5dO9G8eTOuv/52XnjhdQ47bDjBYKBpTsrm0qDst8IBIFlaRpdTTuCY5x5FkiRm3/AAq9/7AkvT8eZkIaT6ax4hhGPRsCwKPv2W2Vffg5ZSXdFQj1iWTSgUwuv1bPEmZNs2mqZz7bWX8d13c/jqq2/IysqksLCIp576D126dGT58lXk56+hsLAIuaaqqMC2bRRFRpJEjSXBtkGWZbxeL0uWLCcajXH00aNJ7sSMg3s7pmlh2xbjx1/IE0/cz4oV+XzyyVfMnTuPysoqVq505kT44YefKSrayIoV+bRp04q8vLa0aNGcNWvW7eEz2HewbRufz0cwGNxGjMViMS666Gyqqqp45ZW3CQQC6LrBRRedyX/+8zgPPXQvrVu35I03/stTT/0HXTewLJu1awtYtmwlUO0tde4hn8/HypWrAcea0alTHqtWrSGVUpHq8Tnpsnew31/xVGkZXcaO4egXnkASEt/e/CCzLr2d1W9OA0ns1rwT2E4lQyUcRHg9rP3gS2ZfdQ8zrr4HLZni/6pFQ5krGuoLy7IwzW3jSjRNo1WrFlx99cU8+ugzbNiwESFg6NADKS0tY968RaxdW0A0GkdRZAoLiwgGI6xcuZqWLZvTsmUL1q4tIBLJYt26QiKREOFwmPnzF9K8eTOys7Nr3e++hG3beDweunbtTEZGhHA4TJs2rUgkEsycOYt27dowffq3lJdXomka3347mxkzZtGvX2/OPXc8Rx01mk8//QpV1ZDl/f7RUy/Ytl1rvzMME0VRuPnma5gy5X3mz1+ILMssWrQUWZbx+320atWSRCJB//69adeuNV9//R2lpWWsXr2WVq2as3ZtAeFwiI0biwkGA8ybtxBdNzjvvAu49NJzmT37J0pLy13hsB+yX2VVbI9q8XCkZfLzE5MomDuPjfOWkvvK+3S99DRajRqMLzcbI5bAtixsy3biF2pByDJCEiAEnnAQrTLK+s9nsfz5tylesBwNaNunJwMvOY9eF56J6oqGBiGRSKJpOpIkoaoqqVSKeDzJn/98PFOnfszMmbPIzc3lrrtuRlEUHn98EosWLWXkyKEsX76St99+n8rKSn77bT533nkzZWXlPPXUfwiHn2XatM+4+upLEAIWLFhC+/Zt8ft9aNq+nS2gaTo9enSlc+c87r//Mbp06UhBQSG9e/dg2bKVvPjik7Rq1QKPRyEUCvLuu//j+OOP4v33pyHLMlOmTOXIIw/H7/eTSOy9s4I2NYQQpFIqmua8/eu6TjKZIpFIMmzYEI455gjuvfchAgE/8+cvZtq0zznyyMOYM+dnxo+/kEMOORghBCtXrmbx4mWMHj2Sysood975AI8+OpEvv5zJySePoXv3LtxzzwQmTnyaxYuX0bVrZ5o3b+a6KvZD5GuvvfzOhtq4V/FQWFbE5E+m0KlDB04ddRKa3jRLKBvJJM369ab7KSeQ26Ujyfx1bFi6gvwvZhH9eQHFs38l0Ko5eDwIwJebjezzIvt9NR8lGMCIJ9CiCVJFxSx66AVWv/UR8154h3hxGS065THi79cz/O5baHnwgaiVVa5oaABs26ZFi2Z0796FUChIJBKhe/cu5ORko2k6Bx44gAMO6E+HDu3QNJ1EIkEg4KdTpzwikTDdu3clEPCzfv0G/vzn4+jbt1fa6tCc/Py1HH30ERxyyFCi0TiRSIj+/fsQiYQwd1CvY2/HTtdqGDz4ADZsKCYajXH22afStm1revfuQV5eO6LRGMlkiry89mRmZnDssUcQCoVYvXotgwcP5JRTxpBK7fsuncbEsmyyszPp3r0LWVlZ+P0+unXrTOvWLVFVlV69ejB48AF06dKRUaOGo6oaGzYUM3bsGAYM6EtlZZRkMolhmLRv34ZWrVrQunVLunbtxIoVqzjooEEcc8yfyM3NoUuXTixbtoLc3GZcdNHZ+P2+ere0eWSF0mg5L378Oq2bt+Ts0eMwrH3bmrcrKLJCZaKK5z9+leZZzTjvT6dj2XajTjsu8vN/bbC9hfxBflr2K8dceyqHjziEd/7+ErFEvEnPqy5kGW9GBK2yihVTP2LBq1NYM+dnBOAHbEnQrG838sYevc0EVnLAR8FHMyia8xuyBUnAAtr170Pvs8bR/dQT8WVnocfiTjU9lwbBtm1CoSCGYZJKpQgGAwghSKSLanm9Xvx+H7FYHNu2a3zFsiyTSCRqAicVRUFVVRKJJEIIgsEAXq8XXddrChlVF8NRVXW/iS4XQtRkpSQSSWzbxuv1EE9nFlW7NAIBP7FYnFAoiKIomKZJNBrbw0e/72HbdjoNWJBIJPD5fHg8HhKJRDpGRyEYDBKPO/29+tqlUimSSbUm81uSJILBAPF4AsuyCAT8+P3+mutWvR+/349t28RicQzDqPd+H/D6WVqwgpHXHMcBvfvzyT1vk9LVfTZbaVfxeXysKV7H0Gv+j1553fnyX+9hmCaW3XgvLq6rYits00Qtr0DIMr3PPZ28Iw9n4+8LkYBfH5lIorSc2LK1zLjj8W0CRCwgR1bI7dYNTzDAoBuuBJ+P3B5diXTsgFZZ5dRocGlQNhcJzgNSrVkOoOtOsaLNv1/tZqj+zuYVDquXJRLJmu1WL6sOiNxfRAM4A9XWFTK3bs/q6pqAWy2ygal2VQA1rorq61Fd0TQa3XS9Nr92m3dby7JqrlX1NlObvRxtb5nL/ocrHLaDbZqkysrxhEPkjR4JQOvhByF5vZTMnceqL2Zs03gG0H7EEFqPGIqZUpEDfgRgqCqpklK3qJOLi4uLy16PKxzqonoyJN15cxKShJFIktu/D62GDd7264CeTKGn5zbQNzfLuqLBxcXFxWUfwBUOu4Cdjh42UimMHQR4uf44FxcXF5eGwBaAB1J7aAR3hYOLi4uLi8tegiXAa8BBqyFPcf5ubFzh4OLi4uLi0sSwbRvF5wNJYGxWCdcSENDhlOWQJZy/bQGNmazolvxycXFxcXFpYigBP8Vzf2f9t7PxBANbrLMFJNhzrgpXOLi4uLi4uDQlhMCXmUnlinxK5y/Cl52F7PXu6aOqwXVVuLi4uLi4NBGEJGEkUxT98BOxdYVosRjrv/8JW9fJ7Na5et6xPYorHFxcXFxcXJoIQpbR43FWffAJpfMXY6opVnzwMf5ImMzuXZpEar8rHFxcXFxcXJoIlqYRyG3GIRPuZt4zL5EqK2PIbTeQLC1Fj8XB2vOp/q5wcHFxcXFxaSoIgW1ZxIs2kNO7O6aqES8qwlSbzuy7rnBwcXFxcXFpYpiqRnb3riAERirVpOYFcYWDi4uLi4tLE0MIgbnV5HtNBTcd08XFxcWlSWEDyKDJe/pImhC2jezz4c2I4AmHACcDwxsJ442EkRQFGmmqA9fi4OLi4uLSZLAFeCzoUA4dKtNVEfdDhCwjJAkhBEowgOzzUjp/MZXrClE3FAOgx+Ks+fxrLNOixcC+hNu2xkipGElnLiXbMBpk3iRXOLi4uLi4NBkMCTI0uGgBtFKcv/c3fJkZaNEoamUMvSrK70/9BwSs+/Ib1hcUouAM3qWr1/LOyedhAV0GH0BGz26EWzSnzyXnYBkGwea5CFlysjHq0d3hCgcXFxcXlyaFDRjsR6LBthGyjOz3IXs8FMycxfwXJrP68xlIuk5U1zGAlm2a0/vEI5wMi2ohYNtIHoV1H81g2U9z8QLzJ76AJUn0vOAMep12MrkD+mAkkxgptV7cGa5wcHFxcXFpcuz5agWNhG3jzYhgGQYbfvqV3x9/jpWffEkCyMnOwN8ml4FXnIkI+Mno1I5ItzwsXd9iE5Ki0PGsE9CqYsRXrGHF5A8wi8uY9eTzLJn8Dt3/fBx9Lj2PnJ7dMFIpzGRqtywQrnBwcXFxcXHZQ/ibZVMw/Tvmv/Y2S6dMRQMywyF6nnEcHcYdja9ZFpLP62RZqBpqcdm2g75tk9mrM5KiYA0dQN7pxxFduor8dz8j/+2P+fGFySx+5S16XXw2fS44k6xuXdAqq/6weGhw4WAJZy+qGx3r4uLi4uJSg79ZNms//5qPz7yUspRKi1a59BozmrxTjiLUsS1GLIFtWhixxKYf1TbYC4GZVDFRQTjpmxk9uzDg9vF0POUoVr46lYJPv+XbZ15i3YxZHPv6JCJ5bdEqo39IPDSocDAkyE7C8cthQBvn78aeN9zFxcXFxaWp4c/JZu1nXzPtvCvRUyoHXXMO7Y8eRbhze8xkCq286o9t2AbbtmvcERndO3HggzfT6cwx5L/7GYvf+YRpp17IcVNeINKhHWpl1S7XiWhQ4WAJCOpwUCl0LgVjP02rcXFxcXFxqcaxNMxg2jlXkEokGHr3NXQ66wT0aAytvLL+MiBsGzOlYqZUsvr14IABPfH4PPw++X98dOalHPf6c4Q7tNtlt0WDx6xaApI4rgpXN7i4uLi47M/4cxz3xLRzLndEw13XkHfasaRKyjFTWoPNfmnE4hiJFH1vvZz+ZxzPuoVLmHb6JcTWrsObGdmlbIv9JdnFxcXFxcVlj+LPyWbtlzOYdt6VqPG0aDj9OLSKaKNUfbR1HSOp0ve2K+h35vGsW7zUEQ9rCvBk7Lx4cIWDi4uLi8ueo7qGgc+36eP1AiAkseVyn6/B3sgbFBs84RBrPpvOR+dcgRqNMeTOq+l4xnFoFVWNVioaIbANAyOVqhEPBYuW8tFZlxFdtQY54N+pzbjpmC4uLi4uewwhy+ixGFosjgBkv4/4+g0AmKpOdO06rJSGnY6q9+dkIxpxXob6QMgCyzT55aGnqIzFGXbzJXQ8awxaWeUeOQ9bNzFR6Xf7lejlVcz/eCaLXnqdg++9zSkutYNjcoWDi4uLi8sew5eZwaKX3+S7+x7Bo+tYhlGzbuP8hbzRbyQ2IPl8SJLECR+9SU6fnhiJ5J476F3EG4mwatqn5P/wM63y2tDm2EPRo4kGmUdipxDOPBaYFnlnHM/aGT8y//nX6HXBmYTatHLEQx24wsHFxcXFZc+Rnj46lUwSyMnE1ywL27JqZnu0DBMhScRWF6CqKrZlbWczgoyMCJIkbTMga5pGMpnaZrkQgkgkTDKZQtO0Bpm+WkgCU9P5/fFJ2JZF3tijCLRujlZaSaYVQUh7xvViWAbRWIxmg/vSdthAln/5PQsmvcKICXdjpErrbAtXOLi4uLi47FGEJGECXS8eR/fLTt+yhoEQKEE/355zIxt/ml9rjIMsyySTSSZMeJmCgvVbCARJEowefSiHHTYc2xZYaeGhKAqSJPH00y8wZMgg+vXrjaqq9Xtito03I5OV73/E2p9+Jbt5Nh1OPhKrMoEuGUxo+x/i9p6xnHQy2jFuwzFYhkmXC09h7fQfWPL+R/Q6/0wyO+eh12HRcYWDi4uLi0uTwLZsbNPCtsxNC4XANq06/e6SJKFpOpMmvUqfPj059NDhaJqOJEksXbqcq666iRtvvJpLLjmHVCqFx+PB5/Px1FPP849/3M+LLz7J4MED6104SIqCWlHF/OdfJWlZDDh/LN7sDKjSMLIMXl77HsaDJgR3YmMWTvFEiU21DWpbVo292Wfz9Sbgh/5/78lZnhOIJxNkDehBh/8bweJPv2Hxq28x9I6bEEJs15VSp3CwbRvZ58UbDu/EWW2LJxzCm5nhHLfHgz8nB8nr/UPBIALQk0n0eHKPmXZcXFxcXBoQ28a2LGxrszFCsF33xNaEwyFOPPFoLr30fOLxOJIk4fF4ufrqm3jllTcZN+5EsrIyWL9+Aw888BjTpn0OQCDgb5B4Azngp3j2T6z6djZte3ai7XGHYqZUZxwXgsxohNKVFRDawYZsHHGhADE2CYYA4APiONOJSmyqzGzjbFdK/6Ya09lWWA1iC7umzTudcwKFM+ew+JW3GfiXy1GCAScOohbqFA6K30f50hXkfzadPzLVhOz1El1XiAeoXJnPnHsexNR2HLFZGwbQ9qBBtBo2GCOZ+gNH4+Li4uKyryOEQJIEkiTV/D8UCqHrBrZt4ff7mTlzNkVFxUycOIFLLrkOfavZJusN20byepGAQPMcAq1boJVVIOFx1ks4A79v699VnwzOQN8CaIMzEGrAchxR0AVQ099bnl4vcIRFWyAn/XcVsAqQ09vzsoWFwlI1It064pEVZK8XIdddqaFO4eAJByn+5Tc+/ufD25zXzlLdLuuXr2L1P/71B7fiVJ/8v0vOpf2Rh20jHCRJIMtbnopt25imWauKlCQJWZYxTQMrrWyrl20P0zRrfGNQ3TklTNPc7m9cXFxcXBoHIZzn+Lx5C/ngg0/QdR2/389vvy3gzTf/y1VXXUxWViZVVVEOO2wEJ598HPF4HE3TGiQjUgiBbVn89ugzSECns07cNJ319vZn4wz6HXAGvQ04g3wrYDVQCgwEMtPL1gNrgQOBbKAIRxx4gVxgGY414gAgwpaWh813a9koAT9dLh7H3CdfY+ELrzPohitRK2ufL6NO4aDHErQYfADH3/23P2RxqE8MoPWg/mhV0S2WCyHQdYNYLJ5WlDZCCPx+H5mZGei6scXgLgRYlkU0GiMUCtZEjqZSqZqo203CwhELQggCAT8+n69m+7Isk0gk8Hg8DRKJ6+Li4uKyKwgUReGbb2ZTWLiB4uISfvxxLv379+HppydwyCFD0TQd0zTJzs7E6/VQXJxssHpStm0je33E1xZgAoE2zXdsbVdwBv4wzlt3AMdCkMAZ+KtjFjQcERACsnCsBxpbxjGoQAbOm7vBJmtEbYdg20heD4HWuaQMg+TGYmS/HypqnzejTuFgpFQyu3TkwAF96z7ZRsJIJNETW8Y4ZGREeO+9adx0050EgwFkWca2bSzL4txzT+fii89GliVM07EWRCIRXnhhMvfcM4E777yZc889Ddu2mTr1YyZMeApJEpimiaqq+P0+JMnZ3i23/IVTTjmRVCpFJBJm0qRX+Prr73j44XsJhYIY2/EFubi4uLg0PLZto2kal1xyLhdffDaplMqLL77OE09MQggIhQJUVDgzQZqmiWE0rLVY9nkpW7SEWDRGTrc8lFCw7lgNC8eS0AJHJPhxRuhCoBJoiSMEVByREAXaAx1xREESRxhUuyqiQDMcIVIJ7MAbY6oawdYtyGqeTdmKVcQLi5B9Hqxa2qlO4SCEwNJ0UmXlde+x+vvSrlewtm17l2Ietg6MFEIQjcYoKSnlyScfoFOnjti2xcKFS7jjjgfw+32MH38BVVUxFEUmFovx6adfkZmZwdtvv8/YsWNQFJnhw4fw6KNtCAT8zJ37Ow8//DRXXXUJffv2IpVSyctrj67ryLLMSy+9zk033cmBBw5AcgM1XVxcXJoMiiIjyzKKonDppecya9YcLrvsOj799F06dmxPspFi5DzhEKs//Yqi/DUMu/FCQh1ao5ZUbH+2RwmoAEqAXjgD/2ocEdEeWIhjZegPtE4vX4vjzuiZ/s4yHNGQATQH5uGIin448Q4b2O7+zUSS3IMH0Lpvd5Z/9Q2DFiyi9fAhWLF4rYdaf+yhKlhCCIQQDB58ACNHHszBBw/mr38dzyGHDOWrr2aiqno6utbDb78tZMmS5dx663Vs2FDMt9/ORlEUWrVqwciRBzNq1DAGDOhHZmYmAwf2Z9SoYYwceTCtW7fANE3uvXcC//73E/Tv34dgMLjnKn+5uLi4uGyDZVk1VmNJkrjjjptIpTQefngiQkhIf+AF9w+RzkqUADOlOSmlO3rPFDiv82U4sQkeNrkWNrdCVBu4Q2zKrNBxRnQpvV7ebH11UGRd+xcCSzewDAMZagpw1Ub91HEQAsXvZ/r4Gyj85bfqeNF0/qhAVhTHfaAbWxy4Doy673Y6HHk4enQ7URu7gKLINTEHa9aso7BwAyNHHoyiKGiahqIovPfeh3Tr1plTTz2Jd9/9kLfeeo8jjzwc0zSJx50SoKlUCsuySKVSxOMJkskUkiSRTKZo0aI5kyc/x/Tp3/DZZ9P3pnLpLi4uLvsstm1TWRlFVTdVgEwkUvTo0ZUbbriSe+99iNGjD+Hkk48nHk/U/EbXDXTdaDqxagIoTv8r47glVuNYGVrgZEisx7E+dMAJikwB+TiuCQUnSHI1jhVC4ARVlrNJQOwm9VYASkiC5MYSqtYU4K1eJpyJPXTbRgI8aQFRjQYYydQfcnFsjqI4cQg333wXGRkZgM3ChUuJRMJcc80lGIaBLEts2FDM99//yHXXXUF2dhsuueQcrr/+dpYsWU6XLp1IpbZvwrIsC5/Py2WXnU8oFGDatM9c0eDi4uLSBDBNE7/fzz33/I2ePbuRSlUXcrJJJJKcffY4wuEQOTlZNamXhmEQCoV48MG76NOnR6O5MGoQYOu2E3+wo8G8EkcIVKdnSjgCoiD9fyu9rtqrYAMrcFIwSa+vLgJlADrYO1cao1bqRzjYNnoiyeETH8TUjRqjghIMUvzrPKaedhF5hwzlTy8+iR5P1Jg/bMAbDm2TKfFHycnJplmzHCzLomdPi19++Z333vuI8847nVAoxCeffEVBwXqWLl3Ogw8+QHl5BQUF6/nyy5n06NF1p/ahqiryDnJcXVxcXFwaD8uy8Ho9nHHGyaRSKVIptcaCoOs6oVCIK664kFRKJZFI1ARI+v0+Lr30PGKxWIPNVbFdNEjlqXAO29ZxqI3NaztsvXx7h13bbyzAC1qGhija6aPdgvorOW3b+LKzEGLToOoJBYk2y8EGZJ+PUKuWaLH4Fn4TyzB2uirY9jAMEyEEN910Nb1790TTNHw+LxMmPMnddz/I4YcfQu/ePfjkky/Jzs7ihx9+SWdN+OnUqQNTp37EOeechqLs6aRTFxcXF5c/guOqcOoObC4AqkVCeXnFFuuqSypvvby+EEJgpFKYgBLwI2TZGfuEwBQm3piHh5v9Df3CPZCRZ0NWRYSkpWJXn3Y6JVP2KBiApeu1pmJCPc9VYelbNoDkUZyd45QMNTXtD1eO3BlM08Q0zXThDx+dOnVEVVV0XSc/fy1ffDGDxx67jxNPPJZYLE4wGOCbb77ngguu4rvvfuCYY45wCzq5uLi4uOw2eiJJm2FDyG3VksKv59B2zGhkvw/bNLGxkYTEiOIDEcV7JrbCFAYJKYVImyMkv4+KeUspXr6G9oMGkNml03an194nJrmybRvbtpk7dx4VFVFM06CqKsr/t3fnUVKVdxrHv/dW3dq6qjd6AVoBQUQWURAV9wgqQUFz4hKDIRpjYqKjzslJRuckE8/MxEgyGh3JcUlQowluOKJR1CjuGgkoogkIIls3YLN1Q3XXeqvuO38U3YJsZbS7Gnw+53BOV1NV9/ZtDvXc9/29v3fatNs4/vhjGDp0CLfeegdlZWUcddQIMpkMnueRSqUYPfpIqqureOSRxxk//hQcx7+9YMbd64qJQkBR7wYRkZ6ko9V0obbNh23bJemzk0ul6XP8sVT3rqNx/vtkNrcSHdCw081pwpfs9vPakbXDHIY/HGTbByvZ1Pgxw86eSMWgQ0g2b/jsDaD2B8YYYrEyqquruOmm2zrbRmcyWcaOPZprr70Cz/N4660FnHLK8TQ09CWRSFBoH+ERDoe56KKvM3PmYzQ1rWPw4IE4jkNNTa/OELG7Y0ajZfTqVdllXcdEROSz6ej6G4/HiUQipNOFEedotKzbl853TFX4yyL4odBu+jO9Abt2ebSs3Y/Ydzx3T50hi+DlPPKZLAHbxvL7C7MD3TFVUQrxeBunnHICr776FLlcrvMfh+M4VFVV4vf7SCQSTJ8+jXA4TDKZ6rzuxkAqlea73/0WF1xwLmVlZcTjbYwYcTgzZ95NKBTaoTr3E+l0mqlTL2TKlPMIBALqGikiUmK2bRONlnHDDb/CGI9p037Oww/P5o035nHTTT/H57PI572dCie7kjEGy2cz6sf/wuo3/8aKe/+PMdP/g3w6s8cP5B1Ztq+w8mJ750bL7wPP7BKALNsC28bkPWy/b5eSgWJYPptce4Lldz5Ir8pKRnz/EtzdNH7qsN8vDzDGEAgEqK6uoq6ulvr6Ourr66iurtreiyGDz+ejqqqKYDC400ZVHa/3+Xw7jTD4/X4qK8v3WCxpTGEb1lgs1h0/ooiI7IXP5yObzXDjjbcwc+Ysstkctm2TzWZJJpOEw2E++GA5//jHUhynG++XLQs74JAHUhu34G5rKwSAffCXhVn75FyaX5qHHQzgCwbYtng5jY89h78sQqAihj8awfb7ybTGWfPIMxjXpemJubjxdvzRCE55FCdWVmh3sI9RCMvvJ928mWx7gnw6jS8U3Gst4n4fHKCwFMd13V3+7BgScrncHgsfO17fkeQ6moLsvcbB00iDiEgPkUymOeaY0Vx77RXYtrV9Q0KbWCzGm2/+jZ/97Jc0NjbhOM6+3+wLks9kqRg4gIOOHMG695fx8dy/4i+L7PuFlkU+4xL/YCWWbWE8w/q/vEHVqGFsenMhi266m5X3z8Z4HukNW3DjCdY+9TIf3vc4ybXNbFnwPotv/QNLfnMfmZatWM7ew4o/FGTVzKfYlspwyLkTcaJ731fjgAgOIiLy5ZXP56msrOCcc76K3+/vvGkMh0PMn/8O11//n1x33TWcf/65JJOpbjsvL5slelBfhn9nCj7LYuU9j5FPpGAfvYBM3iPcp5b0phZ8oRAbXptPpKGefDrDmkefoc+px9K2fA3r5rxCeuMWooccRFfQ1E0AAA4OSURBVC6Zov6ko4k01PPhnQ9R1lBPpE8tbSsasfcyyuEPh4gvW8WaOa9QXlnB8Mun4gs4X47gYIwhEgkTCAQ6Rwqi0TKqqiqIRArbZ1dUlO9S8BiLRXd6jYiI7H88zyORSO400mxZYFk2NTW92Lx5C57ndW+TJ8sis3Urh55/Dn0OG8TmVWtZ+8wrBMqje50KMLkcZf36kEskaV/ZRMvCJfQ+7TjWP/s6vceN5aCJJ1Mz9khSGzaRWLOOUF01YFE1YjCxwwdSc8xIGv/8IoHKcupOPJp8evfLKjFgBRxW/vFJEskUgyeMo/6YUWTje98C4oAIDpZlUV1dxdtvL2Lp0g9xHIdIJMLTTz/PTTf9Ly+//DoAM2b8kebmTQQCASzLwrZtnnhiDosXLyUQCOzjKCIi0pNZFrhurrMLZFtbO0cddQQ33PATbr/9dyxa9Pdu/7/e5D2csghHXvM9csDqR54h27INey9TJibvEepdixONsPKPTxAd0JfwQX1IbdhEbMghmLyh7aNGLNuHcXMEqipIrd9AtF9fNrw0j4bJ4xj571ew4g+Ps3XxcuzA7o/lj4TYtuQjml54kzAw4srLcFOpfRZv7vfBwbIsfD4fc+Y8z3nnXcLy5SupqqrkxRdf5amn/sLQoYO5//6H+fvfl/DKK2/w2GN/JhgMEgg4fPzxBn772xmd22WLiMj+K5/36N27lv79D8Z1Xaqrq6ivr2H06JFMnHgGs2c/jTHdPOoAuIkEAyZNoN/IYaxbsoINr8zHqdhzcb0xBn8khMnl2TzvPXqPPwHb76f8sENonPUcK//0JG3L11B++CCMZ7D8PtpWNJHPurS8s5glN88g0xqnrH8DvkBgt6Mblm3jj0ZonPUcLfF2hl18ATUjhuJldl1J+Gn7/XLMwhzWQmbPnsOQIYfiOA75fJ65c19l3LiT+fa3p9LcXNjcaurUb3DbbXfxgx9cSnl5jBdffI2hQ4cwZswoUqnum/cSEZEvXiqVZtKkCViWRUvLVk46aSwnn3w8ra3buPLKy8hksiVp3Oe5OQKVFYz8wWU0X/UTFv7yLgJV5dSfdhzZ1viuLzAG43k0nDOOBgNOeZRcIsnAqefSNPsFEo0fM/RHl+LEojhlYUK11Rx87njcbW0MuHgy6+e8ypZFH9D/wrOIDjoYL+vu9PaWbeGUR/nwjgdZ+vAc6nvXM+zyb2E8g/H2PW2/3484pNMZBg4cwM03/zejRx/ZuYmJ67r06VNPOt1Gv359aWpax5gxRxGJhFmw4F0sy+Ktt+YzadKZAKpxEBE5ABhjOmsZOr42xnTuklwSlkV2W5whUy/kjOnTyLYleOuaX7Dx1QUEqsp3+xLj5qg9YTS1J43Gy7iYXA5fKMih37uQw6+ZSuSg3vijEaqPHg5A/wsn0vuME7BsmwHfPJvhV0+l6sjDdhMabJzyGB/9/lHevuVeYjW9OPtPd1I7aiRu+95rGzp0y1W02PPmXZ+X53mUl8cIhYKkUundDkEZA55nqKqqYuzYY3jjjXm88857eJ7huOOOJlPE0IyIiPR8HVsQ7O3rUkm3tHL4Jd/kzOnTyGVd/vqvN7Lx1fkEKncTHiyLfCpNPpne/iFqYTwPN96Ou60Nzy1sEJnf3qTQbUsUnmsMbluC7La2XYoiLdvGqYiyYsYs3r7lXsprejHpod9Td8xoMq1bi2pMBd0ZHLrw9+V5XmePhsLqigiO47B+fTOhUIy1a9cTDodwHD+TJ09g1ao1PPDAw5xwwrFUVJRrYysREel6xpBuaWXYd6ZwxvRpuMk0f732Rja+toBgr0psx981m0Aagy8UxKmI8dGMWSy4+R4q6mqZ/ODvqDt2NJmW1qJDA3RxcHA82BKBe4bC04Mh4HVtgEgkkmQyhU6RZ5zxFebMeZ777rufl156nYkTTyeTyTB48EBCoSDPPjuXyZMnkP3UMI6IiEiXMYbUllaGXjqFCdOn4aYyzLv6v1jzxFzy6SyBqgqsL3BKxfb7CfaqIrO5hWV3Psg7/3MP5VWVTJp5N/XHHf2ZQwN0cXGkZcD1wYYYbCzrutDQMX918cXn07t3Ha2tWxk37mSyWZdly5Zz6aXf5MQTjyORSBIIOPzwh5cxYcJ4amp6kc3uYX2riIhIV9g+8jD0O1MAixeuvo7Xf/JrGkYezoDzzqBh4qk4FTFy7UnMPzkibgcD+ByH9KYtfHTvY6x5/AU2Nm+itraGs2feTd2xo0j/E6EBumFVhWWAfGH0oat0FMCMG3cyrpsjk8ngujnOOut0zjnnq7iuSyJR2L40k8kyZMhgjjhiGPF4W7cvyxERkd2z/X58oWBhr4QOloUvFCzsuXAg2T7ycPilF2H5fLx//0M0/u0dNr6/lJoHnmTQJV+jz4STcMqjnQWOXi6HcXNg2/iCAYznFf7OGOxAAMtnbb9eIRKN61n77GusnDGLrfF2HGD4hHGMvub71P2TIw0d9vvlmB0sy+oMBx1hoH03u3tZlkUmkyGT6Z4d0kREZN8sIL2llfjy1bg7di60LPyhILlUusuK7EvGGNJbWjlsytfpf9bprH7uJd677S4+XvohG35+O30ffZZwfQ2HXn4BdjhIuKaacN9acsk08WWr8IWCxAb3x7Jt2lc2kc+4JFY1sfLRZ0mtWUdzUzMRYMi4Uxh55WU0nHoCxpjPFRrgAAoOIiKyH7Is8lkXAyydMYulM2ZhAY6vsFV0RxWaRyFcGM/rumV6JZJpLXSSPOzCcxk46Uw+mv00i+9/mLVvL8L3j+U0vfgWeaDv6GH0Pm0s6U0trJz5Z4LVlfS/YCK242P1I8+wtXkzPj7ZDHP45AkMn/oNDj7tJCyfj2xbe6H48nPeNCs4iIhIyXhZl1i/BgaMHYOzvf9CLpVi4/tLCITD9B45rBAWbBvLsnAiEUyuC+e+S8Gy8HI5svE2LNtm2KVT6Df+VNo+3kAuHufdW+7AGMOmBYtYsXAJDlAGJDe18PYdM/GAg/r2od/xx1Letzcjr/ou+VyOXkMPwx8tIxtv+0JXayg4iIhIyWTjcQZO/iqDz5uMAfzhMFuXLedPY8ZTPWwIX5s7m3w63dmDIZ9Kkz+Ae+8YzyO9eQuBinLqanphgD4nHoc/FGL9G/PY9MFyci0tzL/xN8T61HPqj68inzf0H38yFYMOIZ/NAhYWkMtkyG7d9rlHGD5NwUFEREpn+922t8Pqgdz2pkbG88ilUuTTmU+aN30ZuvxaFp7r4rlu5+NcMkXdmKM4ePypxFc3Mv/G3xDqVc3Iqy7H5HJk4+1kOkLCjteoC2r5FBxERKT0dgwGO37wdTz+MgSGPdn+s+eSKUzeKwQEwOTzpFtaMbl8YTpnh+d2pQNsfYuIiIh0JQUHERERKZqmKkRERHoKY7B8PgLlsZ2/nffItrWV6KR2puAgIiLSQ9iOQ2pLC4t//wCGQsuKPBCprmTQ1yd3SbHjZ6XgICIi0kMYY7D9fqIHN3R+zwOC0bLSndSnKDiIiIj0ECaXIxCLMui8yYVOmRRGHTzPI5dI9ojVJQoOIiLSo1gUPpx8B1iDyKJYFsbzcNva9/q0Ul4fBQcREelR8ha0BqAsuO/nfhmZ7dfHV6Lro+WYIiLSYzh5iAfhjlHw6PDCY/mE34P2AEw/Fh46ovDY6ubZCwUHERHpUQzg+iDrK/WZ9FylvD4KDiIi0vMYsEtfB9hzlfD6KDiIiIhI0RQcREREpGgKDiIiIlI0BQcREREpmoKDiIiIFE3BQURERIqm4CAiIiJFU3AQERGRoik4iIiISNEUHERERKRoCg4iIiJSNAUHERERKZqCg4iIiBRNwUFERESKpuAgIiIiRVNwEBERkaIpOIiIiEjRFBxERESkaAoOIiIiUjQFBxERESmagoOIiIgUTcFBREREiqbgICIiIkVTcBAREZGiKTiIiIhI0RQcREREpGgKDiIiIlI0BQcREREpmoKDiIiIFE3BQURERIqm4CAiIiJFU3AQERGRoik4iIiISNEUHERERKRoCg4iIiJSNAUHERHpUUKBEAA+n4+AP4AxpsRnJDtScBARkR6jLBRh2brl4EFr61aat24kGi5TeOhB/N15MMuysCyrOw8pIiL7AwPVsUqeW/giV996PTiwonEVF0+7ggevv5uail60pxJf+s+QnvA52m3BwbZtQk4Q18lhUHIUEZFPRIJhnn/3FS6bdjXx9nYIA35Y+N57TJ32Qx64/k7qK2vJ5txSn2pJBZ0gAX+gpOfQ5cHBGAMOzFvyNif9+Gw8L6/YICIiO3F8Dksal5FMJAuhoeODIgYLFr/LmT89j/rKWtx8rpSnWXK2ZZNxM5Ap3Tl0eXCwbRsn7CeZSbFwyXtdfTgREdlfeUAAdrq7tAAHmprW0bR+HbrzBCxw/P7OItJuP/zq1Yu67NdgWRZZN8uGrZu66hAiInIAiIajPPjyY/z6/tshBPgohIYUVJSXc9ePbuGwvoNIZdMlPtMewkDACVBfWdvt0/9dOuJgjCHgBDi078CuPIyIiOznLMvipxf9CMuCX913O+SBPMTqY/zhut9y+qivkEgnKKQJATDGI+Nmu/243VLjkFZCFBGRfci6Wf7tgmsoD8f4qHEVGJh44umMP+oUtsRbSn16sl2XTlWIiIh8FhYWsUgUv79wX5vOpEmkkyVfgiif6NY+DiIiIntjMMSTbTt9T6GhZ1HnSBERESmagoOIiIgUTcFBREREiqbgICIiIkVTcBAREZGiKTiIiIhI0RQcREREpGgKDiIiIlI0BQcREREpmoKDiIiIFO3/AXDbCYqqGh/2AAAAAElFTkSuQmCC)
A corrente da carga será a mesma da que circula nos diodos.
A potência dissipada pela carga será diferente da potência fornecida pela fonte.
A tensão direta nos diodos será levemente diferente.
A corrente dos três diodos será a mesma.
A tensão direta nos três diodos será a mesma.
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V e a resistência 330 ohms.
Videoaula suporte de referência: Circuito série com diodos
https://www.youtube.com/watch?v=jZdTm3YWR7w
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)
VR = 11,3V / I = 34,2mA
VR = 12V / I = 36,4mA
VR = 0V / I = 0A
VR = 9,3V / I = 28,2mA
VR = 10V / I = 30,3mA
Para o circuito abaixo, qual será o valor da tensão no resistor (VR2) e da corrente do circuito (I). Considere uma fonte de 20V, o diodo D1 de silício, uma queda de tensão direta de cada LED de 2V, um diodo zener de 5V, uma resistência de 180 ohms e outra de 470 ohms.
Videoaula suporte de referência: Análise, Simulação e Montagem prática – Circuito com diodo, zener, LED e resistor
https://www.youtube.com/watch?v=Wh86CfLJDYc
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)
VR2 = 0V / I = 0A
VR2 = 11,06V / I = 23,5mA
VR2 = 14,46V / I = 30,8mA
VR2 = 7,45V / I = 15,8mA
VR2 = 10,34V / I = 22mA
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 1K ohms e o resistor de carga R2 = 470 ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 3,84V / Iz = 8,17mA
VR2 = 5,6V / Iz = 11,9mA
VR2 = 12V / Iz = 8,16mA
VR2 = 0V / Iz = 0A
VR2 = 3,84V / Iz = 0A
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V, um capacitor de 10uF e uma resistência 470 ohms.
Videoaula suporte de referência: Circuito c/ LED, diodo, RC e fonte CC
https://www.youtube.com/watch?v=CQ2yxBlqwzI
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)
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
VR2 = 5,6V / Iz = 3,73mA
VR2 = 11,42V / Iz = 7,6A
VR2 = 5,6V / Iz = 16,27mA
VR2 = 0V / Iz = 0A
VR2 = 15V / Iz = 7,6mA
Considerando que os diodos do circuito são de silício, porém possuem especificações comerciais diferentes, é INCORERTO afirmar que:
![](data:image/png;base64,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)
A corrente da carga será a mesma da que circula nos diodos.
A potência dissipada pela carga será diferente da potência fornecida pela fonte.
A tensão direta nos diodos será levemente diferente.
A corrente dos três diodos será a mesma.
A tensão direta nos três diodos será a mesma.
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V e a resistência 330 ohms.
Videoaula suporte de referência: Circuito série com diodos
https://www.youtube.com/watch?v=jZdTm3YWR7w
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)
VR = 11,3V / I = 34,2mA
VR = 12V / I = 36,4mA
VR = 0V / I = 0A
VR = 9,3V / I = 28,2mA
VR = 10V / I = 30,3mA
Para o circuito abaixo, qual será o valor da tensão no resistor (VR2) e da corrente do circuito (I). Considere uma fonte de 20V, o diodo D1 de silício, uma queda de tensão direta de cada LED de 2V, um diodo zener de 5V, uma resistência de 180 ohms e outra de 470 ohms.
Videoaula suporte de referência: Análise, Simulação e Montagem prática – Circuito com diodo, zener, LED e resistor
https://www.youtube.com/watch?v=Wh86CfLJDYc
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)
VR2 = 0V / I = 0A
VR2 = 11,06V / I = 23,5mA
VR2 = 14,46V / I = 30,8mA
VR2 = 7,45V / I = 15,8mA
VR2 = 10,34V / I = 22mA
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 1K ohms e o resistor de carga R2 = 470 ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 3,84V / Iz = 8,17mA
VR2 = 5,6V / Iz = 11,9mA
VR2 = 12V / Iz = 8,16mA
VR2 = 0V / Iz = 0A
VR2 = 3,84V / Iz = 0A
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V, um capacitor de 10uF e uma resistência 470 ohms.
Videoaula suporte de referência: Circuito c/ LED, diodo, RC e fonte CC
https://www.youtube.com/watch?v=CQ2yxBlqwzI
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)
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
A corrente da carga será a mesma da que circula nos diodos.
A potência dissipada pela carga será diferente da potência fornecida pela fonte.
A tensão direta nos diodos será levemente diferente.
A corrente dos três diodos será a mesma.
A tensão direta nos três diodos será a mesma.
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V e a resistência 330 ohms.
Videoaula suporte de referência: Circuito série com diodos
https://www.youtube.com/watch?v=jZdTm3YWR7w
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)
VR = 11,3V / I = 34,2mA
VR = 12V / I = 36,4mA
VR = 0V / I = 0A
VR = 9,3V / I = 28,2mA
VR = 10V / I = 30,3mA
Para o circuito abaixo, qual será o valor da tensão no resistor (VR2) e da corrente do circuito (I). Considere uma fonte de 20V, o diodo D1 de silício, uma queda de tensão direta de cada LED de 2V, um diodo zener de 5V, uma resistência de 180 ohms e outra de 470 ohms.
Videoaula suporte de referência: Análise, Simulação e Montagem prática – Circuito com diodo, zener, LED e resistor
https://www.youtube.com/watch?v=Wh86CfLJDYc
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uAl/70GjOm3cvcQ1/hiQ6J88A77LHj/Ww7/Rn+tjBLJHCJDBBgi0TwQnUYwXMkkVG1nPD5qdTNqyYse5e6ybyDG6/irEt3odl8j2XJDEtX54g2xpg0KYFrWMzadRSm45LMOkgZozpiIAO/2AABtkgEwX0YwbY9aqdvxU13T8KzHZJpB8fvdgu1YWnENmO5/h/jAY9Ul4M4dgYPnTKrxLdJcmmHTMYLlk0GCLAFIgjuwwye49HRke/5e7Hdq2u7dHa6vTvWso5yDSyBYEVNgABbLsQHHywctOOWyah1t9GovqVrNqs8HqJRtE9lz+fVJxrt9SApF7atDJ4iEeWzoAPHUfn2/Rl04LqKa5oq3zrwPMUVQpkd6UDKXj+dja1TLqfKOxarnDsUnYaLxlIqQzDHCSMEhEIOUrpa28uzWfVnLFb+g9kwDIQQZDKSfN4bkk4buy363Eo8j1xXtQnLqqwtZjKqnCIRfSfLSnQq5m6IdizefHPw4O5nrhK/kaFwff5w5MLGL6/hyPX5w5ELunwBSBYvfgsQbL/99tTUVJPL5bF9X9kNlK4yChNEImFyuTyO4xCNRhBCkM/nqWQR7GdHpy2Ha40ePfDFUiq7T9etzPK3o0M9Terr9Z+8yaT61NerJ5FOuqmUsv2tqlJ2oTpucpmMuueqKvUpF76LXVubutfaWj2ubSt7UyH0rGRBlU1rq/q5rk71VnTKur1dpa+rMShr5nRa30pWCKVRKqVsexMJPbfBdFrVr+pqpZNOutmsuudYTOmkw/U1Dof1rGRjsQj33PMw3/72xTiOwz77zOeMM05k/vw5NDTUkUplcAYwHvcdA9vbVVusrx9cY+UsGuKFF17j5pv/yooVq5gzZ1dOPvlUpk5tAOyy79m3Zs5k1P1W0hY7O1U5x+N6XF9j335bp37kcirflbbF1lalcW2tvuVve7u6vrFRv+deabz1rZlzud54aw00BVBYoYRQolbSeKVUCel4skPvNEM4rO/nns93u6JZiqtrFSqlGtboTI8UWoUahj7XHyrrTsv4OvmIRsuvFD7XH/5FIvoP4VSql6tb1um0SisU0uP6jQh6Ndapl/61vsY6dcvXWVenqiqDJUveor29HYAHHniEhx76NwsW7M8JJxzBYYftw8iRtT09bVmQKd8u2K9f69M4Egnz1ltL+frXz+ejj1YC8NxzL7Fy5WpuuOESqqtD2HZ5xnL++Qig2qKun7tv26vbjktprFO3oPJ2XNgW/SkOneDe0aH+rsv1PMX1p1Z0LX87OvrG283W8rdSbim7z01lFbqpuBvLZrT4ezZmupVqPBTuUOqHurbvZLfretx777954IEnmTdvNl/84jEcfvi+jBkzEs+TZLPZnjR0yiscDnPvvY/2BHYfDz74Lz788IvMnTuTfD5Tmlwy3+WlOxh/Y2q8odvxxqrXG5obrJYZZkgkYlhW/zdE/khHd0oHVG8jl1NDQd2XbZ7Xe7JQ/5dtDl1dKTzd8/e2UAw0RHcch2effZn//OdlZs3anjPOOI7DD9+Pbbfdmnze7p4nLz9CCSFob+/q9+/ZbIZcLo8Qwd7FzwKC4D6MYFkWDzzwBE899SJSSoxuwxgpew8fTiT03rJLqaZHXFdxdYN7JqOG3olE3+DuOB5Tpkzi1FOPIhqN4LqBv/z6ICUsXLiE7373R/zxj3/jmGMO4eSTj2TbbSfjOGCaNo5T7nRKqUogEMH6188MguA+TBAKhVi5cjUXXHAVS5cu29TZKRvRaIgvfel4PK/8ZX8BYPHipSxevJRbbvkHxx57KKeccjSNjdNIJBKYZgaCYzgCrAfB+GyYwDQNWlo6aG/v3NRZ0cJLL73Z3VsMeoyV4OOPV3HttTdz6KGnc9llP+aFF17AMEyqqhKYZtB8AwyMoOc+jGAYAqt77mPWrFmcd955xGKxPisrNgfcc8893HHHHQDMmLHtJs7NloG2tg5uvfU27rvvPg466HOcfvox7LPPPOLxGI7jkM+Xt1Y+wGcHQXAfppg8eTJf+tKXNnU2SqK5ubknuG9uD57hjo6OTv7+9wf517+e5HOfm8tXvnIie+21G2PGjCSTyQZBPkAPguC+GUEI0We9fP/f9f7Ctm2SySRVOjutNhLS6XTPz36+i1/kFa4X11kJsjlgMJ3Wx9lQSKXSPPzw0zz88NPst98enHTSAo488gDGjBkFhAZ8cTqQHgPne/jq9FlHENw3AwghiMUiRKMC8Er6nYTDYcLhgRvt5grLMgmFwkgp+/TiDUNt0giHIZEwMc0crutu1mZmQgji8SiRiCQUklq+NIYR7plS29B44onneeKJ57nppjs45ZQjOfPMEwecj49EwhhGmEikvB6+r1MkIojHDQwji+t6m7VOARSGXXBXO7BCxGIRfL+OUtfYtto6XF2t9/2mqZYG1tbqbVsGtTMsk+nd1l4eBODy3HMLefzxhaTTaRobrX5B3LIsVq5cTcrfEjpM8OSTLyIlJbfWd3XZ5HImO++8NUccMY+6uhrKXQViGGptfm2t2pqug1BIWRBUV+twBZ7n8NRTr/L0029j21nq6/vrNBAikRCvvLJQL6OaePXVRbz66iJuueUuLEvlre8DVXDffY/y8stvksvlyvpOISTt7Q6ua7HbbtM4+ODdSCTK1wl626LuILNQY912HAqptphIDNYWlddOJlNeWQw3WAPVzeJhp/4wtHLuYPmIRCyWLv2Exx9/Hdt2sSyzZ723f30m0xtkdbc85/NqzXg0qu/O6DiKGwqpSlUODMMgnc7wt789wLvvvo9t58jn+29AGa64666HuOuuh0r+TogI8Xg11dXVvPTS0Wy99YSy13Hn88r6IBbTd/2zbcX1t9OXA8Mw6Ozs4vbb72P58hXk8xlsO6mX8EbCwoXvlPx3KT2uvPLX2t9nGDFisSpGjKjnlFM+z/jxo8vWKZdTnaVEQpW3DnyNo1F9XxrbHrwtOo6L63rsuut0dt99e1xXLdUdStzbVFz/+mKu1dY2MEFKtbnF9zyoxLbX95jJlLfbuQe5nOImk+pnAMMwyeUy/PKXd3H//c9gWVa3pWlfrn9zlWyl3xRcKdXO00mTZiKlx7p1y2hp+UQv8WGGWKyG8eNnEAqpDU533PEMnlf+cH9T6VRVFWfSpBl4nsvatR/Q1rZKL/FNiErebVdVNbDVVtthmmEcx+GWW/6NlHKz1qkcrudJ8nmHWbOmcNVV5zBx4tie0aW/3843AdMJsp6nPlLqc/14K6V+vPUfaH68zWbB6vYxGhD+RrdksvICTlbQwfG5vrkUQDRqsWTJGhYvXk5tbYJw2J/LheH9skdgGALPc7GsEIlEHa2tK7bolSbRaDXRaBzbziGEoKoqutnfr/8i0vMcQqEwiUTdsArulSAWqyYUiuE4OQxDUF29+S291YWvo+t6rFrVzMsvf0BDw3iy2d6pQ99E0DcB04EfM4fCHUq8TaW6vWVGjBj4Qv8J4nnK7rNchzOf39XVO2em43AGKqhnMmquzXcqjEQ8xo+PUV+foKmpuefa4e5dIqWHbXuYponj2LS2rhn2DWh96OxsobOzjUgkhm3bCDHQlvnNB1J6eJ6HZVnYdorW1jWbOkufOtrbm0gkRhIOh7FtByHEZq/TYJASTFN0xzePRCLOxIk1jBghew7L8Z0dLUvFHx3LX89TFsdSKutdHa6Uiuu6+vHWMBTXj7ehEFgDvVDyM+rb9vpzZjrBPZtViSUS+pa/jqMCfCzW69cdDksaGkJEIlb3SzqXSZPG8NWvLiASCfUM69Np9eRLJBRXxyrU9/pOJMqfN/fvN59XlSIcLv9FnWmatLa2c/PNd7JkyQfYdg7H6SIS6TtBqfSQ2LYzrAK/ZVlYllkizx4tLR8QicRpaKjj9NOPZeedd+hnd1sK/nuVzk6lbyKhVy9zOaVTNKp0KodrmharV6/l5pvv5MMPl2PbGTwv1U+ngdMVuK6LbZf2bP80UPxCVQhBNBrpt3JpcDi0tLxPOBxn9OgRfPnLx7PddlNwnPV7wvttsatLBUndeXNf40RC71yGgdqiEMrG4447Huf55xd3B3qDhoYw1dXq2kKuaap0dS1/fYtkXa7nqbjl+zzpWv6m06pux+Pdlr8DFZifmI/CuaRy4D+JKuFCX6tQn+t54Lq9FdPzPGprExxyyK4kEmqnnn+4QEuLciqsr9cL7skkrFmjePX15efXf5itWaMKd+TIcnlqSuZzn9uZf/97IZlMihEjzH6rMEIhi48+WslPf/p7WlvXM5e2GeG0047msMP27XfakBDQ0eGSyRjMm7ctc+dOAYyyptj8UWFTk9K4rk6vXqbTsHatanwjRpTb+ASGAXvvPZvHHnsL183S0NBfp4EQjUb4298e5M47HygvoxXCMAwWLNiftrZO/vOfV/oF9yuuOI9Jk7Yimx3gYN0iCAFtbQ62HeJzn9uOnXaajJSirIeD0li1xZEjVXnrjvybmlQ7bGjQPytgzRr18PdnJ4SASCTKc8+9xbPPLuoZgbiu7IlRpeJeYSxbX543JLfSmOlzh91SyGJIKcnnbUIhE8dxe5ZP5fO9f+pUCv/sVp9bLvwnfj6vntblcqVU6Y4Y0cjBBx+MaQq22qr/dZYVYdGixfzqV38uP1ObAebO3ZGTTjoG1831W+fe3Azt7ZK6OgfbdnBdp6wXUIVl7eukuyJKl+sP58eMGcNhh00gEhGMGVNemgCWFWfRoqXlEzQRiYQ54oj9OPnkIzn66EO59NJf8MwzL/W5xvMke+21G7vtthuOU96SWsOAdeugq0tSX++Qzzu4bnkvVP1Rkl/eQ9VpqO3Yn/pz3eE9jVsuhn1wh77G9sWVZ1Oa/OvwHMchk1Ejj1JL2aNRl0wmO6ymZADy+Tz5fJpstn9w99+r+MNIGNrhBOWiUq6Ualosk3Fw3dI6DYSqKso+K1UHI0c2cNBBn+OMM05g1113pLa2GiFCpNOle+bZbA7XTZNKpUv+vhiFOlVV9R4oXknb2Hg6DdwWh1nzGRK2iOD+WYRlWSR0XgpsRER0tm4GqAhjx47iqKMO5LTTjmbXXXfCMAxs26GzM0ltreaOnwBbJILgPkzxwgsvcMEFF1BdXb3ZrRa69957N3UWtliMGzeO008/huOOO5iddtqh+x3C8BvRBfj0EQT3YQTP83o2WjQ3N3PNNdds4hytH8EJTBsGO+wwjUMPXcBRRy1g7tzxRKMm6XR2s3uwB9h8EAT3YQLHcRk7dhTjxo1m3bqWTZ2dshAKhdh22200l94FKMT8+XM48cTDOfLIg4lExpFO58nn7e4X1Js6dwE2ZwTBfZjAcRxGjmzgxhuv4o033sZxeh0UC7c619TobX4AtZbYcdTmB8vS46ZS6mVbXZ3aONG7hFUyceJWzJ8/h1xOY9lRACKRMPPmzebLXz6B/fefz4QJY0mnc3zySQrH6T2UPECAwRAE92EE23bYccft2Gmn7bv9PUTP+tiVK9U1o0eXv/nB565bp5aMjR6tNvboBPfmZvVwGDdOrXrxZwnUAd4G2WwumDooE4lEnP32m8fppx/H/vvPp7a2Csdx6ezsQnd2q3SZByOozxKGXXA3zWIXSPGp+WRvjshmc302zvgB2jdXy+XK3/xQyPU/oBfcC/cUGEbftchBIOmLgcojkYhz/PGHcfzxh7PvvvOIxSJks7meF6W6jqqu6zF2bP9ddDU1NSQS8eBh+xmBNZBNRHGFMozyfRJ8vv8dutzC9NXGg14f9w8+WM7HH6/uDuiSVavWsnr1GqZOnYjnqU1MxdxyMRRu4fVD4fr5GByFuw777oKr1GZUysqtmQu5xdajA2GoZV2qfpTLLdZJZ4t3pRqr++2b0LhxIznqqAM5/fRj2HHHHUgk4qTT6Z6TrArLtDCP62tPtp3jhBMO5d57H+bFF5WHvGkanHzyyUyZsnW3CZhOviu756HqNJR2XEon/+eBYpv/u+LrdfxhituxDrdUnnTqZuUK6sgAACAASURBVHG8tTo7B06scOt/Mqk3Hyu6LShBzcvatl5w9+2CMxmVB8Mw6ehIceut9/Lxx6sYM2Ycnufx0UefcP31f+EnP7mYdNru2RVX6CGi6zvi744bqGzWd7+2rc91nN7y9rlCGJimwHNdvBL3IITA7J58NU3wPJdkUvabcxeGgenXOunhel5PQFYbqNSvUil1/8XlJQxDWSurL0BKied6SHptRlOpynYg+rYNujr5Jk+5XK9Rk0660KtxJXXacfQ0zudddtllHpMnP4RhmBxwwL584QufZ+bMbRFCkEzatLeXtk/1R1iFbXHw9yoOdXVbce21P+OWW+5i3bpmZs+ezeGHH046bZBOl+9vU1hefluspD35bgeVaqxbP/w8F7bFwl2vhUilek23/LYIvT4xOgHat0gHfa7f/mHDxFurqWlwkv9EaGvT393lc3WEKeb6jS8cNlm7dh2vv/4u0WgY350un7d57bV3WLEij5QGnuf1cFMpfbth/+mbyejtQCzk5vPKE6MSrpSKK0wD05DkUlkIhbAMUVCGEiMUIWJBqiuF43kYhiASS5BOQzbrmzoJQuEQpszTlcogASscJR6LYGdzuN3fN6DGQhCNRRBOjlQqhSMBTEKxKIloCDuTx0VNG7S3V65xKtVrtqTL9U3idOCXdS6nf86Az7VtPY2FyLH99rvx61//GsMwmTZtGq7rsmJFHq/Uk7tEuv6ntbWcss5TUzORCy74PoYhundAZ2hudobcFivhJpN6D8NC7lDaYqHGQqgdtv5Dww+oHR3qvVNfmwKlcUuL/oyD34/S5ULvi/INEW+t9Zlj+b7CvsOZDjIZVUBVVeoppINCR8lQyBdFIGWWdDpFff0oQJLJtBMKNVBT42IYyngqm1Uf/5Qe3adfKqXS0z3hx9+SHgqVf8JPITedBolg7IQaGuOCV+66lq9+91E+/6tr+PqBk3G7cnhSQihGzGnh3rvu4vqf3cLba1oIh6vZ96gv8d9nn8T86bWkcg6hSJj8qrf50w2/4Re3PkXSFmyz5xGcc863OHav8chsFg+VruMUaSwE0VgVLUte4p6/3sItf36E9zISjFHsfMTh/PeXjuDgeTPJp7KkU5Lqav2eRiajGlQs1mvrXC43n1f5jkbROssUlMaZjHrxrHPalt+rq1RjKR223XZbDANMM0MoJMuuY1Kq+/U8tSKqvGkKG1APev9dTCU6pdOqvHWdCkGl67dF3ZOYbFulHYnon6jmcws19oN7cT6qqpQxmf/OqbAdx2J6U5VS9vqp19bqT3OmUip93Xjr6+TH21BokODuDwUzGZWYrie7EL1Pw+pqfcvf1lZVKXxL13AYMhmBaQra21cghLKGzWRaCIW2oaFB9PR829tVvqNRfTe5ZFL1IiORylwh/Uqhy83nIZMzqDYyLH3mPh594l2e+9d9LFoX4ZiQS0ODwLHAM0IkaOPWKy7kWz99mqn7LuDsU0bTsfJ9Hrj/Wt58axF33Hste0yOQeZjrr7sO1x2X5YDTjyZnUakeeXef3DeNz6m+sHfccbsBJ1Jh3xeaVxT0xtkw7EEnzx1G1878yqeXVfP0UedzKHjTOjo5MVHbuesfz3I6b+8hsuPmYuZyVFdLYnF9Mq6uVmVWTyu6peOpWtXV+8RbPX1+sHKb/gNDXrzmpmM4pqmvsauCytWZLEslW65Qdbn+lNmvl+3jteKbatPocblwDDUAy2fV21Rx0Lb70X6Z5lW4grpa1yJK2RxWxSitzPg+88IofJVX993SjaVUhrr+Kr7D/9MRl2vy/U81R48Tz/eFpql+fHWGoxcyrinkgUQG4qrxBCApK1tdcFVot91xXydtAr/rpvXIXGFSUzkee2hf3DF71/DMAUwGUsIZPc1ZiRB+xv/5No/PE3Nkefwzz+fy+T6BM3NXRyy/fmceek9XHXvEv51/m4suvsv/PS+1Rxz8fXcfPlx1JFh1SmzOGqvS/nlr/7Bgb/9b0YYHX3yICUQimOufInvfusSnrWn8pu7r+esA3ciFAKwaX3zaM4790L+dP55bDvqH5wwsx4pbe2yLk5Xp8wq1Xgo3A1dPzZWeW0qbiF/Y2o8mE6lvqM4b8OxrEtxh++RKlsiXJtWt4pTL/8drWuf4+7LDgSyaiqmG0II7JyDa0M4PpHJ9VHyqSbaMjXstONOjGoEpACZ5rn7/knXyO049vO7USeb6EylGD3nCI49NMaiJ19i8SfthMLFYz9BJGKy6PF/8uRSyYLzr+Abh22PnWumvb2Z9q4uanc6hKv+9wy2kau58U+P0RE2CfbUBBguKF5KPZxPlhoMW+ZdDWNIBNFEDfUjG6ir6j9J6WSzNOywEwceNI5Vd9/IN374dz7IGtQa63j+wUfJ1szmq0fOQDptrFqVpnbcSMY11OJlHaTnYkiLyTN2gJZO2tJpPFFUBYRFWK7jleffJedtxYJ9tsPJpbHd7pdQnkcylWTMzNnsPKmOjrffZnXawDI0JxcDBNgEsCyTXM7G3z/gui75fB7T3PJC4Wdn988wguc6eHmJXeJQAelkyVdN44obryf1xW9zw+Xf5s7bJjGrvpquLpMf/uF6jt4uRi65jKZP8kTrIkQjoZ7evxAQq66CzGpakzm8niWO3RAgXIds3sajmkjI67cMU3guXjTKyEgYI50hl9d/cRQgwMZGJBLhtdfe4sUXX8cwDEIhi+bmVu6991Hmz5+BYZR3wtRwwZb3uNrCIYVBGJsPn32ZD5dXcdo5Z3H8ATuwbvV7vLKqlcWvvMuqpMA08mSSHp7Xf8u5B+DlydouFAdlz8MJ1zBh/AjCvM+Hq/OEDaPvwXemhdfVxep0lvCoCYyqkbhlLOcLEGBTIhKJcP/9j/Haa4uJRiMIYSCE4NFHn2HhwneJ6i6P28wRBPdhBUE4HqVl4UN844xrsPf+Fjdcdzk33HgDt//tz5yzfwM3XHgOF/3xJYg2MnJcCDXr0jeCC09CpJr6RAThSYpDv+1UMWuPWdQJh4fufJa2cIy41b0oWFhUxaO8//x/eOGjTrbdfw6jpde9Bj5AgM0ThiHwPJfW1g5yuSxG98Y80zTp6Oikvb1zi5t737LuZouHIBLKseT5F1jYXs0Rp84l7nTS3tZBYvI+XPjdM5lebfP03S/SZNQycpRFe2cnbV1JLFP1UlxX0rLmE4gmqImFMPoNQyV2OsvE/U/kf86cxas3X8EPfv80uUiUkGkStgzWvPgPLvzBDSRnnMgFX5yLsO31HGkdIMDmAdM08LwuurpayeXStLevJp9P9+z03pIQBPfNEIZpYoQsLNMABKZlEcLCNATCc8imsySxeev9tZhWiHDYAtdDYoIhCSXCRKlhxuxtyC9fwdKPmyASJxKJ4MlWXn9qGfGpWzGhsR6c/naDUtq4odH89y9+zqWHjOX353yHs3/+DPl4Nak37ueMk87huche/P6357H7uDi2ExhRBRgeEMIAPFaseIuPPnqD9vaVW9Q8eyHKDu5CmMQScRLxMIZgkJ6awDAtTNPoN50bYP0QSPKZNF0dXSQzNuCRTSXpSCXJ5B1yXoI5++zH7qNT3Hr+D/jt/UtIOQ6dq5/lsp9dy9KuGMecti/1SOYcfwa7RT/iJ5fczL/e6iDfuoL7rvohf3o3zNEnL2DGWIusXSIwS49kazNt3gTO+eX5HDApxW1/e5Y2adD0/hu8kB7J2T/6EcfvFKd5TTM5VwZaBxhWUKeabdnnDJQV3IUQOHY7i159gxcXrUVYYaySTAHkyKUyuJ6HEQqavBbMEA1mktt/+HUaRu3Bgu8/AqzhylOOZUzdEVx5/wdYlmDErgdx+cVnsEt0BWcfdRTjRs1h13kn8n/PtXLa5Vdy4dFTSKeyNM7anx9f/kVi7/yVw2fNoXGrfTjppy+z4wln870z9iSSS/X4y/gwwnFiXcu45NTDGD1iFmNmf51H38sQCalpHcO0yDc1cfkJh1BTtxMz53+B215roS6hubc8QIAAnyqsgZawFVpumqEwdsdCfnjcBTzpTuSSH1/B907fkVQ6TZ/VekIQsgTP3XQ1t68axcmnf4NtIy5C9PekDoVCg77AiEbVVtxoVH3C4TDRaKTPBgQfpmkQi0W7jYC8ni3GPnegbcuu6/acSVp8z/7fy8UG4UqPjAwzc+9D+WZ4JoYVImwJHNvGcavZc9t6nHwOJyfY92v/y/17H8Hf73mWZS2dJJMx9jz4EI47ejvCboasLXFliH2/+j0enDWHWx94k5wrGLfj7hx31H6Mj+fJOrJ/nj0bN1rHPsecTHTHNAi1ZKxh2z2I2xmiO+zN//5vlPZ0HteDjDuCmWNi5BwXYZZ/38XpFpdfWeVV4ruGE3co91vp0lNd7obSqZJ0N3R5DcYvvGZT6DRUjUtxrcFc8Qq3v9oZl/RqgVXzAZf/8Lu4dX/k2wdvTTaTpHfKVSKjNUTdFm676WUm7XYaO+9WRy5n93wfqCVJn3yyjvffX0YqlSkZsNNp5dFQXa0CtWmadHUlcUrMESeTGR566D/Ytg3IHu+QeFx9iqfUpJRUVSWYPn0qtbW13bxeX4lCj4hy4XOh15NHh2vbgOfSJaPscsSZ7H188RYEj0xXko5WGyEE6XSayISd+NpFu2MKQVMTZNNpki05zB7PEoeMMNhq7pH8aO/jEICbz5FMZWjr7C0U/+GXy4Hn5vHEKBb814WcUDDy8vIZ2trTmJP35sIfHowvWXubS/O6JK2dDtGIKHu7tO+XUmjypMP1y9pxFLdcCNHXIEqX66crpb7G/mlKvoeIru+Ir1M222sRXS76aKxh22sYvfn2zdp0dPJtaPP5Xs+VcrnFGutwfZ8Y11XpCtHrk1MKvnukb3YIvTrp2Pb6ukjZ6z5ZLqTsq5Pr6t2z5/Wt39batesnWQa0tLl0uQn2O+siJrffwcVf/Dod1/yarxwyFTuZxu5e5xyKeMSm7sn43LusXLGa9B6N5Nps/PgfiUR4443XueKKK1i6dCmep3fSTKlTZF59dRHHHnsWg70JKISUYJqCnXeezSWXXMKUKVPJF5g8+8ZDOg3fh1+46yvXgbggWf7hYP63hYWV7f70VqKuftaoHpDq/gyWrrIoVd/vsm5N+wBpZ1hN36gmBOTaKutKCqGsYHXtYKHX6E3X8tdP12/MlXDz+co1dl19S2ifC8pwrRKuEL7GlfHbS1WJMmAYQ9M4ldK3/IW+bVGIXiOyYnieMipcs6b39/6Dad26ytKFoXEr1RiUXTCAVVU1OCGTAYTqAQvyWFXbcOFFv6f2nf/i0m9/hff/9yp++rU9aXRscraNFQsR2XoEY+00rc2d2JZBPAbCUgdu5HJprrvulyxevFg/9wPA8zzto8NcF1566SX+8Iffc801PyIet3BdF9tWT9xwWM+itLCXYJp6dsE+13/S69jQ+vB7RfG4/qlX2axKPx7XP1w7l1ONQJfrN7x8vteGVbdHmM0qrjI0K5/rj8p8K2kdrq+TYehr7I/ohFBc3YMc/MMyEomNp7EQimvbKs86bpT+QzCXG5rG4bC+JbTfFi1LcYXodZctdX08rmYJ/JFKYTv2y7+cdP3evpQqPV1U2o79zorrdjtCWmA1Ng6e0TVrQBjqxsOAaaaprp/ExbdfR+ji73Lxpf9Fe/YyLjl9f3YYmyDitPL8Qw/yhmGx87iRRF2XqhqIxiASsXj33eV88slH+nf9KWHx4oUYRgcjR47CcVySyV6f8Eosf32f8IHKdSCu3xM0DH2u58GqVernurryG6DPbWrqtRnVaUSgeoL5vLKS1bX8bWnp9eyvxPI3k1Fp1tXpNQJ/yi8SgREj9KYoMhmls2Xp6+S66iBz3y5Y1/LXttWDSUdjUNc1N6v71tXYMFT9sG0VAyqx/PWtuyux/PU1rsTy17d1bmxU/5ZIlO44CaHqb2Ojavf+FJJlKZ10LX/XrlXX63I9T3FtuzLL37Vr1T37bVHDW0aq/yQ4pLEbJ/K93/yeiSMu4ptXXsTev53KgYfPpXbNEv7x2JtUzz+BI/feBpm2kd29I9d1GTmygcbGBlasqGBM+ylg8uQJJBJxpAzWagcIEGDLQfmbmCQ4OD3TH3YuS07Wc/Llv+Rfd1zGWXuEWPLowzz91mr2Ou5U/nj9ucwZDel8b9C0bYfGxgbOO++/aGzU6BZ/Shg/fiznnvsVamurse3yz5UMECBAgM0dZfXcpetCYgrHfOtUxu06EmG7SAGenSdtxtj9hNOYecBBXNiRV/NF9Q2MqAmzYnmO4u0t2WyO448/nK23nsizz75CJpMtuVrGH/5WVenP1WWzangSi5U+AcrzPOrqqtlrr92YMWPbPi9TAwQIEGBLQFnB3XUcwo1bc87PzkVIwBNYVQkMIRAoD/LqEROoHgHg4to5stkcssQyGCkljuOw6647MnfurAHTbGtTb+dHj1ZzZTpzT+3taj63oUHNe5WaqxNC2Xvm8/YWu/04QIAAfTHQyjxR6caBzRhlz7lLwBAGbmY1C597gX/c/DhvrGrqXWAnDCKhSex7zP4cfsw8ZoypwjJyJRcnep4km80NWqD5vP8CyUBKQ+vlkeN42LbXc6bgQC9igqAeIMCWD9M0icUiGEYVplk65EUiYUwzQSRi9+yXGe4oM7gLImGL5qVPc/E3LuFPz6yhPl5LfEyCsGFhADKbI5X5mBefuptLL5/F9687ny/vvQeWMfBi8cGCq5QQjcYwDIfOzqRym13P01VKiWEILKuaSEQgZVb73MYAAQJsGTBNk5qaOEKkWbToXT75ZBWvv95/CXYmk+XBB59ACMH48aMZO3Y88biH52UZzkG+rOAuTItQvpW/XfUD/t9rcU78zmWcffTOjJs+imrLwgRkMk1LR5IlzzzBn2+6hqv+5+eMvvk2jp2kXNh0IITa7PTssy/x4IP/oL29VYvb2DiGz3/+RPbccwcgmE8PEOCzBMsySSQirFzZyV//+hDPPfcUzz//Kh99tLLk9blcnquv/h0///kfmDNnBvPn78b8+Qczb95ORKMermvjFpswDQOUFdxNy6C9eTEP3bWW3c+4ml/94suMku1k0g6eVIc9iHicqrGj2W6nmczdtoOXDrmT5/7zFodtN4coetsAI5EoL7+8mPPPP5+1a1dXcl+8+OLr3HLL9ey88ySy2SDABwjwWUA8HiOXy/Hww09wzTV/5JVXXunjH6UQBeYCjcDbwHsAOI7Diy++yYsvvsmtt97Dsccu4JxzTmX69Mnk8zb5vD2s5ubLXgopZZZMtoqttx5PPXkyqTyO5+FJDyklnuvi5PPkpUfD1BmMxsB2HLzul65lZ8gQuK7LI488XnFgB1i69F0ee+wJIpEt6+isAAEC9IcQgurqBO+++wHf+MYlnHzy13nhhRdKBHaA7YFZwERgd6C23xXNzU3ceOP/48gjz+TXv74Fx3GJxYZXLCkruHuupLp+e/Y6KMqjf7yRvz/5LiJkIgyBYZiYhoEhBGYoTHLFq1x3wQ0sqhvNLrOnEs3m6W/1NRj8VSxD720HSxwDBNjyYZoG8XiMxx57jhNOOJtbb72rpMFgL6q7/8yjJi8G9glYtuwTvvOdK/jud39ES0s78XgF3iCbCGVZ/nqOjVE7kS//4GyePu5yvrLfYZy//STGjh/LuOgoRkUztLQ3sbpzBR8uaaapM8RRl1zJ8bs3kmnLEK/WcUfzCIcj7Lff5/j9728lk6nAvQsYM2Ys++yzF46T22QWpZuKu7FsRkt911DKOtBpw3PX913lXF/M3dg6DZauaRqEQiFuu+1uLrjgxzQ1tZXx7ZLeF6WFPw+MP/7xr3z88Squu+6HTJ06iUwJx7lNqXEpruXbQ5a6uGeliZR0duQZs/vJ3PR/jfz5pn/xzJrlNL3zDs8nFyENQCSom7gVs/balz0OPoqzvjQbWrJ0eGpJo44JTj6fZfbsuVx55ZXcffedtLa2AGK9N6tW1MCIEaM4+eQvMH369nR05LQ8KWy718tjoLIpBd/oCNTSy0q5UupzfZ18j5pyLV19rl8+hXkoFz43n1flp1PWvpWsbfda0ZYD38MD1J+5XGU2tL5OOnsoCi1/dXXy71dK9T3lWrr6XP9aHY19VKpxoaYbW6dibnG6hiEIhWL85S/38O1vX0pXf0vUAVCcifJu6NFHn+HMM7/Hn/98PePGjSaTyfbLs6+Tr7GOOVyhpvk8Wiv9inUyDBCLFi0ckF4cOIQQhKIxojGLZMcqmpc30Zqy8QQII0HdhLFMGNlIjDRdyTx29xtm/0mityRREIvF6Ohop729DZ3g3tDQSCJRRTar9yK3+H514Qvk/1xJurrcoaQ7VK6P3vqh13j71q3KuUPJsw42VLr+d20sbrHGG0snHxuirIvTFQISiTgvvPACZ599Dq2trajplvXNi3vALsA2qCCfB14E1jH4LLUEOoE8hx56CFdffRXRaIx83u5/ZXc+/cBuWAaxmIlRxgjB18kwwHM80hmvrMWYpTQWS5YMHNyh13zesvoKZJohrJCJ2WMd4OHaDrbj0m3tjuuqBIu5xZkqBddVn2jUIhTSO5k8n3fJ5RxMU7mylUKpCuoXkG0zKHcgqA1USphKuUKo8tLFQDp92txyNC4Fv2fmeb1lrdsTdV3FG+RAr5LYlDr5I8ONrfFw1MnnGkZ/B81oNMKyZR/zta+dzXvvLQVmArNRAXqwDEogRN9Ars4qZtClHwbQDjwJtHPWWf/FRRedj+PYeF7f9PwRh2WBYUK2Pcv7S9Oky+zB+0g0xJk2LYblyPUG+EKdfI2tsWMHvti3/HVdGDmy2OPF7v4MzG9qUub3DQ19PV6EEIRC6hDtgQq0tVXZCIwYofxl9OwHLJqbLRobB7YfANnt3+70edKmUuqea2oqs/xdu1ZZqo4cqccttPwdSJOBuL7lL8CoUZVZ/uZyqqwrsfzt6lJ2qZVY/nZ0qPpRU6M33E8mVb5rayuz/F23TuVX1/LX1zgcVtYY5cIfsq9cqRrfqFH6lr/r1qkGrKOxj6Ymdd+6GvuWv8mkag+VWP62tiqNK7H8bW5WdaPQ8lfNs0suv/zG7sAeAqYDdcD65soEKpAXZiTS/e+DZU4AWwHTgJe5/fa/sGDB7hx55AF0diZ78lxo+Tt6tKCqXrD0n8u58Auv8355t96dD4tdjpnNPXdtx4gOZ727dQotf/14W0H/YeiIRMJ8/PEq3nhjcfcxe/0f6alU5f7TqZSqjIlE6croeZKamip22WUGY8aMJJ/P93x/sJt146OSMt9UOg3H+jEc8zwYEok4Dz30FHfccX/3v3hABnDQ3TDZy18f/IeC6panUhl+85tb2HPPOcTjpadnoPd1rUeEQ7+8DXtNj+FkS0+1SAmplECIHA/8ZjmU0WMfDJ9acBdCIET/rMViUR5//Dm+850r+OCD5QMes1c8v6aD9XGlVE//WbO249e/vozZs2eQzWq8HQsQIMAmQShk0drazvXX/6nghaYLLAbGsv5pmUphAmuBd3r+5ZFHnuGeex7h9NOP67YMHyhdiUeMvU7dlu8fWEMu4/a70h9Fr2syMWij5f9W8oY9tOCuOQs2OIRhEopEiEYjRMIhNR9fkDvTNOnoSHLFFb/inXc+wLYdXNfFcfp/XLf3U+r3g33Wx3Vdl3ze5tVXF/Gzn91IKpXGqmQSNECAABsVlmXxn/+8ysMPP130m4+7P59GO/YtVF6Hot32N930f7S3d2JZg7y8kco5V3pgI3GcQT62xHFlzwH0mzS4S8AMR6mpraM67NK5ehUvPvcvvn/8d7jhjrcR9VH82w6FLFauXMPy5aU9HjYF3nxzCR0dXSWnhgIECLD5wDDUBsc773ywhOmgBBaiDozf0G3ZApajHh598frrS3jllUWYJd/MS6QniFWHqbUyrFvrYDvK4NDzBvgAtOVYLiWhsWFqZGUTTVBhKQghMEyTcCxOXW0NbtP7PHb7Hfzih5dx9G4Hss/+5/KLx9/DTUQJ0/v0cRyHMWNGMmaMxtvGTxnTp29NdXVC+4DtAAECbFwYhsnatc08//xrA1yxFnifDdt7N1G99begxF77fD7Po48+TShUOk3PFdTURqmrz/LsojRIMWjQNSIW2eWdvJ3JUT8xTlzKioO7RikIQuEwIdPA9RzcZI4Pnn+K/7vlfp578w2eX7SaHLDN/sfwP4fvxMxd5rDz+Mm4HVm8UeobHMeloaGWiy76OueeezkrV27ac1SnTZvM+ed/lerqKnK5fMVrlwMECPDpIxIJ8/rri1m7tnmQqxYDk1CWAnrGJ/0hUMF9GbBqwKtee+0t0ukMpmngOH1DsZ2XjJxaz9571PKjP7/NQ6eN4bidQqS6HJyiJZShWIjGjiQ/v+MjVqdifP+QRsJ5b73rfwZC2cFdCJf29pWsXrqa5/55Nzfe/G8+7sxgWxHGbj2Nb19zEQfuP52p47Ziwug6LJnho2Vqh2ohstkcRx55AFtvPYFXXlnUvVqmf1T1T6ivrtZbLSOE4qVSEI+rT/9j9iS1tVXsvvtspkyZSC6XR8rSL3YDBAiwecCyTN577yOSycF2orYC76JcH4uXPOpCAElUr33g71m9uplPPlnNNttMIJcrWrTouuQSNZx85tb8+b6X+ebZrxP//Qz2nR6l1rK6v1etxOlo6uLvN77F1XeuYeSBO3PQzBA5p/L8l2f5Gwrhdi3kJ1+7kN8+8RE11ROZu9feLJg5g32PO4Jdth9BtRAIQ+DZNumONhDgltiZJqUkl7OZOXM6M2dO75476x9VC4/Z01lba5qK6x+z19DQu+27IBcEx+wFCDDcYLF6dTmj/beBKSi3x6H03k1gKTDYSAHa2ztZs6aZadMml/x9NuUyfcFUrjmvk7N+/hZH7L+W006dwM4TItTWhEinPbq60rz08Mfc90wL1ZMmGzBv4QAAIABJREFU84urpjMpDLnspxzchWHgpFtZ+uRHODZkRo/h82edw5n7T8EKe2o4ks+Sydg9u1MH6wRLWf4xe55nImX5rwakBNf1sG2XfH5wL4wgqAcIMDygYoUKgutHCtXb3ovKe+8W0AEsWe+VmUyWZDI18KIM6ZFJhzn2R3Op3S7OLy5+n9uuXchtON3p+B3cKPOP3YVvnj2NI2dEsHPOp7/O3cnbxEfvztV3/5jtb3qQx5av5PKTDuc72REs+MoXOO3QXZiyw9bMmLYVppElncrgeuvP1vqO2YvF4uRyKdLpLgZ/XPRClW8t0WgUKTPBMXsBAmwhkNLTWPjwAWo36RgG20lfGqL78w4qwK8/X67rDtpZ9TyPjGex/xdnMefgabz96hpeeKyVJevyuLEE02c3sOt+DYyNJaiyIJdyCIU1s12Esix/kR4uYaYfdDw/PfQkWta8x/N3Pcpjb77D4w9ex7E35hg9bXeOPnAXZu02j6MPm8f4kQZtZg6kB0JvI5IQgnA4xGOPPcWDD95Fc/M6lHHY4F/iz5uPGjWOz3/+RA44YA5C6Fn+Dvb39XGLbTc3FVfnfivlDvRdQynrjaXTULhbik4611fK35A6qalUk2i03IiXQfW6R7B+a4FiWEAThRuWBkM4HCYWi/Z7b+f/bJiCcNhASLAdSXxUjHlHbMO8Bdv06bJ6rmTFSo+cbRCOGBh4OJTXrS1VP6z+89G9FxQ+JF3XI5PKAoJ49WQWfPNcFrhdLFv8Lgvf+5An//FXfnfDDbg3/oWfTx7NtB335ovfOoM5WzUiPadse1NQu1jffPN1zjvvPDo62ssjFeGll97k1lt/zdy5U7Dt8g7tKOzlq+md8tPz/T+GygV9bl+dKrcZ9c3adEY6xdxyO1alylrHs6SYq+tyWAm3WNehalyuw2Ipro6FdmFZ62q8OenkeZKGhobyvgBQx+dNBSZQfu/dtxlYApR3lkRVVYK6ujps2+2nUygsWPt+C3fcugJ3mxGcdfJ4akOSpO1hFAVkTwrczhzL3kvS1FLFDjtEMJGUMQnSRyffcM1avZ6T7PzG39TkPx0kyiYzjxAGkZpZ7L77LHacdTCnn72GFx64lzseeYZFjzzGQzP3Z/ZXx9Le4uCV+dQ2DAPTdHjggScrDuwAy5cv44EHnmKbbWbQ0VH+iUzKmqB3tY4O/MLN5WB95VqK65e1Lhd6G/+6dfq9Oj/d5ubKrB58E7BKuZ2dyiSqEm4yqVZG6XL9VVWrBl7hNiBXSvVOqBKdfFfJdev0ub5OlWosRGUa+1x/kYMOfJ06OpTOlXB9n6mqKoeamq2wLGuA4/OK4QKLUFMz5fbeLWA1/rmq5aC6uo5QaCzLlzvd7wnVv69ZI4jVCD58vZkbr3mL5UR5cdl8fvr1CURdm2zR80ZYBpaX557fvchtr0W58q/7cMwUk1S+vCeir5PfFgeclilG6eGYRy6TJofaYFA/ZjxHfv07HHf2Obz/0iLWhUfgpnKYWkPBDbckUUqvJ++VYCj5qJQ7FK9wP92NNWSHvj3/De0BVC5/Y6dbKbe416rDL87zxtTYT78SbmGPcqhc23bYYYftqKuro7l58BUsvfgE+AjYFtbrrShQD4SFZVzbi222mUxjYwOZTKbPPRqGyreBh0kNc3cN8cA1z5Oz4dpvTaDacEjlZO+8i+viNtTzxVMmc+fz73D/v1s4cvsxGHZ/L5r1QQiwBrIt9YfsTU2qV9jYWGz5Wwy3+2MDgl0OnUV7k01rm0PtKEEsWu6QTBKNmhx66F785S+3067bVejGhAkTOPzwfaivzxEr89hDIVQPoalJLb+s7X9u7qDcXE5xIxFVXjrcfL63V6VrJet5yu4TlKWrruVvS4tKv6FB3/K3rU31nhsaIFq2xqrit7Wp3lxtbWWWv62tyvmztlZ/H0Rzs9oD0dCgx83lFDcU0rd1dl1lJ21Zqn7oWv42N6s/dTQGdV1rq7pvXY39UVkqpco5kdDTqbNT9fZravSsuws1jseVrbMQNvPnb8P06VtrBHcPtXJmPMrad7C5tBDqRezyMr9b4ZBD5jF6tCSTkTiOigGg6keiDjrrQRLh1Evn8pUnF/HfP3uGi+3duPbKqUyJuCRT6r2klNDcJhk/dyRzaz5gzZJ2rK3GMqpj/ZNK/qgsk1HWzLEYA/tlFc/lWlb5lREk0smSs9UXWaYOFzwvx5w5s/nxj6/innv+SmdnB0IIbNtmyZL3SaX6zpfU1FSzww5Te/Ld0DCKE088je23n4bn5co+GKHw8AYh9A5UEKLXpL8SbuEpKpVyQU8nn+v3NvQ07v0OnxsK6fm5+1yzu37oBA1fp1IHOZTL9ctaJ9ANRePCXp2uToV8XZ0KR4O63A2lk6kZA4o1VnXLIxaLcswxB/Of/7xc3hcBsAb4EJjBwMHdYDCbgYEwduwoDjpoPuD01Af/fYFf1pYJEpdMPMF3Lp1H68dP8IPfvMTyTJ6bfjSNXUZZZLIutm8YVh1mtGWwLuchTQhZ659QKtSpJ93BCrvwd/4QqVLvbR2u6/5/9s48TK6qzP+fc++ttbt6TdLZCGEJgYR9C7vsgiACogwoKgw6uIKMv3HUEXBkHEcBF9zGBYdNNkVAlJ0BEZRNErawDAQSErL2Ul3r3c7vj9MnVd1d3V2nuknS4X6fp56kq+73nnPPe973nvV7JK7rctRRR3PKKYfieX3EYjFWr17HWWddyPPPvzzo+l133Ykbb7xy45yAbbfT3+9QKpUGHRJSbz6r/zbBlsI1KevNZePxpluL/05zJ7p+bKry2pz1o3pSdCLsFASSE044gh/84NesWGEyYfIcSpYgzfDgLVAbll4FzEQNTzvteGbPnonnBTXrh6x6Dr/g46U7+NcrD8Vrf4JLfvYUJz7Vw7d/tDsfWpQmbgtSaZs37lvNn9fmmXZskgxqM+hYxVarrLZYnVspoVgs0tZmMXVqB/F4HM/za3Y14nGHqVM7BlTjQtavDygWSyTHOk4xQoQIkwqu67Ljjtty3nln8rWvXWbA7EGNpS+q8ZsF9ANPGeVlm21mcvbZHyIWs/E8b+w5BQGB9PBbWvnX7x5IV9Pf+dfLX+Pjx63h5x+awSn7dZBfkeXGX7zCctnE2adMo80NyRnlqoItNrhrBEGI66rzDT2vtlRAGCoZAR3cI4HHCBG2Tkgp8f2As846lVtvvYenn35uhCsTqMM79A5QBv51UWPrQ+NIHzBt4ANs1JVZPWJezjnnw+yxx4IxtG5Unj1CgoEkvZKHiKU579ID2WW/dr5+0Ss8cvXLPHq1BQRgt3PmN/bhs8c2USo1Hsy2+OAeIUKECNUol11mz57OF794Duee+681TlGLA4cBcxm8BFJSW44gAKYCR1BZuiJQL4LHUPoyg7Hffrvzj//4Icrlcs0G50ZIsB2b9kyclCM2Jh16AX2WxcEfXsANu83i78/3smK9S1+fTde2Uzjh/a1kgoByA0OkGlFwjxAhwqRDLlfggx88jueff5Vvf/snQ35tBransiGpOmCPtN7drrqOgWuaUAJkrw7izJzZxWWXfY0ZM6YNW9wxGJJyTjJjvx34w+K5JFtiuLmqZY1hSD4r6Nihnfcv6MD3Q1avtgh8ScL1cccZnaPjhyJEiDDpEIYhUgq+/OXzOOOMk4b8WgDWUgnYVtVnaBBn4Du7xnUBSse9EthbWzNcfvnXOPjgfSkUSowFKcFOOHTNTNKcEDUmlCVuySeb9cjnAwoFj/6cjy9rZNMQUcs9QoQIkxKu65JOJ/nOd75CLpfnD394YOCXEvAAMIfBY+6gWvLbA3oziYfSkMkyOJqKge8qR+s1Nzdx6aX/zAc/eDyFQnH04ZgqyFDi1jG+0uhKtZEQBfcIESJMWhSLJaZO7eAXv/g2F1/8PX7+8xsGgm4WtWa9FtpQk616DP7/GG3iFGD27OlcfvnXOPnk91Iuu5PiWM5oWCZChAiTGqVSmba2Fi677Gt8+9tfprOzbQxGyOAhmNED9cEH78NNN/2I0057H67rEpgoxm1GRME9QoQIkx6lUgnLElxwwdncfvsv+NCHTiQ54kaXZah17x7wFupovuGYPXsW3/rWv3DTTVeyaNEe5HJ5gmDLb7FrjDgsM5FjPxMJKUMcJ8nUqXOQMmD16jcGdZEmKt9b6vNPJIY+43ifeTKWWaM7Jt9NGM+u3PHy6ofAdX2CIGTRoj35yU924Ygj/szvf/9bnnrqKXp6qiUpVwF3AxnUcMxghclddtmRRYsO5ROfOJ0DD9yRMPTJ5QwlYhvERJavePnlZ0e9nZawjMfNNKS1GFYYKl0I2zbLuO+rTzyuuPF4nFWrVnPuuZ9m3Tqfrq5tkBLefPMlFi6cxTXX/ArbtgiCkCBQ+Y7FzPUsgkDlW+sz1AvN9byKFoYJNwwVF9Qzm3ClVIJWQqh0TewEFRuP104jnTI2Ur49T3EbsZPvj8/GnlfROzGBtlMjNm7UTprrDggVjsfG4/VjUxuPx06aq3WLTLhgYdspisU8zz//PM888yyLFy/m6aefqik6ttNO81m0aBG7774re++9B3PnqqAupQtII60mz1N5TSQG69KPxdU2ltLcTjDcjx13FGXL6hu7buMSpdqJTaDFjjRXCdALkskmbDtPGAZIKUkkUgjhEIYOnhdunHHWlaOR4TEdAEznTPQzh2HFEU25YMYd2qryTE8Uq7qHDtSmXG2nRiRdx2snnedG6uamtLF+Vv1/E3/SXJ22Dh6NPPN46sd4bdyInRr3xRAp8ziOzaJFi1i0aBGe5/LNb/4H11573aBrM5lm/t//u5BjjjkGIQSu61EoFNAnK5mU9VA/rpc7NIibxtvqe+iY6UybVvtC/Rbq7laF29Gh3iYminA9PVAqVeRgTQyUy6kDHNrbleSnED7Tpk3hyCMXcfXV9wOSIAhJp9OceOJhzJ4d26in3N+vpEYzGTMpWctSkpkbNihuJlN/fi1Ltcq6u9Ubu22sOZ0hXNdVXMtSkq71QttJN0Y6OupXZ9QVt6enIvlrYmNQhzAUCirPiYRZWff1KTu3tio5WBNuoaDybSolq23c06NkUdvazLjaxrGYKq96US2hbduqXtersDjUF03kgjV6e5Uvauluk7Lu6VFl1tamfNGEq31Rc03KOp9X+W7Ej0slVV6OE5BO57Fti5aWDJ2dw8fhHcdmm20yTJ9ukc1mcRz1vLGYslO9LWitGtrTo/I6ZYr5qWjd3eoe47GTjrfOSHMO1XKwQijHHV3PfThfS3bG4+Y64YXCUG5IU1OSf/iH9/G3vy1j5cpuhIB587bjYx87Gdv2SCQqhgVlHJOXSrWkq+NgJDxW3bKyLHNu9ceUWy3bm0iY67lrudBG7JQbUDWKx83LWp+gZGonPVQAFTuZDsuAqp+mGvS6JdaIjXW62p9M9dwtS5WRiY1BXaeHU0xtXC2DbWpjIYb7oulwEFRsbFK39LXaxpYlcRwfIYbfREqJZfnEYsHAtZX7JBL1D1UOlZM25Vb7omm8rZb81TbeIiV/R+K6rk97exudna0sX74Ox7Foa2shnU4RhnJYOqbp1uKa5rXW/zc11/SZG+UOvc94y7qRyc3xcIfmox7eZLTT5qwfm8PGtew01j1GumaylHUt7qRbChkEAUEQVo1fykmz7jRChAgRNhUmXXCPECFChPHCceIkEmlGFhKb/IjkByJEiPCugdoT4zBnzm4kEmnWrl1BGPY0NBS5pSNquUeIEGGrhwregjAMsawMqVQGISxaWqYSj6cJw61vaDcK7hEiRNjqoVbE2HR1TSGVShIEap+M67p0dnYwbVrnVjd3FwX3CBEivCtQLBY55ZT3smjRXpRKZcIwxLZtTjrpKBYunEe5PPREp8mNKLhHiBDhXQHXdVmwYB777LMrUko8z6ezs51jjjkMy7IJw61r4D0K7hEiRHhXQMlkeNi2hRhYS21ZAtu2J4U+uymi4B4hQoR3FapPUJKSrTKwQxTcI0SIEGGrhNNdW6d+I4JAvd36+szkPqGibNbfX9GKqRdaGrW/f7A+RW/vYOVCLdRTKlW0O7R6XbForjbo+4OFh0xQnb4pNwx1K8Kcq3mgysfUTlplMJs152o7ZbMVrRhTbqFgrlY4Xhvr9DdsMONqf/D9xuyk79HTY1bWOk0pG7extlMjNgalI1Qa+0zoQdAxIJ83V0rVeS6VKsJ49SIIKvo02k5as6VUqug4gYoxGzZU8qd9SccWE3VGpV6r/m/K1TaGxuKtLi8db51sdnSCTkALRJlAF6Cp01dzSyXlwKCCey43WNAsDFWF9bzBwkxCqEppWhk113UrldoElqXyYlqRNVcH2Ua4MD47bQk2NuWOx8bjsZPvN24nKRsr681t42LRXE9nc9kYhvuiDu7VDQkpVd3NZgfXBW3j/v7G0oXxcSfCF53p00e+WEr19gkCJV9pKpivZUY7OhpTG8zllOSmVpPTEphaTU9K9f+uLmhqqrS6c7mK5G8mYy7529OjZGSbm+vPr34h9PSo/La2mnE9T5WXEDCSDPNI3DCstEBN5GA1V/eGtMyoiZ2yWdVKMLWxZSluLleR7TVRGywUVOsmkzGT/NWBprdXSf62tppxXVdxtRxsvdDKjhs2KKXAtjYzxcAgUOmGYWOSv3196rlN/diyVLpa8tdU2VFLd7e2mkn+Vtu4ubkxyd+hvqgVV1OpSvwQQtXdGTMqPUnd804kFNdEtlf3yqRUZW2qCqnj7dSp5oebDI23Tio1emI64CST5pK/+s2VSFQKtF7oN3U8XuFqydHq7oplqd9TqUpw1y3uWEx9b1IpdLfbcRS3XlR383SeTLjVUqGm3GrJ32TSXPK3v1+VXTJp/hLWrQTtNKaa7FCxsUlw191XbWOTeqmvtW0zbrWsaiM2ru5ZJpPmkr/ZrCojExuDuq7aF01fwpobj5vpuVfL9lb7cb3coTY2qVtDbazvqcu9Gjo+aftW+2IyaRagqw8kSaXMg3tfn7J1I5K/uiepn2eLlfytJfc50j1GumY8UqGNPOvQ8tpc3E0lMzr0PuMt6/HWD1Pu0HzUw5uMdtqc9WNz2Hg0O40VP2pdPxnKuhZ3Uq2WkRJs28a2bfRyJsuysExnHiJEiBBhK8ekioqxmE1vb5aenj5s2wYEfX1ZXNfduCkhQoQIESJMouBuWRaeF3DrrXfz0kuvkUwmcBybV15Zxg033EEsFqkXR4gQIYLGpAnujuOwdu0G/vd//wqAEGrbcH9/nj/+8X/x/QDLilrvESJEiACTKLirmWiffD6HlAFCWFiWjeuW8DwPz/OioZkIESJEGMCkGsuwLAspQ7q73yQed5BSUiisRogZqOOyIkSIECECTLLgDiCERRC4rFy5dNB3ESJEiBChgigqRogQ4V2FocO3W+twbhTcI0SI8K6AlHLjqrpq2V8hxFYZ4J2R9v8MfVYh6tdY0Nfre5hyq9PXXP0Z6Vr9u5TDufWienu5Kbf6efW9NhV36N8mWhiNcofeY3OV9aasl9V51n+b5Lk6ner6aso1zfd4uFuSnerFSHl2nBirVq3hpZdeR0qIxRx6e7M88cRiDjlk4UbeUBub2GmoNMqm8sXqdDXX6ekZmSBlRWslm61oLtQLLffZiFSoluXM5cD3LZqbk5TLKaQcbuUwtCmX04RhSLlcplgMNwpEmUq66jxr4SETVEv+NsKVsiIeZALNE8Jc0lXKipSsFgEzQbU0s6nqn7ZxoVCRPK4X1XYyld7V0qjlcmOyztovTO2kn1GLgJnYSUvJajuZ2nioHGy90OUEyhdNVTSrZZ2rpbrrQbWNTf1Ya7xoMT+A1tY01177Gx555G9MmTIHy7IolUrceOOdHHbYwcyduy3lcnmjH2s7mTTqw3Cw/LYJd7zxVttYx9tRgztU3mSNyJtqbi5nrsMhhHqzOk6K/v4ir7/+JkuXvkRPT9+wa9et6+G++55k5swZTJ/eRTyewPPyFIuhcbDSb73xSMlqHWhT6Dd1I1yddt/w4qmb24hE6URwi0Xzl8pEcBuRdZ4IG2uBKFOMx8bVMrSN+KIQSiTOVNpZcwuFxrmNyAWDemZtYyEEvi9ZunQ52Ww/06c7hGFIMpngrbdW8eKLK+ns3IF8vryR6/sqQDeSLjTGHU+8HSo17HR0jJyIfoNIqaQvTSUotUB/JmOmYuc4NmGY5O23e3jwwXt57LG/8dRTT/PKK6/WvP6ll17iIx85k1122Zl9992bQw45hP33P5COjjS2Xcb365OT0w6fy1VUDuuFdvj+fvWsTU3m3FxO/b+tzYwrZcXhTaVkpdS9I3Mbg3Lacrmx+lEoKMdNp82lZMtlVb+0IqgJ1/PUMycSyk4mXG1jxzGXhNZB3baVhK2pYqA+y8DExhr5vHrulpbx+bGpMmyppOzc1GSmRllt42TSXC7Y85Sd4nGVtmVBU1NIOm3h+3l8v0wslqRQyOL7BdraLDo7VVrVNtZcEzvpF2h7u/nQW3+/ar034k+5XMXGsRg4IwUSndF8XiXW0mJuWP3WbGqqzzhCCNLpJIVCiVtvvYcf//hqnnnmaTxvcH/OcVppalqIlCH5/LMEQYEwDHnhhRd54YUXufnm37Lvvou44IKPc8IJB+A4CQqFsV/9Wt40m1UV0TTIlkqV4G7KdV1V1pZlztUVCiqGNamM5bKycSZjLvnr++q5m5sbk1cuFhWvrc1MSlZrwSeTimsarLTjm3C13n8uV9FkrxdCVGR7LcvMeTVXH5ZhYmNQ17luJUCbSv56nqoj6bTZ+QhCqNarfgm3tJjZqdrG7e3mctLVNlbBHVIpCyldli9/HsdJkM/30dKSJJMRtLWpcnVdxbVtZSdTyd98vtIgNn2B6yFK03irRxtct+KLzkgFphPT0GNJJsapltAci2tZFslkkieeeJbvf//X3HrrXcOCurqvTSaziKam+UgZYllxensfASo3LxZLPPLIwzz55N8488yTOP/8c9h1153I5QqDZslrYWie60V1eY2HC+Pn1msnzdXXmtoYhnNN8j60rE2ChkndmigubF47NcKFwdKx47Hx5raTSXnX8sXq9IvFfkCPJaYG1d+hZT10Qnu0PE8kd7y+uEUshXQch1Qqyc0338mHP/w5brrpDzUDO4BlxbHtDGEYIGWA43SOeN9SqcxVV93Chz70Ge6662HS6dSAmmSECBEibN3Y7ME9FnMQAr773f/mU5/6CitWrNr4m2XFh32ESAz8KtGtdctK1rguvvE+r7yyjI9+9AKuuupmHMeOAnyECBG2etQtPyAsQTxuIaTE90P0HKVlWcRTNgkHpB9SLIV4QX19CcexcRyHb37zSi699MpKWiJBJrMX8fgMYHBfTAgb284gpT9wj1Y6Ot5L9bAMAzoz5fIKcrlnkdKjtzfL5z9/MaVSic985mMUi0XC0HDZQIQIESJMEowZ3KUEJ2Zhi4A3lvWwwUsxb26a1kSILwXCK/DYzW/zwJIiHXtN4bRjpjKj2aZcHn2ATAhBMpng5z+/ge9852eDfkun59HcvNfAX8PvI2WIDuZCxIjHu2qlQDw+E8/rplRaBoDrenz961cwa9YMTjnl2LrG4CNEiBBhMmL04C7BSdl4K9by7W8s5hd/7KWv7LDDEXP46Xf25sBt1nPhx//Gz2/PEiIBh+/uMZv/+OFefPSgNKJGYNZIp1Pce+8jXHTRFbiuN+RXCzaqPFb/GyJlMCyTSgLYHuDJjdcLYQ3bRJDN5rjwwm8ya1YXe++9K8Wi4WL2CBEiRJgEGD242zYpUeQ3P1zCf/22mx32mM3h2/ks/ssyzrsowXk7Zrnldp/jTl/IHjsm6H59Pbfc9AbnnQPb/+/B7BQT5BneMk4mE6xatYavf/1y1q8fvhOkWHwVx2kjHp8y0EpXWhCW5eA47cOulzLE87oHgrxABXZBubyKcnnVsOuXL1/FRRddwU03/Yh4PIbvD31hRIgQIcLkxqjBPZYQdL+8njvvW8Oepy/iusvms3C2z9IHl/PFf32ab/zB4v1fOYirvrUNcUIg4B8OfJyTv/gGP7h6Ld//VBdCDA6cQggsy+b662/n6aefr5luGBbp6/szlpWu/pZMZj9isc6NAV/DsmKUSm9SKLxApdUvCcORty4+8MBj/O53d3PuuafT19fA9soIESJE2IIxymoZge2E9KzrZ1VfiiM/1MXOsyGft9jlyDn801GdZH2LfU5qw/LK9PWWyRYtDv/odhzeFeeVRzawwRbD3h6xWIxXXnmNn/702jEzF4aFjR/LSpJIbAM1D+UQpFLbI4QYuD4/amBX9w750Y+uYdmyFSSTiVGvjRAhQoTJhjGXQoZhSIhD0pa4YUjohwRIWnbIsG1zmo5WiT+wWB8vwGtJMDcdI+FLhq5UFwLi8RhXX/07Vqx42yCbgqam3XGc1hpj7iClTyw2hXR6V4N7wpIlL3LHHfdj2xZbo+RnhAjvNmhtlmp3Hvr3yFwxIvedDg/vxP1HkfyVyNCms6uNbTpzLH6+THiShWUHlAsw/5h5/OZPPjOn2fieRFgg4ja8keWvBRdnbpJ2CR4VMS7HcXj77TXcdddDRplMJKaTSu1QM7BXEJJOz6dY/D98v35Fp1tvvZszzng/LS3NBIG3sZB1nutFdQUYDxciyd960hzKnWySv6Z2alQuGNR1E/HMm9tOoyGRSBCLxQd2rasg3dysJAeam/X9mkmlksO4tm3R3JzGsppobq5s4U8k1L8VCQFJqVTC9/2ajcFafjzWM0up0k8mLNxSQGUV4Pjt5ORyozCK0D49w07bJrj+hy9wx3vbOH47h4Iriadb2HVPQTnvky2r2tPcEvLwrSt5clWZk3frIFOSrENpjyjtkiQPPfQMr732Zn05Vtkmnd4Vy0oh5ch6o1KG2HYLTU270tdrTqpdAAAgAElEQVT3F6gxkVsLf/vbYpYufYvdd1+wUQlSq8mNWjZDoMWKoCICZsrV28RNudXblAsFlXeTAK0lTovFivxvvdAyo8ViRa603nxXS++aqBVqTrUImKmYlc67KVfbWAt51QutDwMqvULBTHckCCp2NuFqaLldUxtXP7MuN1N9KW0v07LWNtZaLyNxE4kEr7++gueee4FyuTyIE49XBN6am9O89NLrw/hSSu6771Fef/0tXNfF95XAWyymtHQALEswZUone+21F8lkEtd1hwV4badqPx7LTpYjcNf28ugDOaYf2sXMjAOepFisxIR6y6vaxmEIzpo1ozECUsk0p5+zF8nHsix/0efttEPZAxjcinYSFqueW8N/X72Orm1ncdLuLfT1q4lPLY1aLAoeffQFisX6dVYTiW1IJuci5dDlkkMhgYBUageKxVdx3dV13d91Xe699ymmTVuA66qJWC0Q1YhEqRbwGbVcR+EGgTkXKtrPGzaYOT1U3vrd3Y1ze3oa5+Zy5hKnurzGw9WKhY1wXbdxG/s+rF9v3kPSH1MuTIyN+/rMZWw1N5s1lyrW5VUojPwiTaWSLFmymIsuupiXX15a+6Ix0N3dxyWXfG/M6yzL4cwzz+T8888nmUyOuMouHrdwYmLjC2m0IZdEk8XyJas5//yXOPHKI/iXE9sQMhiXH/f2DuxPah++srAKkv6czfyjd+A/TgHfC/GQZGI28YTAsQQCie+GuH5IfmYzn/veQVzYmmbWDCjkVe6amyGZtPG8ft5+u/5WuxAOzc27I4RTR3AHKQMsK0VT06543tphq2pGwrJlL9PRUVGxLBRUlyw5vAc3Sl7Vm7ZQUG/8dHpsTjXX9xVXCKUIZwIpKy+iwd3I+ri6NZfJmEv+FouVbqyJUqFu7ZfLSsGuETnYYlHZKGEwH65bdYWCatU1Iuucz1fkYE2gW3N6yMDUTtWKgSbDI1A5LMPUxkJUeoNNTWZKhVA5FyGdVtx6UW3jRKK2rLNt27hunuuu+3XDgd0EYehz3XXXcNhh+3DqqSeSyw1u/aletGTd2hLFQki6eeyxdB+LguuSwKGlRWA74NOYnfJ5ZWPti2NK/haLEi8IiCUFLVMsUnHIre7n/xYXWNXvEzoJurZtYrcFTcya1cR285sIwxDPDfHciuO3tdmsXt3N+vX1N3dSqR1IJGbAsKnZkSFlQDI5l3h8FuXyiro4q1a9RXt7pSuntb5NJF11a18Hd1OursiNSv7qFqiWCq1HQU9zPa8i+ZtMmqnvBYHKeyajHDioc8uAbasWaKlUkfytl2tZlVOjTCV/LUs5gQ7u7e31c21b8QoF5XiNSP7qrnprq6on9dpJl3Ojkr+epz6mNrZtFTB0cM9k6reTbu0XixW5YBM7Vdu4o2N4usmkzVtv9bF8+bL6bjpBWL36DdraQuJxMUjCREmxlLj+35/kB7d309IZxxYStxQykiKLiht51pKhPQO2U2ngJRJmdnJdZePmZlXedWrLCJJNNqU313HFlf/Hg3/dwNIlBVZ7PpIEU7ZJs89eXZx41nZ89JQ2kq5kqGyLZQmKxTLZbH0DlaoFvhAhbMJw7FZ7BeHGFr/rrhpjElahvz+H7+sNUI3JEYxHxWCiFRA2V14akSedCK4JthY7bap0x2On8aCedIMgoKOjjfnzd2DJkpc2TcaAHXeci2VZw6RLpJS4bpwDDpzOfU/28PDzvUCauXs3MTshampZCRuC3oD82qED3eO309jaMkKQSsErd7/M+Z99lj+vLJHobGWb7TMcOj1Bts+jr7fEvXcs5Z473uTxS/bh8n/ehkysov8y8BgEQYDn1Reo0+l5xGLTDAO7frCQRGImyeT2FIu1T2+qRhAElMseiUTdOmoRIkTYzPC8gKamNJ///Cd49dVlPP/8KyNKhYNalWJZ1rBrLEtg2/aoXICWlgxnnPF+jj32UAqFco3gK3GLgh3eO5+fL+jksn97hF883Mq/X7U/x890KJWHR+tEs2DFn1/hwx94A9egx1wPxoxmsZRN9+LX+ew5T/NEoYmzL92bz54xg4Uzk4ShRAiLsuvy3J+Xc/l/vMh1lzxB0JXkqk9OxaranSqlxHEcEomxB95su4l0egGNtqKV2FiMpqZdKZeXE4ajT+A6jkMyGScMIxmCCBEmE4rFEvvuuzs33fQj/vKXp+jvz2PbFp6nhoT0ckbHsXBdj6uuunlYK18Ii4985GQOOWS/gaWOius4aihJCImUsN12szn00P1xHPUiqDWeLoSkWAzp2KmNo/Zp41cPuSTaEnR2xijVEFNMpSz6mm2K+JR9WXuPZoMYPbgLiyarzK23LOOJbpvP/OxQfvBP06DoUvR04A1x7BiHvH9nDtq9hVNPfoQbLlnKOe/tYIEjyAl1nZQh6XSK9vbWMTPV1LQrjtNW15DKSJDSIx7vIpWaRz5fW+ZAo7OzDcuyCALD49kjRIiw2VEul5k1awYf//gHUWKBainh22+rwD5tGkCav//9Sb7xjR8M46ueu8vZZ5+GZcVwXZ+VK9VY/7RpeuJb4Ps+pVJ5YAh3lAyFIb05wf6n7sKv5wTslhTkCwFBjYF3X0ra5szg8u81M3vXNEEhbLhJOxSjzrnbcYvCW308/Ph6ppy8O//20U6CfJmcGxKGcuMnCEL6+srIbWfy7S/vyJT+NVx/Xx9WTGx8Efl+SEdHK7Nnzxg1Q7FYJ6nUvIG/xvuYkqamXbHt0ZeubL/9nHGmEyFChM0Jz/Po78+TzfbT358jm82Ry+Xo78+RyxUoFnv48Y+vpbu79nrM3/3uLu6//y/4fnkQN5vVn34KhSJhnTOcfkEyZfcuPvLZWcxJUTOwAwSuJNHVxoc+vy17z3EIynITBXcbutfnWP5GwLFHTqUlAW4gR1B3gUIxZKf9prDDlDhLF/dRcKyN1wZBQFNTMzvttN2I6QlhkU7vgm23bDyMYzxQx/C1kU4vHPW6vfdeOHB9pO0eIcLWhng8xgsvvMptt9074jWu6/HLX96E7/tYputMh8CyLeJxizAIyBd8/FHCihAgkfhhSDjB8WdU4TDLCinnS/T7zWy/bQzLDkdvTPsh/vQUu8VswpVlstbgBILAY999d6OlpfYC4VhsKqnUvAkJ7NVQk7O1F/RnMs3sv/+eE5pehAgRthw4Toxrr72V7u7Rd2Ddf/+jPPHEkpoSBfVCCEkxX6a718VK2qRjYtSYKQQEZZ+33yzSV1IyLhOF0W8lwPcCPGmRarJJCZtEYoxPU4w04OcDpStTdbtiscz+++/JggU71UysqWl3LCtBrdOXGoWU/kDrfQG1ZiuOPPJAttlmZqTpHiHCVoh0OsVzz73EbbfdN+a1PT19/OY3d2zUpzGHRarJ5/5fPs1HPvEQX//ZSpb322Sa7BHnSRNNFuueXcYH9nyInz9WIJaxJ+xg6zFXywhhYeGz7rVenpvl4+XCEUOvsCziTo7lRYmIWcMyGQQBra0ZPvjB4/nb354Z9FsyuS3J5LZ17yo1QRj6pFLzKBRexfPWVvIrBKeddjxtbRlyucI7rvwWIUKETQfLUiex/f7397B8+cq6OLfddi9nnfVhZs7cDc8z1B8BsCF4u8hrL67mBxf08affz+PyH+7CCbumKJcCXG9IM15AGAT05z21SGVTrZYRAmQgKdPH9897jJ8lLcaKvUKElEouOy+snVHX9fjwh0/g+utvY/HiFwG19DGT2WtAZuCdWLESYlkpmpt3p6fnQXTP4MgjD+K44w6nVCojpYyCe4QIWxHi8RjLlq3gN7+5o27OmjXrufXWuzjvvF2wbYtGRhG8wGLGtDkcf7LFLT9/kZOOXcO3LtuDc0+ZSWc6JJcPkVWxRgiBg4U9gUMyAM5IAU0ICDxJU1c7p56yE922GvivB7GExU77t5Moq1Z+tRRmEPhss810vvCFT/CpT30V3/eJxTqJxaa9I632CkISiW2IxTrwvPWkUgm++MWz6exspb8/P0iYScMk2G9J3Hr54+GOdC+TtMfD3VLKejzczWknk+uHchvJdyPpDuWapGtZAsuyuPvuB3j1VTN5ghtvvJ3jj/8Q8+bNRgjX+HlDP8SOtXLBz/blvA+8xhfPX8xXz3qYB07bhYu/uYCDd45T6lcTrUOfc+i96kUtrlMsjnSxROYhs91MvvrDbZg2xUzPInADlq8IKKI0D6Ciiez7LscddyxHH303d9/9IEFQJgzL2HZTHQFeDqx/rz4Ie+ydpUJYSJkjDFVmTj31RA466CDWry9u1G/Qan9ay2Oksql9/8pzKk0eM66WYdVCXiZczQOl1VKvpKvmainZcnmwfHA9CIKKyBPUr4WhFTC14JqWKa0H1WWt7WQqQ9sIV2sANWon/XxSKjuZSP6GYcU2JjbW0Gmb2ljbCVS5mdpJyzprbiNywab1Q+XZpru7m5tv/l19pCqsWrWaO+/8I1/60ucol92NflJPnuWA2FcQhPR2Cw48ej433dLCTy9ZzHd+u4STn+nh/Mv35NzD28kQUhoQz5OA5w7YBvWdiYS2ZSludf0eVfJXvQ0C+soBffWffzH4HlQkfysZ9Uil0nzuc//Myy+/ybJlr9HX9xip1I4IYTH6khyLWKwTIWIAhKGL7789BkcgpU+h8BJBkGW33fbgk5/8PGvXWpTLg4eBqmVGTSR/q9+cppK/1dxGJX/1Pdavp+7KOJTb3a3+bUSKthHJX83t7zeT7dX51ZK//QZH4Fa3kkol9WmkrBqR/NV834d16+q3k76uURtXP/OGDY3VDyHMJX+r0+3vN9fs1/+a+iJAS0uK++67lZdfftmMOIA777yD0047lSlTpuK6I58jUQ0hoKkMfgCEsGG15P/e9hDNXZx96RHsutfLfPu7L3LxyffxwKd244v/uCMHbJeku1dJIxb6wHcBqewEjdVNHW+d0WRLq1tzyaS5zKh++yQSFb3xCkrsvfd8vv3tr/PZz17I+vWvUCy+MuY9LStFR8fxxONdQEgQ9LJhw51152n27BlcdtklzJ+/Dfl8HmdIo9/3Vb5jMTOJUlDlpFtkJjK0mqsPJzCRGoZKaw6UwqJpl71UatzGWokumaxl45GhWxiep8rZpFcIFTtprgm0wqLjNG5jy2rMTlr5M5Ews5P2RSkbs7H2xVTK/DSlclmVdzzOMH8ZC56n7JxImHOrfdFEEjoej5HNbuCOO+5oeO/K66+/zv3338NnPnMu/f0e9W6oTKXAEoCAZBqagHLoY2ViHPFPu7Hw8A5+8N2/86ufP8Xzf+3mmxfvxUFtDnHAiYM14EMTEW+dKVNqX6i7gqsHzrxobzfTchZCtU7yeSVvWkuP2bJKnHrqoRQKX+WCC75BX9/YTbDhx1uJgSGXsftsM2ZM48c//neOOmp3crn8MC1v3RJcs0bld3St+6H5qrQE43EYqVxH4uqWoGWZc8MQVq1Sf7e31x8odQtu7VpVMdrazJwIVAvDdRU3lTLrOm/YoNJtalJ1xKS7399f0Qk3kfzVLcG1a9WzTpli1vXVGvSxmLmdggBWrlSO19FRv1635q5dqwKeiY011q1Tz21qY8tSXM9TMrTNzWZ26utT5dXcbCb5O9TGHR31yyNnMgluuOE+/v73Z8YmjAApJXfe+QfOOecEZs1qp1weu/UuBMSbwBZqdrKtE6ZaUA5AaT4K5h08iyv3bOW4a1/g3y95jS98rIdDD0+SwybTBk4MPGEeby1LxY9CoRJvJ3h+1gxhGFIqFfnoRz/AVVd9h7lzZ9fBqtVkGbsZs2DBPK699nu8732HUzA9fmcrRrQpd+vHu8nGjuPQ25vl+utvxffNFWWr8fTTS3jooUdxHMdgUlXiWpJQBARiaGSSlPM+YayZ0z63L7fffjCn7ip56E/LWYVLsEmFwzYBgiCkWCxz8snHMmvWdC688FIee+zpURhyoPWu30tjl8axxx7GFVd8jV122ZFcrhDJDGxyCGLxwUu91NCExLEltbq8tmPhOFqbSOJ7En+kEw8iRBiA48R4+OHHuffeRybkfr/85U2ceOJRJBLxOjY6StyCzb4f2YWO422mByG+BSCwHIFtqWglZUAuJ5i5aC6/+G07R/36DZ5dY3PodknC0sQJh2324A6qBZ/L5dlnn1258cYrueqqW/jZz37D6tXDZ6yCoITrriEWmwqElErLRxyS2W67OXzuc2dx5pknM2VKO/39DWxKiDBuCBmwflWRvFt9ag3kchYylmJGk4VFQCBBOBaZJkF+Q5mV3T5uEGLbNh3TUnSkBbniO7lcNsJkhmWpMyN+9aubJmzH+V//+gwPPPAYp5563LBj9YZD4pZtdj9oW/axJK2hj0g7tMYlhR6XbH9AKQQn5tDSHiPhSERXhk9etCeBF+IVA1asmjjhsC0iuAMD54AWmTatg6985dMceeTR/OQn1/Hoo39mxYrq3WUh2ewTeN46pAwolZYxtOW3/fZzOfzwoznvvH9gn33mUi575PPRUMzmgHAcUvl1fOkjj3PN33OUPR2cJcl0igPevz2f/PSOnHxwM04pQOQL/OGOt/jTdW9y/V295PEQdhPv/+iOnP3Febx3lzh+KQrwEYYjnU7z8MOP8+CDf52we/q+zzXX3Mrxxx+ObdsEY5wxKASUix5FKejaxiH3Wje/u38Vix/ewDNL8rxZgvbODHse1skRB3Vx2FEdzBA+5XKoBMa2pmGZoSiVXIQQ7LjjjlxyyTdYs2YpTz75OI8/vpgnn3yWN954CyldCoXKEifbttl++znst9/uHHDAHuy99wFMm7YTLS0+hUJxRLnNCJsKklxPGbcpw3nnz2dBa4hvhby9dDW//u9nOfcvPXD7gZy2dxPi5Tf43D/9nbe6uviXS/ZkTodg+UNv8oOrn+ZPz+e5/Tf78N45FtkJa99E2BqgT1i64YY76OmpLevbKB566K/8+c+Pc/zxR5DN1rHuVli0pEOe/u1LfP3iF3hgaR4Vai2am2O8vqyHp596g19dkWb/T8znykt2Zu/pFjlvYhstW1xwBzVTXS6XKZcFe+yxgMMO241sNs8LL7zCOef8Cy+99Nqg6/feeyHXXfd9urqm0NqaYf16j5UrCyQSaqY9wuaHDCWpqS189PxdObhdTXQVerZnp+Y4/3T5a/zXL97iqO/PpyWR4OOXHsBxx83ioPkpLAR8chu2/8IjnPeL5dx81/Ycc/40LIND0yNs/Uilkjz99HPcccfYAmGmyOUK3HjjHzaewjT6kI8gkYQX717KZz+7hNfsJk7/f/vyiZOmMT3tYDmCsidZ/9YGbvrFy1z9P4v5+LKA6+/YjV1j4z/BohqbdbXMWJBSUigU6e/P09SUYs6cmaSGrl8EmpvTzJ07m0QiTn9/P8ViaTPkNsJoEAJkEJLtKRMUy/T3l8nKOAsP7mI+8OyyPLl+D7HdDL7yqe3Yf9sY+axLb2+ZcrKZI987jTgBy17spzu0cCaw+xphckOfovbb397F2rUb3pE0br/9PpYsWUp8jI0RwrIg38uvv7uU19Jt/NfvjuGa7yzkmAM62XW3NnbeuYW99mjj6BN24H9+dwTXfn4mLz38Mv/132vxUzEMtoqMiS06uGtIKfE8n3LZrXkSShCEA8dfRa25yQOBbQmKG4p0I5k9NUEiJpBA4AUUyyGhXhkWStavKREQIoSYyGHJCFsBYjGH119/i9/85vZ3LI1sNsf11/+eIAhr7LWpwI5ZrFu8irtWwIlf2psvnNhKkPPI5dXBHcViQD7vU8j75GSKj1y0L/+4v+Ce3y5nyZqQVHziavekCO4RJj+kBGFbtHYksFMJMpk44u1+brnhVdaQ5sPHTKO9SeAHcvC6bNsmEWa5/w/rCUiw635tdIhg1NNtIry7EI/HuOGGO1i1qgE9CAPceus9LF36KonESK13gRMPeOHJ9fgtTZx8wnSSrjuwiWk4AjdAtjXz8Q930fdCL8+/XkDErQlrvGyRY+4Rtj44cQv37T5+cvHT3NMqEQEs+8tbXPNIyAn/ug8XnNSO7Q45kkwIMhnBC7cs4ycPdtO013w+dmIHFP0JPM4lwmRGMhln2bK3uOWWP77jaa1du4Hrr7+d73znK5RKAyIwQyCER/fagLZEC9vPVuPrIwZrCb6Ajh3amF5awdr+gGACm9ujSv5OtASlCWrJfY52j1rSmZtLorQ6D5uD28jzmnJHutdQvv4uFrfxe/q5/ocvoDSyS5Du5Nwr38O3zppKe9wn7w7mJ1scNjz3Jv/8mRdZLabz/e8vZK+pIeV8ZKfx2snk+qHcTe1PI9ctQSIR57bb7uGVV8xkfRvFbbfdyznnfIiddppLoTB4bk8IdTRprjsEmaC1Tem0x8TI3UzHtkh3xmkPfLL5kGBgo9NE2MkZTfBMS5tKqfRDTDd26uFxzzMXwdHLST2vIpg0Uh7CsCIPCkp/Q//rumZ6J55XSb9OMbiN0FydV1NudVmboFry1+R5NbfaTqYYauOh9hEhWC4U8x6pbadz1e8O4+jZZe64/EnOu+wt/vZoDxveP4V0q9xoQykhlo5TWL6Wr37yce5ZH+MLP92Xsw/MkO/x8GXFxloEzAT6ObVYW70QYnw2rpb8dd1KHa+XOx4ba66pjbWUrOaapl3ti6Z2GsuPE4k4S5e+yf/8z29rzsW9E3jttTf5/e/v44ILPonn1dC0ioGwQPg+/d0ePZbEHWUpdtK36OkLKCIgYONhSKbxttr3tC+OKvkLlQLVUqEm0DKlPT2NcS1LCQ9ls0pERwsnDYUW3dIiWpqbzyshHdN0bVvxTPS6NRfMJX81V+lANyYlW22n8XBN7RSGqqy7u2tzhQ3JAhQ9AJvQj+P7Md5z5h7849+6+dkNT/GlWU1c8fnZyJyLF0I8HUMs7+d7X3qMXz7ucsrX3sO5x0xhzWtq/FJt4a4IvZnKwep6WSo1bqdGJX+1jdevbyxdaMzG+pkbtbEWATORZtbpWpbimUgzV3Nr+6Ignba4994lPP/82GqyE4lrrrmdo446mY6ODrwha9ObyhBKyeq1K/niaWVScgwBc1uQ7+7nDaDYozTdpZyYeOuMJdOqHd+2zRPTYvOW1VjLvZpr20pFr2YAEZX86QCvD4IwkaGF8XFlVYtyU3KhYifLaqxS6JdaI939MByZK+zKb1JKwjDEK3qIzg4+8297s/hjf+WPP3iG+btm+OKxzZRLFnZ/jv/+1iP89KEip190CBefM5uk61ICnIGy0fVjc9m4Ua5ufJjK30LlgI5GbFxdtxq18UT4sWmaI9tJIoRkypQ2Wlsz9Pfnhx1qrV+GujcohEDKkCAYHJDVcIpVdV2NHmjVPWbNmk4i4WBZcli+BIK2GU10zcjz5ou9dc0NWTbMntPK1IyAgZdBI3bSNtZl7cyYUftCHSRXr1YFPHVq45K/nZ21JX9HQ0+PailMmaIkYfXy0lpOkUjAjBmVrklvr2pJtrYq6UyTYRkt+ZvJNCb5u2aN0mKeOtWMWy35O5JNRuJWS/5Om2Ym+RuGyk7lsirrRiR/+/srNh5a1sKBVB5SDogAOrtg5gzI+x4te8/hoq/28dELnuYH33uO4w85gKM7+vm3Cx/juw8FfPGq47ni7Kmoowx0ZJAUCj7d3ZING5SNG5X8TaUak/xdu1bVx66uOgtpIF0t+es4yk6NSv6a2BjUdevXq+c2tbGW/M3llD80Ivnb3a0kexuR/F2/XkkN15L8FaLMCSfszdSpP+bVV9/AGXjza3/SPf5MRgXlVCrJjTfewZ/+9NCg+zQ3p/nMZz7GzjvvQLlcJghUDInFNFddJ6XEtm0OOWQ/5sxpHrb0WogQ33c49sL9OeoCyfTpZqdtISzWr1NdU9N4Wy35q30xWi0T4Z2FAIGkXPApBoFauz7wXb4I847fmW+/toEv/PAlPn5+hitPDPnFbSsIEjN48U8vccafnqO00YdCIM1XvrIz8+al2LAhWjPzboaUEssSvOc9izjyyIM2fq+HclavVg3DqVP1mappnnvupWHB3XFs3ve+wznssMMIgjyuqxpLiYR6kQ4N0K7r4nkj76mxY2qTXSplFtx9b2LX90bBPcI7i1ASCIftd+9g7yBDsyPRvWLpB5TCOKedvwevv+Xxu6XruOfxNPsdMYNlq+CFR1fjhdXd0wBooa8vwLYbXC4SYauClJJSafBMrQ7uhYKqO/m8Cu5NTdQMyuokszJBUCCfL+C6ihsEiltvgN54v1ASysHnIo8FISCc4L0bUXCP8I5CBgGleCsX3XwUFwNh4FPQq6cEBEWfYksrF19/NF9zQ/wQbGf0XahSSrLZiZF0jRBha8UkDO7q9dba2oWUIdnsuujwjcmAkVYNCAgDiR+AFEJNUI2xwiBChAhjY1IFdyklUkpaW2czc+b2gKRU0i24CRZDjjChCMfoc8pQGk3URYgQYXRMquAO4DgJUikLy7KQUpJOtyGlWsoUIUKECBEUJk1EDIKA9vYWFiyYh+d5G9dMx+NxFi6cRzKZGLZ+NUKECBHerZg0wd33A1pbM5x55knMnNmF63r4vs92283ivPM+Esn9RogQIUIVJk1wB3Bdj5133oHtttsG11Xa7rNmTWfOnJlRqz1ChAgRqjDpxtx9PyAMK4L5ajt4QCIR28w5i1ALUkpiMYempjRD2xJaOKutTe18NIFtK4Gktja1g9EE8bjakZvJ1OJKCoUCrusx2qEMESJs6Zh0wT3C5EIs5tDbm+XOOx8klytg2yrA6+3lxaIK7Om02UaRUknxm5rMz8ktl9XW9GRSBXgNNYcT49BD92fatE5ctwGZzAiTBkprZutddBsF9wjvGIQQxONxrrrqFi666IrNnZ268dnPnsWll34J23YIw2iz1NYCtVtUBfPp0+cRj6fo7l4FGGo3TxI4K1fW/kGroOmu89q1tdXSRoIWO6War7oAABi1SURBVBJCif/U0voeDVqFrqdHifhIqbrTa9ao7rhWgPQ8pQORTlfU+oKgIjOaz5vlWasj5nJmcsHVZVMqKYEoU24Yqk8jXG0nLX1c75bnaqXCtWsbt9P69cPTVa10lyee2LSSrOPFddfdwQc/+DG23XZO1T6KyvNpyd9G7CSlqrOrVzduJxMba2jZ3nXrGvfj7u6KL9bL1fWjt1f5YyPc/n7li6Z+LITqGa5cqe6TTkNfX4jjZOjsnIUQFkLEyOffYs2agJUrB8cL14W33za3k/bFRrjVvjjeeDtiy32oXOZ40eg9qnm17lHru2rjjic9U95EPGMjcr31fFcPdzy2Hqm89Zg7QCKR4JRTTmG77bZrLJF3EGvWrOHmm28ml8sxf/5ONDc315ykn0gbm9ppLF/Y0jDUJxrN80T4sWq02SSTCWw7gZThxgM+UqlmkskkYSgnxJ+q/Wg8Nh4vnNFkS6VUb/owVJKbppK/3d3qjdverhTWTNDXp97Y7e1KXQ2UBGcQVKRSpVTfTZumxl59v9Ji7+1V46mtrWaSv/l8RWa0tdUsz66ruImEKi8TeJ6Sz7Us9Twm0K05UHKfJlrhUio7ua7Kc8xwXrq3V/VypkxRY9jVZa0Fl7T9UqkUX/rSl9hnn33MEtkEWLVqFffddx+5XI5MJsH06RatrYNPLrIs1SvbsEGV05QpZmmEobKTbSs7mejBh6FKNwgas3FPj2rFmvqxPogln1f+0NRkdhJTLqfqiObWCyEUt6dHzcm0tZn5cbGofDGV0tLdknTa46STDubRRxdTKLjE4zE8z+fQQ/fiPe+ZTzxeJpNRNl+3Ttm4o8NMhz4IlJ3CUKtR1s/V0sy+35id1q9Xz93ernzRGcmZdbdIvzVjMTMN6eozAB3HLKNQqfjV3Hh8+IEdQlTyJkTlYA99j1jMrFJop9HceqHLqzpPJtxqNJJuI3Yaym3ETkO5tYK7toeUkr6+vvpvvgnR09NTdVSbJBZTz1NtG8uqHIjQiI11d11zTfXcG/XF6l6V45hxqw8G0VwTmYhaflwvd6gvNnJcZrWdfL/E0UcfwGGHPcUf/vBXhBB0dLRxxhnvp7MzQz5fHPTC1Vwj2d4h9cOEO554W8tOzmjkoV2qRoceGuFWd1OGfka7f/U1punW4ppgPF3QieSaPnOjXNu2SSQcXFf1VoYHdxulud3A0VKbEZZlkUgkiMcTCGFVfa+CrH5W2/bx/fonXDeXnTYXt5q/KbkjDwdJQNDS0oxlWYShJJGI097eiucFIw5/TYayrsWd9KtlbNsik0mRSqUIw2Bj66pcVt25TMbsja+7g5pbL/SbOpdTEzemXNdVXMsy54ZhpcubyZi33ItF9bbPZOo/pceyBL29/Tz//Mu8+eY6pkyxSSTEIK5tK/2flSsbOGx0M2LDhh4efPAxmpqaBu18FgLKZcmGDQFdXW0cfPCOdHa2jSmKprlBoOykT/gxbbkXCqpFamJjUNeVSuo+JjaGyhCHlIprehKTPsBc+5NJy13KylJZUz/WiyKq/ViNJiQ2LscF1ZsMTE4qn0SYdMFdCLGx+2FZFn19ee699ykSifjA5iY1Ptjfrwzb3GxWoYpFNd7f1GS+scZ1FTceNx+v9301NimEGlM1gR43BzU2aTKWK6XKs94QVO9Qg+M43H//X7j66lsplYqUSjmCwKOWMuemOpl+ovDMMy9w+umfr/mbZVmkUi04jsPpp7+fk046aqClNHYl0+Pmtq3K2mQ8NgyVnYJAcU3H3LNZFWQ7Osy4+qi8UknNQ5kel1koKF/UXBMUiyrfTU3mL4ZyWflTIjHYF+PxGG+9tW6Q0ODWulltUgV3IQSe5+F5AUIIHMdm+fI1XHjhT2pc2/jMs+lqhi0l3Ua5mm/CDcOQMJS0ts6hrU2Qza5j9erJteRxJIzWmuvomEN7+wxA8Kc/LeGuu541UiSdTDbe3Om+U1zHsYjHnYHd7pJy2d0qZaQnVXC3LItstkA2W6gyhth4MG41NmeFgk3vRJuaK4S9scVjWRZtbV309r5NqdRvnoFJglgsQWfnrIHx2pBUKoE6Y6D+e0wmGw/lT0YuDOfr74UQlEplNmzIbpWS4ZMquHuez7bbdrHttl28+uoKfL92d1+v1Gl0Alhv5NnU3M3p+NWrfepFLOYQj8cAi2KxF9ctmic+ieB5LrlcLy0tUwCJ5/nGEgWbs340YuOJ4jbyzO+kH6t5Lp+5c6ezYMG2RhPjkwWTLLgHtLVl+PKXz2CPPXagWCzR2to8yHhCqPHBYlGN8aVSZhNAemIzmTQbI9TLoHI5NaZpuqY3CBRXT3qZon+gwdzUZH6gbz6v8t7cXN8kn3I6wT33/JnHH19MEATk8z2E4dYuuyxZufJlstl1CGGx554LOOGEI4nFnDEnVXVwzGZV0Glurn83sObmcur65uZ33sYalqXSdV1Vt0yXM5ZKatw9nVY+ZTpuns8rnsn6eiHUHFI+X9sXhYBCoYznBRx22O7Mn78Nnrf16QhNquCuKovLzjvPYd682fh+QCxmD6oweqvzhg1q8qi93WyWPZdTW8Pb2/XmB5O8KW46rTYwmHBdV3EtC2bNMuOGoZJgAOjqMl8ts26dyvv06SarZSw+8IEDue22v/DqqytoaRHE40NtoVbP3HHHfSxZsrT+h9rM2GGHOZx22vtIJpODxt6VnUKy2YA5c2ZwyimHMGfODKC+F2IQwFtvVTbema6WWbNGBegZM8xXy6xfr4LdzJnmq2XWrVONh2nTzFfL9PUpX5w61XxStL9fpd3ernzZxI8LBeVPzc3DN5uphpi6WSIRo1QqNzz0syVjUgV3qAR4yxIIIYZ1p6RUjlD9qbdS1OKa5GsiuGDODcPK5gmtq2MS3Ifmux5uEAR0dU3lwx/+IP39kpkzxbBekl7nvnz5ykkV3Lffflu+/OXzaG1tGdSi08sC16xRLdhp08K6D4mptrFeL1/veLLmVtvKRAOoVr0eD9d0KWQj6dbiTqwfqzGuYrFc300nIZyRZon1eNfQ7+rFeLhj3Qv00rPhNUXKiviO/tekIg/lmmBzcaufcSKeuV6u73u4LriuoFxWQwXVjqSD+2RTVgzDkHLZpVx2BwV321ZDBe6AiKDnmRmqupxNy7qasym546kfOu1Nza3Pj9WX9cSpemPXeLkTHW+dkd6GtSZQTAJPdWKNBq1GudXX6ordCEx4QwvXlDs0zybc6utNyms83GqOCuDDW1dCyEGrSYQQNJtuHthEaGlpGbRiIgzlxk81qgPNeGxsaqdGufr6RrnV/OoXUz2ozrdpurX8yaS8x+NPQ++zKew0Eb44lOusWzf6hb6vLu7uNusK6nFkPe6mJ4PqhZbvbUTu0/MqImCua94V1N1vkzmWauOUy2qs0JSru5MmXA2dtqmdoFJGvb3mXF3Wvb3KVtVcPelXHFhEUywWueWWW1ixYsUWdeat4zj8/e9/p6enB6gIwLnu4Dqg64eUFXEpU2gbd3ebDctIqXwiDBu3sRDmNq7240Z9UQjl/6WSGVfHAL0z19SP9aRsI74IFTE/Uzvp3uuGDfWnq6HjbU/P+OOtUyrVRy6PY2jKbVALX2e4Ufh+ZSzaNN1GuaAqR73lWgvj4Y7HThNtY9tmYJNIMHD/MpdddhmJRGKL2rVqWRblqod3XZ9iURKPj/yCH4+Nx1s/tiQb1wMd5BtZkDJeXzSd/6rGZPVjbSdn+vSRL5KyIjNqKkEJ6u1TLlckKE242ax6+3R0mG151i2MbNZc8lcI1crs7laz7CZnc+pWQne3Wo1gutLGdSstMpOVNqDKRrdOtGyvSZe9p0el39lpbuPeXlVmnZ3DV2FYliQejzN79uDCKI+n5m4CzJ7dydy5SeLxcFBQqbZxPG4m66xbk+vWqZdee7v5apmeHhXkOjvNbdzbq4LNlCmNSf5qKdlGfbGtTS1JNOHm8yrfzc3Kj024pZLKdyql0q4X2hc3bFDlpOU86rWT76t0pVRlbSr5292tXoKmviiE4pZKql4mk+CMpLOuuyd6oF8r4ZkkpgslHjdbfgUVfZRYzHzpln5jOo7imiyh0t0i2zbToK/uulmWObf6Y8qtlgpNJMyXQmrBtEbtpG08VM8dQuJxyac/fSbt7Rn6+3NYltiYdrGoHCmVMq9brqu666mUWZ51K7JQUOVUfXZrGIY0NaU59dTjaGlJ4PveIJ0e3U1u1E7Vkr+JRGOSv5prGtx1kDG1cbWEdixWy8aj51v7oqkfV/faHccsXcuqXNuoL+r/JxJmwd22B/tiI5K/jcRbyxpu4y1W8rdR7tBrx8s1wZbCNX3mRrlD71OLWyyW2WmnuVxyyfl4nr+x4uvDBfr6VAvHtIel10B3dKjWlUnQKBTUcsbmZtVLqkz6SZwBVa1SaXjvYqLrx6ay0+asH5WybZxbza+XF9lpEq5zjzC5IISgXK7sS6iuhHoFhF5lY7p+upprOtmm0xvKdV1vi5oPiBChUUTBPcImgVpSWImiUg4OsKabY4ZyTYJ7o9wIESYTouAe4Z2BEGoPoJQbQ3q1bvbQeQb1kxxyi8r19eilD8/C4EXLjdwjQoTJiii4R5hwCMsmnojhWAK3VML1Q4SwiSUTxAYmfbT+R7k8IPCW8CkUPAIJwrIG+NbGiWoZ+rhl9ftYsGybWMzBsiwG5m9RG61CAs9j6EskQoStEVFwjzChEE6clmSOWy//Dt/7w4ucfvHlfOrwWZTWvch/nvMVfv9KZbG070MQWmRam+jY/Rgu/4+PMC/jYOPx0n03880rf8vSlUWaZu3I2V/4AmccuT22V2LE0RspsRMp4n6BFx/6I//zoxt5aFkOXySYtvBQzvvsMRy/7wJijhu14iNs9dj6FOojbD5YMVoSAQ9e9h0+/uWr+ctfnuT1dS62ZYGwSDY1kck0k8k009LSTKallc5MghXPPc399zxPny9JpWO8dMePOfkDX+eu51w6OlspPfu/fPoDn+I/71xGLB0fQXNDIuIp7NIafv6lf2H/477MLc+WybS10tGSYN3DN3L6YWdx7rfuZr2Mk67zOMEIESYropZ7hImBcMg0SR6+4rt85uK72eOoA3j90aewLEHguZDeln++6ga+MrBmWghBtphi3eIHOO+0j7PsgIXMam2H1X/l4ouvYcPc93Hd3Zdz8rxWCi/fzseO+xI/vuh7nHjwlRzQLsgOHVqxHJqtErde+Q0u/Pn9HHzO+Vzx5U+z105pIKBvyeP85yWX8l+Xfp2mKV38y/H7ERf5TV5MESJsKkQt9wjjh3BoaYvx5O1XcMbXf8NOF/0Xl593EM34eHoMRYaU8jn6+9UnlytQzq3nnl99jwfXbsPnPnMi2zfHeel//8R9rxc58OyPcvK8ONm+DSTmn8h5Z+9F7tU/c9tfluMkhrdJnHiC/Mrnufm6BwgP/gg/vezz7LWDpK+vl75sjtQeB/PNH3ydDy7Mcu0Pf8ez3SVisaj6R9h6EdXuCONGqjnG87f+jE+d9Uvmn/Pv/M9XTyUT9FMOYOgIitpgIbGcJPnlD/HfVz/F/JNP5pRF2wF9vLVyHXHbYY+Fs8EtI5G4rs92Cxdg2zFWr1yNb9lDKq4g5vi89X+LefxVyftOPIZZmRj5grcx0WIuT2z69rz3iL3wX3+O19b2m+0NjxBhkiGq3RHGhVgyw+onb+DcC76Pc8al/PGKj9GBRAoHAcSSaeKJxMZVKwMsksk8D/3yGp71p3LWx/+BbZN5Qkr0rSsSBnGmtDVvXBkjZUCmrY14GJBb308Ja1jFtUJJubebHuJ0taZA+IPXr8sQHJv21ilY9NKT9Rj+6okQYeuBM6ByWhNSVjZ56LMfTaAlKHO5iuxrvSiXK+JBJjpTWtypWjzIVHfEstQ9RiubWtDaIZ5nzq0+XMCUq3mgtvObihVpOdVslkFaKvUgmYpx3Z3PskTuyw+PX8jTj/yVsm3x+pK3KUl445klPDT9/7d3tjFyVWUc/52ZO6+72+mWbd3d0i1bqVJbykti2oASIjbSBVrZCJQGiRGbEqINbVIFSTEEFKOmaCtktW4CLaI15eWDbwkxaFBMDYUYk2oqSK20paV05+2+nHvv3OuHs7czrVvcM9vYuDm/L5PNzDP3zvmf55kzZ+/9Px59c2ZTsCLlM92RZ+wPv2LkuT/Rv+IrXL+kh8NvS3KlgHeOSbxQUK9GnDwJtgQrB/VqDKFP9bjL0arAcpr+NFEEdjFFWOhnDj5v/HOME8fSZAIIT11kDw074vhYlVj00jcnh5SxltNhYgwF6rEdnZKcqlT0mjG05mK7Gguhr3GrlayuhTY0YxPbXh2Sc24njxO74HZzEdR7lMt6OrXe9awbO9V6m4xXrabywiqX3z8gmQhnenVPhsSQStfLvTXWttuPTZrz6iBEs7jrfiElsUGgb9mZxCaTQpfzpVOPBbUoB8f2suHmm//j+T0P382e3Tfy0x2PceVsiR2k6Aqr/GLXj9l7oo8H7lpNpx/yrhNTjLKIQp5sJkbaKcbK4IwXd8cWRFaOTK6IczIm7YA4pVOM5abIdFzMYD/s/fmrvLF2BfMzFo5U1dgq5AnefYuXX3qN9KI1fKi7C+k28DRtbBOdksTXRdkgqwKtS6LT/2Mu6vjAJ5yLXPR9fevdVo3b0SnJxfOlcaLTWS1/k9u0x8bUo67NaGIa73nKKlTXbbBeVxNi5kz9rum2reI7OpQ5lE6s56mkTWInS7LCKZfVZy2V9GKDoNlIQbe5dtLAAZSRlo7bYBSpVUJiM6qjMYDn1bjtllu5YeVyMpmIKBLkOrIcfOlZvrn9RZbf+zDrhpayeIGkKxszK59D/uNl9jzzChcN3c/QpX0U83VmlAT5GXnmDxRIpXxcqszrL1BxIVNIc3jfewRC0D3QxeAHIsaASrVFYwKK/VfwxY2reGXzLr6xcyk7HxxitozwY0FeVHl+x0O88NcZfGFkmIu701hxQPcFevPD99W8zmT0rWSjSFnJplJqrHUdA8tltbLr6Zm8xtBcCUrZXh5Xq6q4TiUXSyV9u2DXVcduJ4+lVOOVz+tbdyer/WxWnbdOT+JGQx03jpuWv+1o3I5O5XLTYj2XA6uj4/0PVqmoAxSL+ras9viVZvn86daqk0FK9fpcTs8HOlk5x7E6X51u7YkQcawG9mxjMxGJ3We5rBJPNzYpGkLox7Zu5RSL+pa/tq3GTNc+F8BxfC65ZBELFlxGNgtqH7vAgfAvbH/8RRZd8ylu+kQvTn2MEIuuXI1nnhrh994AW+68gd68j0jHdHbGWPksH17YS6MRsv/AIQprB4jTDYqdafYd2E8UNRhc2M+MQoN6tqmxmh8hwsqxatN9bN1/nE3b7+Ue6mzbciuD4ghP3r+J9U/u57ovPcim2y4nPlJH5PXnlus2t0V0dWo0msW9WNS3/K1WlV46GoN6XevdwLqWv8mv31xOL5+SQnm6TpOPTbYoMhn9PE62Q9rNxaQTUrGo7+eerNh1Y5OFVqOhX29TKfUlKmWz3k66h+pEDnr/7WRb7T6n2rdxKrHt9F5s3ceeDK3jNZVYmHqsbt/G5LW6Go+/C1J6lMsehQJEkaBQ8qnakgiQdg1flggbYHV0cfSPI3xt2+ssHN7I8McGCN4bI5sVRBFIR3LRx4dY/ZHdPPfDUXatXspnr+jm5L6fsXXH68xcspLhqy8kcNwJ50cqimik5rH+ia3U5Bo2f/cn3HLHjQzOOsjTv36VRZ/7Dru33UGmXuUgAoi1P+/51KmdWDjdOrYdjdvNp6nUgIli/9d5DE2P9XZ1mkrsVHUyNzEZzjkCQcP3qATgBpEyBrNyZJ03Gfn6KG9G3Xz7nrUMZOocCgXJwioOJcEFS9jyyDr+vOZ7fP7aIR69sIj9r7c4HC/koR9t4LJZAZ57xowXKfJWxG9GtrDxB6+RyaSx3zkKlE5ZFYgI/v7s97nqdyN4MuaDw19ldMPVCOEbV0jDtMQUd8M5JwxCSvMXM/zp67hyXoEwjEilM1TePoLsWcxnNl/P7cu6cE74Z1yNGOM7PoMr7uL5Xw7wrZEXOHDUpbj0ozx693pWLevHd7wJbL9itYXXNZO+vtnEQO/cuVw6ZzEDnRBkZ3HtTSux/lbB9RtEUYrujpzxlzFMa0xxN5xjYqQtmXvVMKOfvB3fqeH6AQIfq+9yHtk5SoYAx/E4NtHP5TjC9VP0Lxti5JrVpISAOMKXHtL3iOIJLi+LY7wQlt95H79d1zKl4xCn7mDHg3z5sSd4IK0CXTfmyCEXKQOzajdMW0xxN5xzhBBEgaRakeN/AwiIGzi1GjD+T6+zvUEcEUiPQE7+GjYBhJ5DZYIQQQOnXjt1Lo6jrp/vNOZhhmmMuUPVYDAYpiGmuBsMBsM0xBR3g8FgmIaY4m4wGAzTEFPcDQaDYRryb8/JJJiErB4TAAAAAElFTkSuQmCC)
VR2 = 0V / I = 0A
VR2 = 11,06V / I = 23,5mA
VR2 = 14,46V / I = 30,8mA
VR2 = 7,45V / I = 15,8mA
VR2 = 10,34V / I = 22mA
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 1K ohms e o resistor de carga R2 = 470 ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 3,84V / Iz = 8,17mA
VR2 = 5,6V / Iz = 11,9mA
VR2 = 12V / Iz = 8,16mA
VR2 = 0V / Iz = 0A
VR2 = 3,84V / Iz = 0A
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V, um capacitor de 10uF e uma resistência 470 ohms.
Videoaula suporte de referência: Circuito c/ LED, diodo, RC e fonte CC
https://www.youtube.com/watch?v=CQ2yxBlqwzI
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)
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
VR = 11,3V / I = 34,2mA
VR = 12V / I = 36,4mA
VR = 0V / I = 0A
VR = 9,3V / I = 28,2mA
VR = 10V / I = 30,3mA
Para o circuito abaixo, qual será o valor da tensão no resistor (VR2) e da corrente do circuito (I). Considere uma fonte de 20V, o diodo D1 de silício, uma queda de tensão direta de cada LED de 2V, um diodo zener de 5V, uma resistência de 180 ohms e outra de 470 ohms.
Videoaula suporte de referência: Análise, Simulação e Montagem prática – Circuito com diodo, zener, LED e resistor
https://www.youtube.com/watch?v=Wh86CfLJDYc
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)
VR2 = 0V / I = 0A
VR2 = 11,06V / I = 23,5mA
VR2 = 14,46V / I = 30,8mA
VR2 = 7,45V / I = 15,8mA
VR2 = 10,34V / I = 22mA
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 1K ohms e o resistor de carga R2 = 470 ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 3,84V / Iz = 8,17mA
VR2 = 5,6V / Iz = 11,9mA
VR2 = 12V / Iz = 8,16mA
VR2 = 0V / Iz = 0A
VR2 = 3,84V / Iz = 0A
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V, um capacitor de 10uF e uma resistência 470 ohms.
Videoaula suporte de referência: Circuito c/ LED, diodo, RC e fonte CC
https://www.youtube.com/watch?v=CQ2yxBlqwzI
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)
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
VR2 = 0V / I = 0A
VR2 = 11,06V / I = 23,5mA
VR2 = 14,46V / I = 30,8mA
VR2 = 7,45V / I = 15,8mA
VR2 = 10,34V / I = 22mA
Para o circuito abaixo, calcule o valor da tensão na carga (VR2) e da corrente zener (Iz). Considere o diodo zener de 5,6V, o resistor R1 de 1K ohms e o resistor de carga R2 = 470 ohms.
Videoaula suporte de referência: Diodo Zener – Regulador básico – Vi e RL Fixos
https://www.youtube.com/watch?v=_HQ5SkQkHEU
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)
VR2 = 3,84V / Iz = 8,17mA
VR2 = 5,6V / Iz = 11,9mA
VR2 = 12V / Iz = 8,16mA
VR2 = 0V / Iz = 0A
VR2 = 3,84V / Iz = 0A
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V, um capacitor de 10uF e uma resistência 470 ohms.
Videoaula suporte de referência: Circuito c/ LED, diodo, RC e fonte CC
https://www.youtube.com/watch?v=CQ2yxBlqwzI
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)
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
VR2 = 3,84V / Iz = 8,17mA
VR2 = 5,6V / Iz = 11,9mA
VR2 = 12V / Iz = 8,16mA
VR2 = 0V / Iz = 0A
VR2 = 3,84V / Iz = 0A
Para o circuito abaixo, qual será o valor da tensão no resistor (VR) e da corrente do circuito (I). Considere uma fonte de 12V, o diodo de silício, uma queda de tensão direta do LED de 2V, um capacitor de 10uF e uma resistência 470 ohms.
Videoaula suporte de referência: Circuito c/ LED, diodo, RC e fonte CC
https://www.youtube.com/watch?v=CQ2yxBlqwzI
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)
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
VR = 12V / I = 25,5mA
VR = 10V / I = 21,3mA
VR = 11,3V / I = 24mA
VR = 9,3V / I = 19,8mA
VR = 0V / I = 0A
Dentre as afirmações apresentadas, qual delas é FALSA.
Videoaula suporte de referência: Aplicações dos diodos de junção PN
https://www.youtube.com/watch?v=xNzgrTe88ws
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.
O diodo zener é utilizado principalmente em circuitos reguladores de tensão, operando na região reversa.
Um diodo é composto por dois materiais, um P e outro N, formando uma junção PN, chamada camada de depleção.
Um diodo PN pode ser utilizado em circuitos multiplicadores de tensão, utilizando estágio de multiplicação compostos por diodos e capacitores.
O diodo zener pode ser utilizado como elemento armazenador de energia, filtrando sinais de baixa frequência.
Um diodo zener, quando polarizado diretamente, se comporta como um diodo PN comum.