CONTABILIDADE AVANÇADA
Com base no Balanço Patrimonial (BP) e Demonstrativo de Resultado do Exercício (DRE) apresentados, elabore a DFC pelo Método Indireto e responda ao que se pede:
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)
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)
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qlu1J97KQrma4KfxUDIDS24WX5VKvJIvVMlPXPJxQPyUDgBhzdkVwZYLmOi/F7qh4egi0WCpHhy8whb05hm1o0nsGnCZ7DGDak30QwR+MSkCt0y+SLGGZ+Ngr36c3VZvceMcA9qq0uwlUW3+tHo5x0e9dBmuc9GbWj7tHryqpnswWMH+uXpdiz8+kSj7XwP+C/Hll19JFvF47bBfvpnBYx9qarj5gKbQrRlWy6X2m4An48MwY+P4MiA+UsVsix5cE3MVbv+aaRj7mhEfpuZOBRfV86L7d6ZtXPCQtWzKFDqwnFagcc1p98xmD8GIEEP/txBLSYLjjsQRimydQwAaL1kDQJMNE3n2PyHz00vzeUPXDQ6DiBniRm1TDPTMQbzFFDCrqg3JZeUYPJ+11aPMR70HL6nLbfI6vZ1rT5nFuHFQKf+KaWd5Yfi1FQzOimAxnbGKeHHRCu6Vuo0LjDzIHZ1i3bLDzSTkvIcj+NFcMO0LyHcUyjiVmLRjTaMFlk9MAq+BkPdngjxEXZwhxgkDy0MI+F3UP3GffWnNcw++bVvlt1cRDx16vL+HwtSFlVz8XztNJKeRodFfgfHU0rejsnhEMLkUxiZQWva2ujQqytOLE2KUafT66ItedidGWFVmsZRUs8r6E/vNDCLXh+Tuu6YGAKX14ERr/myNOamKSQo2sYKQaZxOgdhaW1widLv8eoqLqCpePZKTkSnRW+gaqcVt8/4x0+Pnojn6WWerLWTReuaU54lVUkNiU/NOZ9ruCrhBdUKoWV3mN5EE+mmtigmkFW9cVmDtIucPlIS0eNLJZrkRdRdKSFbZ0V4YnrXMvAXZXVrZTV/YPIbbRQTEFoPwWe78lNFp/Be5HnJAo5DCn2nVnKXngkv6DdEaqMw45/xoKPEbxqujE3amk44+rRd7HqiRudqEtZjcaYZa17fAhQTvHfS+cKy9/ThTwvV18E4KFL2xOkgF3T/fs9TPUNQA+Yy1H1ynHRd2N3LKtUtn+FOquD4ndZHa3WkroDGKmuvVAzwKCos3od+G1WO6kP7Q5gv7r2wn7NAIOizup14Li7tBcoq/eko/CeUbXm1UFwj7J60UhvXawGRc2r14HfZVVU3+XdCZz7ILDruGNUrauA68A9yurvGCDSHO67gWpV2564Y1S9CKdZfZBzVkCw9hWwAOvMQoAvTTyxh8zaTqABLGmZDRxr4pc0eBJAw0OgDT44hEAfDnC0GQkYnKUNKf4c/fGqdXksBAwdevCZ2KYZbDDdLDi5BB8MLGQogUHAa/8Q4vSRdxIa8IaGw0yDBpoaTdjmIHxBg1e9hkz6QH9ZzVazLOs4J1o0cpc9FCwP3zKrYGQzy5QU8GxdZJ8ZOk08sFuzCg3TGDqzGxmoh3iXTX9UGF+WrRvmssGWtPpdVtXCZ9oSa1Z8nv34+bNY+Fh4+nQWgeePC+Jj+rI2zn4UHz/Ofvwxu4AWJ5/cCuHJ+ePCp/TJLcaBzuR6/mPa/o7z39l2HRVV6WnOP1HX/anx1NR7H4trHB04ZQBMcwaCyZkG+IC/A7AauMmtBSvRD/paALeX88fgXmkIj4BbLFDbWLpoiTZtOJbFqB+3NKwDDyr8l6K9OlRZ/Y5Z5bA/HQFmLTyxkKEEAKflIugC8gW8dxAysMrm6GL/1aHImljM9+J2Rro5j6woHOCTYkyZzJ+tHZPgylBmVR8BiimmZZRyKodXAYYBJFNbck3GLcj1NH84iqJqWUZY1CBbKn588co4Ds7hM4jOhLDwgB2BXNGc5QIkirUBhcAvQVn9lr68K5fmJlT7Nx7RGt2lCx60XDfZn12Y+/QuOZxGkVDdXBFOefVO4HfNwDuU1XPy5AzuWFb/ItW6+Ol78ls8LgBm9Z4wAAm/e8IADfzXWR0EFzEAZbU4v8XA7R0XArN6T6haZ3VQ3KOK9XdZvWhRhhvGsfrYA3dNCfyLGKDO6iD4nbAajtV09lvHx9mFjx9/dZxSdRvb/1m5T+spzszMRb80NbVRzmot57Qud80WvoKPOn7PANwMQQEyb1ppMwkrnmU2t7uQZaYA7rRSbg7gCTyJwSivFTa8d9FPR2Lc3stVtGnkT96yFZfZzK61vN0tlzr5U/w+q4amj8cYmwLYlgeRiQCca7DFXOoJzDzMQdQgJpCY/6CdscPeBXCU1QIce3xgw6iBoLwMED57BmNl/H+IP65Y/xmpDDeO31E1lqul5GllFTw9MBotzAO0yI0xD8zxSirl2igPWrQiC3nAU7n8Ci3SUrqVq7OULoMcNO+1Nx6UVB0q0rTwk2cap1O2dFKsqg8u8A49oi8qe+mDivLylmKp0FUQr/iD44oB8EL5ZC+8dwpGIqzBQ5rX+Nb70QjxyYgKElYdCJ9NGFiZdlwWuRQK4jcsUsaOrOb8oyl2rFI6y90DeMHfDm+H9PnuVaHMKn2egrF2FmPg8SE0aTs+hnJBS21jBm7B0Z5NLxhYxTZpWrjR4VGcRjsj40GSUiwIF4cd5GIcaW4twydZvAr5dYKKqvcBlNVRGob9EjZoRynae4pzMtPQLNryanuq9H83EjbS7lWlBTqlVWZpuyo0lD7PYITA0W+fl4CG092tzhwjd4yqdYPlOvA3ZbWaIXoHYKtrL9TFalDUWb0O/K5Y1RPtBsFFVKXG3D1igLpYDYK/ZP5qzauD4i+qAvrfdvFWcY+K1SkDOJm6Js72BFb9EiU8TFJPYAap66zsxrCMFuypMFFdCYM1q3/PqzpyyCyLzRymC5po12Kw8RDTy2gjfe6W/RMOmwJcAB589gXtXntD3QeLDmRBPRPZP/kiPogtfNMCy3wEd7wIxh/g9xJgkaOf3MjigbU7HhqWpiMZC60sy2HVim2v0s4XKiAxvcJmwztau46/o3XM5JywbaZ8zvQ+8MIXZLcz+X3szCvpD7/L6oPSeIpG36tB3CQoq/dIAvxE1bsJyuq90wEw0x0GaZUayn9Ct+TaTstuoA2xfiWpbBm0Wtvm2eU7/n4vAfYwrcewBkwKl9F0hsjEjABh1SwU34LaOCKOFlkWNAgmNqTfUJ8kyoTx8nFQJGOmh/tfnOVX+L1cncwoRQ4zMKo0jTh8ZY/tIgOrFcRxt4dWn2gdcfSKkih1rlqkcUYZHCnFfaLvpbP6e6oOiGpVllN8q64D49qyevX467JKQyNpL6PEcfhHI77hUXIDIUvZkBAMGBJw9O9a1+oq0EdWMWcMCzTbfa5pWUPNpJbCTH7Dah+erT6CPYiZi6rBsuDATMbMTsPufP6vzlDNGUAt+RX6yGoq2TQMOaneUe01dbQC/y28zUBy65C43yHP4M2wJiKyB+6BJhHlPg8P5+PjabLeFaE/BmDA2h3GgHb4ZjTaRp/rkwMtw4kmtFL7aOxgRbFPC61Sn2cKd4UT7PvL6p1AndXrQH9ZxcKBvJfM1ZAuhmuXMxCGOS0NWkKTtEA5kSrRbn3mKvD7rHJsFU2jmsKUMG9p2kdRiBlyyoKg5XfDlIaG3gLF36ojJsH+m3Hany+ziu1eFP2f4vdZzQ9pH/08qSsB9lpgVhhLamwQK5aj0O+AaMPD1czJgFqMHY9yyOYWrNt4ebNZJaROuP2yK+5E/HRQNKFVm2RTm8a3S5d2h66rGOYirW0A/C6r96QVQFm9J1i9Sk67XtyfnAKbhseP7wmz3jPcoZr1L0Alqe4ZUYWYxzImBKkntMhuN9C6MiFy8fl0cIkJVFpSmGtGtarqxUTNiuzCdWrPuekfXZ1B2fGsu3mfeV706Cayr6kfPJmOnqTpfSB6yiPrjxPacz6HLD5C4xDqe9bTlNuhpOIxG6md97TU97h3MEQTN5LL2LM2Qx3BstVpVAemsVUjHtEZ/4ScvpDpgYLFXUxk58kTA+xtEY26iBiIvjjVNWDJMyObNvctb+beQJRFsGjWPIvSFFH73C/H5jw46VlDeNDZ9iyGFNsNlTzT8wGHHzrfYX7Z+If+q1MZ0o5lwgdGqzDDqkddaP3oSEIhtOdzQa15pM1YkXvGMunw6Q6KSE+0J3KvnhYFBCSg37PozaCpkPB6FDB1g+TfoR2Riah4w31o42uIyELI2GtN0LZYgHEPAm0URYP8i5olpiLARyXRCTPv88J4ja8sEJnw8hq0p+7F3zTP+yOqAtrBhlvG/wFvhWA7DF+r78gc2lE8LKCNT+EWWpHtWGBz1s8oWrgaM8KMAg/vxxJRGcxqXkCmoVXkUFgiicb7kEtLnIW0EVqhDyzBJmtBMYF6MzxWGGJ+BX0UzP0gT4DNe4ykWeAzAnxBmk0h6RbhH6SIgAUiqmW00WJF1FUk6qofPSaqIw4vkDjjIAps3LyGCYp0PoKJmIrKMV9EtnShbEyl1V48n8TLAdLb+ou13r6I+ie46k+skYJXH2VP9Nc91MbXbH4hJ45x5UStURP1WtBV+/O8rKgZyhboUcHRHqeE1SJ1bCDOaidnFgZHAUUr21dfQJDAFMeLmnQPuCpgvcdfzyk+MxTDvUE3p7LDZGaoQOHT5hapG+RiO9J+O2hhBRxayYAn4jK9BxLy2EFVBd+MddTBzszmxgK9DtsyOaBpGPREzjpmOkJcpPXa9SY8AmmdFQGr+g1UHDPa8UvZNStTB9m0YKS+of8D9CkgTsOiC7YFb19RsvcCXURl4rWmWi/4aazBQ5B5xot9quzf4lMa2cpgYYH6/MTYMM8j1theb3FvFSkw0HBSv48u5p9fMIyCWb+5rALqUg0OoUDnbdNCZ9bAmjn/5PYVaeKogcUAC1GGtkTdFBUbOfnJ2GHBnmkrDw0rbLG+9tytfM+WGnGKcnofUBH1X+rLvyU89aIy/S2oK6oLUHYq/zlqol6AmqjXgJqo14DVyxFVvKu+h6vRDfduEGw8K4lac2ovsAH3WK+L/wWoZeo1oCbqNeCSRI0PWtUqBjVO8Kb1uVo6+Y/wIG1khqg5tRcuqVLVRO2FmqjXgLqiugZckqiq2oK1Rjd+HP34OADSRraImlN7oW5RXQNqmXoNqIl6DbikSvVNDcv6d+6n1IALz9acegE6dUV19ahl6jWgbqZeAy5JVFdtE16jG1/mK8Mf4eFSzakXYFCZ2jXrr8Z51DL1GlDX/teAyxK1vd/p7NN3tPWZzm089veRqEgXMv7Z6WdONSqWs3r9CH1ccMEU5ve//PIg9wyYhmoEjJO/k8W1Fv3xZ1OE2ah+WpGlQnF+lSe/XhluCp3LF/9W9qy5QQSJ4IyI0BxZL6wfsp4TZYswp4PS2+B18W57w0MUeQbD80Ii/f/R8l8ug4dMCyTZQ7Pt4Edk2oPf2KQvaOJCXtDyIPaVx/jeZUGxOaswMUzfh9wvepvHXKx63eSzOoNZEbkaZQX3HFPf4SlDXusGp6+zbgpXIFN1HHvBaR76qJDGIFG5U/QhVJY+XRILBkYdcLrBp0ZyhfANSa1pzn5hhdPZjAdNs6HhECkFebTv6JMjA1OvoVgPBdo17V4TfeQR7NA0fWKz6BnztMek52MGLEU+L1kTCs2YdOijodG94DI3h2gZIP6Kr68D111R2dew+ZuvhwYHvqSLUa6IcOO4ZM//gK+kRk90carJXVoahWf06ePPn/zo45InXETZiy/y7Kd4Z+4232IARt9lIIao5mtUVR4W5240qoTKtM/ABtj+qZ7ESO88zhR/k+plNsw/QgPGGYvQWFxAYn1EOenCukjrvJWf/KzzTQ0SMiYwLFq2Ffrb5CYYQ180z2xiXOIVRjO/xPU+eVHTgbc0+i8wGvq8B6nIXmAMP5jDEN8xuiC+TlMiY21xEBnXBpxlw+BfKcCY32BsBQgLwzfyffkl0EVU2pU4PSl9ztSA3IYFaAWBxMqR2IqhMdK+SjMFTAQ5vbeJhGnp3Apq69pDfFbFWmETCZGiLeDTV45RqQlo58jUwxBtaz0YeIbhLDwmzrYOw6CfIeRADVvtnGMxADsJI7YdtH7zLrf7bzB6VCRoa3SHRsHDMGYr5fquoiLqPVlN856gImpdUfXEgCuDdhX/GudRd6hcA2qiXgMuSdS6ouqJver6h+iuqDr10XUQBqyoGu/TpS7+vTBo279RNi5rovbCoGNUNVEvwCU5dcBX8rdjUJladg7VRO2JukV19aiV/2tATdRrwCVnqNQytScuJ1PrZmpP1DOprx61TL0G1LP+rgE1p14Hapl6DbgyoqrHQGPUAAUNrvvpZO4J+8utJ6O3sPkRZqrheRpQPp1DQbMJj3FuZkWJXMCrHgP7vbxeL67wg1/nDbA3EYkqJHjbwhM+YtHe1kJwD/4hpmbp+uXRTMFpse40QQ0YOs7SJqXgglC0WHf4B6RxB7Q6OP/6DzDWsDT5hTu56KHQMzRBjZaCLjjbYa7jrTRGPQXpYA+9hVYDCSlboYDmu/lZSHPZ1m50gtrVcepKMSKkmGPefaEF6FnxiZb9/Wc+fzj1zDnm5yEUD/xXkQm/ON9QqCB/9RNPsvUi99aLYpGWNOfecW+cX20jzxrPVhrO27n3xcqqz72zxYobURLpE2gepfXjoF8jfx+K6Uw0v24WJvp9n8eC+xCaLme+pV5DtmDlWHaT0yguWVG939/vrHb2V9urqzSJmI5qpl0H+am932FbRRZoY6LV1bRpGlqSlzTykNYMXd1PttBB91U2k+JotzFwh7Vps90SnWqcAuMhXzN4S94Za+NRuXRWMY0ZNkOppVxgPMmhjYFmZtozNwb2BrPyx2CrdUV1Dej65McCHJGZRWzzqp+3B7Bp1jryWAZTZSE8OyXvzELfbhaLsz32QWt8412Js9VbPCivmqZmnY0wwR4z8Bl8utMz1M5waign+zdVBNV21kZ4iMT9lBb6bgDeHgUUr+VC3zanhb41TU4Pj/DWwUeAhx82eSKede8dTdBTEHS+z94sxkRip3Wghb6DsG4ZvWHEY0xO5CiXddak7XsFTUVbNLS55Da4RczZNCYYbI4WC3ZNhzidwxYIzjDxAUXetaOLqFpJ3sa6/CXWLczrd1nrES+Yt+6tRNGoVasJo0fkMVdYi8tcYVUkg7cNQ3qXitG0VC6NQt+bftr6vfXs3ZwGOUVbeWxHmWs1LiHDiskoB0pSVMplYV2RyiCxlFhvsY7atrt5Zj0vzLSKrMjfH+bCfON+ujCsMWY3PfdDLzPujkrN7w6iIupa9V3leXzF/8PSmNBtPsYU/ghn3Uo7AtqfOH1NMZ5anQ2TcBrwGD08EX72eEfwta6oLsBM3fa/etQdKteAmqjXgEsSNRpjdH2cP0RaR/WPUXPqBaiL/zWgJuo1oCbqNeCSRFWT4vlofZw91sTR5Ip4/qfH5POaUy9CPfB39bjCMaoax6iJeg24ZEWVyRo9MCBZak69AKt18b961DL1GlC3qK4BlyRqkdXogSfV9U9RErWbU8P3NAWFBbwcPP55/P8EI7+cgsMep8tiOTrPyF849szWyxkuCXZiTzO7VN11owp7q7i6MSpFy5sJyaHJwSlvIafpUsCljHg/ZKWWLFc5PN1Sz8BKiSTiMpd2NVcGTcM07C//CbBbTLrZIPXkZzMLr16oAoLcAjDDPsB/agmjFQDTHgl7mL+S5i0HjTafHa006JR2n0FjikKI3GAaGjMRXZyE4okAcfQ1ZfW6cQUzqS3nnJgT1Kx9kc3Ck4diFvxQTovsoUddTIlmY5umADLR8OBfjTybKabS6oiF/eE6ZAmHNBgfG5mHyecw4SGXEmjWn334GlpqzhqaQ/i+aCjgTczyoodR9AMY9wJ82PVgtlnB4grA49eQb3uraTW7Qo/4hpp+c8h2WHSgDMN3fQO4uunpPNdgc2tWTQATljch5PgErMiFBJ2zpwYpbL6YpaetEcOgRelaY02rbbhmmlZbCg9gyayDsRo9oHswbKjFDdMmaNAaI8Ao99/krwCmaCks84ChiwH98nHQ+bRBnn0Dy3ivNdcYdcAQPOdgWtbwTsuCbnVJkGvE9VdUxVk/zW4p3sRfN87eEZrZs/LSn/D/OQJEFfJMyteK5mD1d6NHRVXjGJfn1EZF5zNoJGTIZs/IXNmeoOLQbpdk/sknxZJQ3Z/FGb78hZ8TNHty8fWAOJUe5w+OlLuSqDWn9sKVVVTTtLgfgabi7U8mI+o4y9XXFacwvbRLxITqgGPHU00X8e+Odd0qsYRZjEEkT1Nv8NSxQMoZ1nB42rfwBH2fzLq+LVxhM1U8B9goQKw2YHEUKfwSo0ZvfiPq3LBlTGtE0WKUthWAvgaI8H4K9QXDfxCN+Kh5D/MMHFbY622I1iUSt/awCs/gUI9r8YCoRSvcjtOnLzEr0lscpdCzjUKSK62VPXrr6v+VEZU1jnLI/i02Cq0bpoDJoyN8ykUld2FKzS66DNjugwJiFG5fyQ8Ywocm6udmeFkeMQhz04vehIYtNGADQns4ip9aNJu13XxfcN74zAo5j6GOAHSxRYRkRDw2JzPi1HRjJTYuwHV9GnQ7qHuprgH1t6nXgCuUqTWOcRVELYVbrD4fGSURh43wBDNRXdOZOlgwKHkA2yV3dIAs9HpBljOyDdb+l6JgJFUJ1Kq9u7iC4u9Q18XLosK2PxRtwdQ+c1hLU/O+peEIG/ewjXW9xZodFSBortJK1GEP2MwKKglIYv0d2kcYpUL3DAmGWpmiIB37BtUF19GBdAGMcqqMIQP3bpkzF+5oQbkKTrUUhz0yEnaDZ5I7Z4ZBLpPaNOngiV1osQKk/m9x18rQSD1FSo+6CWGOuECyg/thkLi+fWhWwGu1/3IlH2cFU1ZHpvQYrORBgpoWrQeHVmokvpYtK/Y2W2/GKP07h7smU4OnD9LuOera/xpQ1/7XgJqo14ArK/4nKhW22AGeJyOCSwuWPietUIYb6dohKuekT21Wd12wFmhnqbCPilTaYuo4Mdpl4U7jCjh10eLjY0xvv6N69AhQpeocPEedyFDUcfUjLH1HSqNutIhKEYZrR1JMGQj7gvQpVDkfjqHGpTqso2DFRtKnFkCyoPdRkVrM7fR/6CzB5hhDZG9BDDnOzfLdLSVXVvxfqVaETO9YxccnUUOSLVSpWIGKp6HVOER+ZOPLrEP6lMQ77cxRcKOow8cFJ2Ho9UyW51BgQC2EWcyePnqYLzBpxmDrzbqEYuhjKx/jUeNrMUd7POZ8xSD57ybuVO1veuwRdB9xSU5Vu41GY3d3VzXwyHYzpZIZLRVd8CahkdFBN+gXrckxQaE/CpJMWelWuqCf9MejiqiBJgpY2qckKfidOyh7AwCfMj79C5T0uwZWrbZR4wrBllD8rf4dIvBOYf0+bPF2/9CYrXF1oG49RDkoXeNqUBX8mqhXCV1W/veMqEHQNAwjaIGs/HVpdwJDGzdXsEKUQz8JudgA/fNOolcO/TRd7hunFj4CeNopnKkOwNKZGQJ+vDIgYnfbbtEbMAvVTYk/r6L76ASqOHU3nX+FsFNkXS/8J7Bz83OUPuUV7o8nPRdFFk2vFVdFtTQeMtmzLOV5uvfCrOpHZYDmUQGthZ1NTNsyJKycRtN0ItC09ciMM+UNjM0xNg1pycfONKc1TNH7QbIYwqSY13S26QFso3er1Ag7h/6jf4a8Z5rNgye/adTrcs3Zi4nKvGW0hOqv8Pk8xbuHSOeOAyoHYqYXtfixpc6ON0SdSufzONliGIqW51lATg2FnjOvMqWZLvSTFVjNYo5EXS7CTirnW3PM+m8byNj2iaOFYbcLfM9KejgSnxQEP74Jh0oXtGPxs18wDrNQIFG1B5Vjyq8OaDL5RdBlI/U3REXCZI6peMi8aEjn27YYk6CySNN/MP8yZCprKeEZK4aH38ciBxkL5IHF4pPnPEPPAMPOMmRBr0f9vs8+xHYz0iB3vovPmcsm+s6IDlJ4HvxqUZiMbysMaH0rmwchm0RUcdSkRy+Yb0SNRM3QqkmfKUBxCLlnax7a3s0gXfO0RnHcYeBziE3AvDIkqsNiQZfgO5iVVT8CI95CNodPiRl2MjvQ3vg8S98juKb40QT5DJqYUePhm4aiiQRtXMyqe/0UfyKqcnsZx3eltdr3nR8OfNtF60FEBigbRomJeMHWqO7A6gFdxpBEHwXMTS08T3vZHxWFnX6NMSBnMnzq1iGQUCz4F6R0iOg7ERWQBdkcW51DerK0nXqBTDIzF2Su48w/0+XW9wcLnhNRm0Wm3oIaQ6sxWPfTwlPcDNl0M7ETFn/AtPCNIFFJplZEhcc+UypnGIXGzMV/SqJ6vSXAg//qhjGwt07inW4kTl32TeKNtxhvWqbw1+iTU6cwAaOsRZJ8V20k5RomlogK9vWM0mjGTG0UMw6JuuXGiagSSSQ+wZxdwHwiUYdHYeZpAduav4bVQ+JO8FjqCk47/1sUjSC2IHwtRpCoxSLsvu5oFRJRmX60X3C7qiObGzIkgYsDDERE3cXnzIEYuvkWPngY9ayDRJyL8B994JEqKuRUTO6T7ySi4jshogbMEibqNS02DBlKy0TUjSHalJwWeMbAx0TdpSkOxKnEBC1pfkfUilMvrv1RCA3nWB0cTjL/A0unN7Y4ilj8A5qlAlOEZjGDHFLkrPgRohJzICVth46Vhs+XnqhZjMUjgYz/mhfPMZSdUyyTNGvSFcLbvEFbdrcVBmqKZ7OPPcZcFC+LN1R5ZxkW+cls9gAlocsy9BiQTkQwBbY5jBrUshcHPJPZS+hkWcsXKGoPv71DL6/mvAkehYW3i0VDe+Q5/9hQTmCliO+x+Mw5eF+k75ZY8RXG1Q+7jNkblf8wkjuy0J5Lb/0kJWeF/4Ilg5FsvQh9ceqfgHXpM1cElHc3gqyvLmmqSangXYC+ZOqfYOzi9AYAf0Zy+gbAVJ8d/c9+46/i1Pum/N9tVMq/XBsVz8WK+MWJMCrW0pWwcmoUYnJ0xeFlZVSItTX0Tng+Khx5IgfCCgLPYnINveM9XdOBLmJtEn+CFivC+0k0rLg1jAljxTCjFHAtpU0h8YrHKAYjG8QaJrGCaVMUGCGGGq1+pUMyI9xJiNMIKZrR0TUx+nwtPSi5pYwiJkefU4wVyJgiIqsVh16e/+qHj5E+Xqg59Wpxpu1PTTbEbhObJf8mYzdYNUaIOkypUMJJAyfBnLkllQTlYVlNUvQnzaHY3XBxWe+K9Hil9mOcTeqOo7vtr2XZOhxnSJIelYOovtzReeX6MJ1PcIbdUZsDVKDL10SNwBPnpa5Zwi0DscecFsS5+u7Kq7/rhKbvnI4feLykkpvm0BYj/6De23juIhtOuq6QjY6V1KmtKEwrKnRvmpgHQY24aRmHIUdLkdqkxpL6GsW8KaAIxaodXhjDFsIwvrltDfJtsMMKlZNsBr6uGbWmgKO+G0XGnFyB97IwAsSLYThyWCMLKdi3/fzFM8rcfcCZ/tTxsp9gvulhX0BGX+Ugw61xmlxliT1jCMiA1GYDZgtAITC2jPSkOVGCzSiYQcsXKRKJRKVYHTSxxTO7KvZJINjhzjaEPd2aEjQrCJtBM9AR059AzKipfIQmHa/aLJX1TygAWjxNvcZ3Cf/tL2xesJzD3cIZPfXfsvg76jYTSA0k6oNI34hhy5Ab+AhynaMK9omDRvomouYLKCMXkKiHrI2sxtHnMrY+rAlp5wR4D7nhGBKbVIpJLpmEoE2+MQWvFpD69KWVQfIJloUNNqVh+tNERrswwOz0Guy9I6LOyE3Zdh3g5Zu/Bzium5I5+8EcMgvtpLxX4KUIR1wtMBWx+DOVqxGuxBLAgRIKW2qZzfKMFe6TW/kPGxoSC7oyTaZm0ffROKCfBhX+RQWsqYPUBWuYho2z7w+ZEkFHiUkztSDbthARwwsmJPKy9kzM5mEHJN5GoR+xRqvJnqD7vams7sIY1asbajHdGI47VNLuR7eEeW8r01+C71Uz1XzX1crfJZZp9XA8dwNtlsnqvM8TlA56D+NCY7e36rbyu3fstLxHZz1hziafvJGFJuNJApWX7zd3FGWKf4qVO1D87y5Omjt/hvs5RH1TGJSo/Qz8/c9iQLLUXX8X4XLFv+bUnhiQqHs1p16AmlOvAZfj1JqoPXE5TlXl5nQ1zmAjqwx/hi95pfxX9zXOYDCi8oqodfHviUGLf1fXX43zGJSoNadegFqlugYMStRapboAAxL1yudS/VW4HKfWzdSeuByn1kTtiUtyqjFv8lb9O/sbcDjlDS3nS0Rl+/vJUOMUndPZY3+E1eWSqLTsbo2fMGjxL4dTapnaE5eTqbVK1RODErXWUy/AgESth1MuwuU4tSZqT1yOU+vi3xO1TL0GDErUklOHyy9bapzFnBDVWjN/gh9v607qCzBgVTNRNVPTucY51LX/NWBQopYDfzVRe2JQotYy9QLUxf8acLniX3NqTwxI1L269r8AdfG/BgxK1KqXSg5XKyrXOMHw8D/DA6HcU6rm1N4YkFNpu3lETdSeuGTxT+ca51BXVNeAy3Fqraf2xOU4tSZqTwxI1Hrg7yLUMvUacElODeFL/fvp1wwj4d2fH/9Veirn9mH9O//LbPURzx9h6vg7qnSucQ61TL0GDErU+7nO/w3hcpxa66k9MShRy7X+aqL2xKAqVc2pF6Au/teAQYlaD/xdgEGLf6Wn5jV6oKiuf4jZiqgdgDbAfn0uz53OPm38k9G5/cenaoZK/clPTwxY/Jd/qqjawwu0Pw/tv4EneUGzYIb2IOmJfd8CwBZwtXMDbQ1z6tmlTU0qfG0I2rejJ7r9EZbOW1w7Bq2oyhZVF1FDAcY+1RymG7AfhESbtEcUD4F1JixwHiwLoQN2orEMNhDdwlTggJboK9V8WuyC9cbymcD3g+UM/WXfYSq8AnhnPLTRO0aLpSQtOY1ewj6wFDmnyAHYS2unKFH0Z9Eje8nhK6bRtX3YDWBQonat9fetmY3hpZh7186sZzaDwmxJrMRiBFhv6GegQmHzTOfSZsYW1ms7x18jFf/Lgp9RtqlHCnuIUQiGwec489Zl0JhBz36pqc18vg3K5R7URMaFM8jOXkOezRQt14C5qWJRe+0K2wyrcyPZvoeVmO+CEq0MUoY8zI3IsrVyMxiUqD301Nyv2rjDpjPw7VzOFDZguduTD4uOl4UxJBBGC6MLUNpIIgu8kWyOwUqhWUzr+xfSby7+M0TF31sNuxoDqT3Q26pTWO7BjxWTtvEf+vTrSFQkWfDWS68pJSaKkLZMQn8jSEtlJjKw0R8ceDBZWt3+pjAgUbtbVFJuCYC1TXwW5Am22AS/isX/H24wcjsmaKcmYN+P8HGtNI9fQzGhkfBfAcwWQ4oziUIjR5q/5yDFjD9ATkWhzJCougnNIARXUASNxAJ4GtKuOvgSpINsQ7+e8dBh7/7ByJkKSHhORKUNwY7ehIx5KA7QR/hJ0F4rBuXUsirpqo4eykyDioe5aB6YTGTAM9oLRGdZE9azWYjZDDiFtJMxHsLztKOEzHg24aRDsdDgMNPIYTvriLcbWQv0f/AqE/jC5CzP8O28/JZnlmcR1rLE1DFzbchokyedObwbgji8EsFlvJVxphSHTIhvVs3G3DXt8C82sLgmDMqppUp1pvj3hArl+v7XgQ7tm3cXMSinlsV/WHyOswsLn4UQC0J8xJvZhY+RzohIt1ve76IN4lP5OQx6oiALs8lyFoOJhYWPH4/DU+A4+5HO4jMFpJg+fvr48ePnTwsL4gf5Rog4+2N2zBfJTJmgcBjmBBhxeaHAnzCihRs8vMAH+OPj83Ct/F89XpZELWVqVbxn0t6tP+PUtrf7GWBj7xf4xW4dfcR5X9A97Udp2lkGq518GdVIMp1FtcM6sCNdvoSu6g3Bz0ggapXlwMs9lmj7Q9pMJSE/0w473hua9ZDY6PFnqXajNdVgODvwR9uZYDtyCjQIa/Ch8sANrKfnsO7FKiwTQQS2fIDlAZYh52ETTKKSNsPJkuMfYHpcQGjmxgaMZApVWaNlcoZ8XsMIxqjTQG7ucvjqyCRRE8mXFt9Yje2BTWDOHBTucZhp8ZxavKuOY0sPX1ORY4Y6lOKdxRmisqTkwLyO0BaADSjkNGxrulfIL+imkDLUhEw85aCABaRkzt4zh+xuNLIiWQ7DKDo/Jx7bhrZjR8hbh8ysv6I9rrANwFp7Vizmwb3CqH5w5NQXGBF0JFiJgRrYLI2rzr6ACNg4W4AtnYunW1iWIixog9oeBDfgijE3hTOz/n6UJdAhUTsCvtEuPwLb5hbpC1NoALlLe6Ypatpy+Zp2+ZHI2wtNfDOSdvnZeFtAaGCUnWaGpMdX5ZCKebnLj4QNtbuKZ51nDTWzQHupFsDHeTMjjV7CtEaimoCkz7Jg1QZttrQCn1YNtiXYk6wAMROIqJ8e0rZDdxjdi32ZVeDU05FTg2AUH7gAG2Ibm+jIGBZJSvRFurfm0SjxwRwELtEXrcMkrD1C1nqGjR58F9zCekDq76MX1YHYFsxuTROz0x7eKBI4Co91Epkvc/YRaN/Yt7D4nRJ6giTEgkFtp2EqMHH1+wjaNMBiOhtIVJanDN1hdHOqVMpuYpmMk0jgYfiwkOsxK7DtI6kry4l8HcZS/fVeGXDvnY0rkUnxRfI1Eg9Bwlo+asW2hRmZw9pRx+UG6YMSd8zQXlSwMD5uRxQanOzYYdoJyR6FCIZY30r7XY5g2w3FLVPvIT8KoD9xace0+4zy+KHSEI2TkH/A4GU30F1FPZp6DTie838e1ccrw8NH6VzZEobx9xNKqxMHNJx6ohuExH+K7EipMtLk0GWsDMl4EqwLKbYbBZbdAVB/8nMhBiRL/cnPRRiwPjyr/Nc4i0GJWnPqBRiUqD91Utc4xeU4tVapemJAotbLJ1+EyxX/mlN7YlBOrSuqCzAgr1Uq1dsM0aiPs0fmiSx/jkdnKqpOfZweeBqwAAebpnzUxb8nBq2ouKZLTdSeGLj2/06XuvbviYGJukeXmlN7oubUa8CgRH24TJeaqD0xMKcmotbFvycuJ1NrTu2JAcmybtOklKMse9asj/PHSYvq2Z/9yuli9ay/nhiw+NcLfV+EQWVq3Ul9AQYlaj2Z4gIMStRqMkU61ziHAYlaT/u5CJfj1JqoPXE5Tq2Lf0/UnHoNGJAsEyWn/jzFrsbw0fDOdmX8M1Sz/mpO7YlBi3/doroAl5OpNVF7YlCi1rX/Bahr/2tAzanXgJpTrwEDErVuUV2Ey3FqTdSeGLAAVzJ1eHZhQdS/M7+FWVHET7MLswt/eqY1ZxA1p/bEoMX/52ZqntFXowC0eBrIHospHINlaXJbL2T0zT9AuSgDSNvtWTyrDAT1i3xXzedbxpXJVD4HW2nY2lKU9MXuL7Gd5gz0gKX34jvwsrwNM3hSaX4RwnYvLfWpV/zooXwpZ6DLd32TuBynJqIaY5CbrKfP+I88TGfgskIi5xZknWV+yiFjyUytuOhHmJJeQ7ZNAkRlsYC16LndTSsuiq8etD9a9zYrmNfegJI7OsimAIPxQEtlTKu02NcR+PhMcD/fKlgDbaQsjJcjngvvihamIJQC2Zz1kD0R05m6oORcPQYkao/9/W3Tw/6rOVrrz0MuO+WydEbYYp9WTkvL0rEX1bJ0b8EjU7Uk22FtJrUtEpNLWuivoFUp7Q7Lyd8uLUuHhISC07J0dms+T0uyRAnKbGYgnLFro3wHnugOcWrB8b14OHLT+GI2Ai1n5yJEl5ZjuTEMyqldeurursISZqbbnjd1cUBr/Z0S9WAO2ciHDUZE3cql0Tuwndb6Q6K+kew1k/lbDSyuYNl1IfvAXqe1/jL3ldb626W16SSGLYm6GV4h79PaAkdIVN1AoSNArKzjK2ntlkQlbyCd9SHgy2gX00jUMSRq+TnNzeByMrWLU7WKR8zn3vzn95XcnoMVpbD46xf/tTqfXqzYiI+cCTXM/LwXrBAKBabc4T48c0oa2fiAFGkBlvFCrPvvtDwiQ3/e7azkat7DrBKeiehsQ9C6aVkBfvI5sh++G950/7Em8m4Rg1+e91NeZw2QUawueOa/B5/zolyg8aYwaPHvt0UlOVQfXfwP4XKcqjodtr+/2lldba8ylg48EWboZpXN6KJYwSubabchOeBN8rJfLQ3WTrboAW/bnRTH6mqHLDB06YQ4Mc20oQ0UATJ6GzDhdEOY2W9jGh2g1FISGE9ywHiSzxsDywZKrfO94tT8gXnQemBaDxCoBZh0fYBWdNDJ7O0tp9tWK8c78v2ghf5ptXC0ySlY8kh+KQgZS8sW2aCPMhDeomeM5kGefKfoyE8Lo0vu1ZEcUy7wdGyZvNzYsZdjPv8YD2ihHkQ96+8q0a2ntsoVTSFrZjKvVovrQqfoVCaXldri2Urj+5lbUpgY8HIRuSaG1MfOMc3dPsb8fHnlRVbY+HPVbn/OCKHM9h1FN1E5NNJDjVuYhR5KdsXV0DLwPhnOLQ/dXdu1I5ITLcogKdqjZMRkjptWCSdEk2Btr5WRSqF/Du2bb139AbpVKitb6WZ+OkAHGzlJT8wdO/pEC81tjWbog5rxiuSwcxkU0DDCaEcNdT4mVLKMa8SSOcvgZRND62+geMH4mJOo4SvIPx1qVJO0jXEdkx/bmgcpKF0Jy6CsfjuOfuafzMRJfC2jo0o/hyg+sexBM49vYFJ86mR5xsPuJJOCsnUXcXYqZdmNMd8oaOmyjHhLYjvxK1IPLC1L98IYZMCMOLQdirQsHaqwfAE5bIHNKLRswgLaIOE3kU3xcBjNv7AA2CRAWmPL6AhG9ozT0R5OobcnMPWex5eUfIZN4Jbt5JRY2F7UHCKtPbj4AVh4C66dB7YC33QG4wxb05/A2XPi5+6gu5naAZEamVj8sayXRDUvwI3Qc04ZfBDJF5HsIoBpy6dE1I6JIAM+H0i2r+CQEUU+4yvQFltSSNT3YD5Y+Nj+BLDNJHvbkRC0MUOvsCyMpLX+cu4OKEGJoiK3rAVNOLTyQE8hUSO0hz6kxdfeAxJVoHyy8IGIGmF+CeQvlmK9bXQ3U6UU4AzAM5SnBlv2oqEzrraY2qaqRa3J8DSjqoQpKWHXNZYyV2CTavTQPQcYyYwH9SGz2KxCbcJBfITnvKDlLGcKExras8a4smI734bhsaCVwqhaCltcUm7ia/BIYyU2C+6tFFHHMe1BvNXBP23mTVto+dnsgDtyUJjPEtQkUyotMXoH0aNDpcZlccyp5Y6fvTFVXQml+WE6Vzhz0+33Z3zFf/KBp9Lnz/7PRFei9ESBuwP08HjVGGjbVM7zqpkaCJwHngwhjBxf0fBuo7pBH2Hj3bGXU4x8SUG/kMuX0gojoJCVObmMnLiRb8QXirdMaCRZpKiPUz5FcisxUiZyFnwEczlyHZcCn/9PgRlKKxdXMrXGeQzaoVIT9QJcWX9qjVMMStQzyn+Ns7hkf2o61ziHAYlaf0d1EWpOvQbUnHoNuCSnLu8tG1Mf545i7zuNLf0h9p5XemoaWatxDll1/UOYkqj1GFVPDFr8u7r+apxHXftfAy7HqXXt3xODqlR12/8C1Jx6Dag59RpQc+o1YFCilpw6vLY2Kp7Xx9ljslgTz1f++FjZqnv+L8CAnLpZE/UCXE6m1kTtiUGJSnsi1kT9Bera/xowKFHLKaE1p/bEoEStlf8LUFdU14ABiVo3Uy/CJTlV1uiB12/fDg/w262V/wswIFlCradegLqiugYMStRaT70AgxK1rv0vQF38rwE1p14Dak69BgxI1LpFdREGJEvFqWkz2hrnsDvgZrRF3aK6AAPO2wulntrN53YvffYL4R2dSnNPzDwuZUcPrJfv6nH5RW6guxPP7x5XBkLQ30Ov5dLQ//GSDbeIK6v9pwubJUoGitJd9Pl348xyCF04oFXYvjHwZezb9JU0rZeWQKtcnWBLsQZUxeUs5krB9BNuslBdrvbvIirfsdNMq0hr/VmZSTxtEcMJJTmX/4F4HvXXKBmYozkNJn3KHF1cAR7fMnCKFvjIl1+D9g0dbdx6KnUM8Gb49R5zwxpjUx5Po2CjwncXMf4Q2aSIn8GKt3xJ5nKJkuRxaEgoTNEoLnNY/bgFeJX2jR8eCqr3GiBXjsvV/un1L3yK43gRXoADf0DL0i062ZnjpgAwMi1Tp97pbDHkIM27f+CJ3ijAI2lMg3k2DvQhORCRBXjL5gDPyO4LoL6jfbYXOM+gID9zgJR2jFZQy5Di3uomeLbMlo+gGRyGnsEMTP+fxfUxjF4Mr3qQQW9BwRdGMQ8MIyvXZrluXI5TE1H5yAiW02mw3n5Qnh0vSzeXlqULWS7BZyrQsnRBFrTW3/AmLUu3l5alm2ObskDOLZBSB81szrC5aVpDzodAa/1tw+53FrO3M+V6c7vI4ILWwYjScqSf2UWi2hdYLoolIdokILz9KrMfaP0xIhUbWUPAnI3v0Ww9xJtZQ+VynJqKP3/Ikai5s57vMG/p4UeweGbG4SMENwVQWG4NVoneNnLumV+mE62FINk/aMhyzedRCI9tULGeQ/JZEMjlGXInK7QYxbDZg9zDjn0VIvIuEnUbE/b2O77AGfXdKeRGEZE9W2ipjNvGEhOJqDGHHJOPVAasv2Dl1ivFFXBqiVWTo7zUE0EbZvPwBvZzeoJc5DszLH8JGss3b00toyFoWq0DHU3LmiXe4mY1Nyh/TQBjIBhrRgAZkZbn0EZr1rIPgOXcMIZRhhStMR2wxmr0+87mU3jh5g15emW4zS3GO6I1NxZMDotmybQwWsBsUU6vH1cgUy+Ec/r3nv42DNiiqrZOOqraAufRrK6IovhWVMaeKB27AmTZk+qa0Dxzh0gBzvg/D3Q8H6hnOteGner6h7gjLao7oOj3woCc+vJuEPWOYtCKqiTqgK/kb8eARH1ctv1/2UvVTL8GGZ/9LMgaCLo2u1zQ3MNnk3DGXxfKSI7xG3FZJXkj8Jjcnx74r2Rqzak9MWgvVT3ufwEuJ1O7iGqzjDqVoDWLp2eldEB1XzXOKdwcm0o9IVFLO4AwmW4o4hMFlxasOwE20w4OKzOCHz0ptTvC0vATq+XtqwSDKv8/jfs3wCby2Y94OlklFgvC+T6MZnU9B0akK6BTvq0U/jhvS11RjDhsSZVRpC4nDjy159NpCiYmwa6Q8VYxKKeeNlOZEGICG45jbWzoqw0bIY42p61cQFKUD3y45pg3w2GtyZgUTTCCFkF0EVvkTigYw1Y7rZyqYKIQuVt/tKr4DtgXogHzLgPzacyAFB+mo8RkaCVLKHdRWUhnbBrTuXyOBerGrexvEYNy6s/NVNsYAtsy9jMbRU5FOuEDBgExs7NBpnRstEiTJhzCvsC7FkNPI6/hR9pKRYSCdTLAwA34jIwnLIah1VYjdRSIcMgirZw6ekzUtip2iZyMGNOqObWJV3D4JtOLvFVcnlOfZo+omzKH6dzpvT0rrEOiCkYPt99IC51OE4Eg6hW7QETdop5TLMVMguJYlJH00Jmn7o4MFkdhPKew8aCdgbSP8N3w1gitlco+bVRELYt/SbxqveZKqFi8vbdE/XmIelRK1nprFK2g6tSeVW9p9VQnhYExaZgPIOTkZ5u1PDPD6hVSQwW/n+XFUkHSdPs5xAIy0SqgjYK4MDwtrDq/+/U/+UbBodzjikL9x4FFn9ZrToM3jhZlRaBkQEkwTNvc3Nvi//Nwyg2hlNIXIdzQmMkFGJSoqXqulf/eGLT41y2qCzAoUW+r+N8LDFr8f6qoapyi5tRrwNVxKqpUdKFtElgsRS5Y2okCUbYzyzWXx1MLiFoHx7CSZjlU64edgYMUaY4RBmwEn8TLK+30juJynFq2qFLvioKRsu1P1MLmUImq6yPREQztLgmMZl5QM/8UYzRXiCfXszCQU0wa4rQltfSkT+H2FfyLcBWcmvhHIOFYLCwSNd9tTLO3aQ9UCfE5siFSMBbvCmZjwaY/oP0nWQCXGRLzn+QLsg667mYHmckepy1YM1MEW0DeKji2ciOLGlyWMTvWHAKpJOjMgdu9m8S9PKeybC57g9flrMOAY9sffmDzcqXcoiS1SGljjzx0mGMM8pcMZUEwaGnhE7ZpqbsLfTaW1hf1f+i73PtkjYfHdgEbRznHLGK7l/HviyQMpqEV/sO42wpGsW16zLl3C1fBqWN0CmBzPfpxD5v3OXya/pRIRUT9LxGVBMIo06NyYhGLfyugZT6uLOTkC/8FNdK0XJ2dBrn4GYwOHAWngHw6EXXM8r0Rg7Q1//cFx7gPmaK+E1EK67uGq5CpORV/acS0MLkIClRofAmHBiufp08YV8wzqXkcn5ZBmIUcCzM8lWFuRga0oJ5oln1H4fE8d0Yw8Tl/AMogH+YvFTTtuHO601jMuImwG5p2VgsTxLusozRWX7ewe28/uApOLcH28Y+/fWjTqdwXkdEN/mbono70Q3s0owvsl77Ic+lBTCVnDD+D0gQjIh/kQpHS7orpl/yvkv87ictx6tXrqdWOdfcbl+PUsvjXOIe7xql/Ba5OptY4Qc2p14CaU68BNadeA66MU5mkKSYABhtMrOqcQuizE1SohwDAdmkNfFi5Dpge7U3HUheVwAt961beIWjw9W7jyjhVAU/0WzzTSwUS21Xl3IcEbMISuruoIs3v4T3UeA0/yFZjHi3F9w1bFwkDzv+6OVwBp4YQqGFvqNuvmLKRepOG2HBGo8ZLASmykzn6DMhuFe20yfSWKuCdzMBkFH4MM9HO7FdVMK+/BQw9m7qoeAOb9oXVh/hSVAChXjMuC8bU1jaY3RxEtkap30VcAadau/QKLzrDlmQw9nNnAcaGkFepqySHBU4THTLkZAajU0RUs46cuogWP5aIE9GbYpvWtNqdT4ymYSCf64AeqReGRRBI8xD4ODzCGAT/8ArUDNquUoR3FJfnVHY4NoZcukm9VG5FW2HnYdZ+KjuSRf4+bWjcQBrmTloiquBos5JnDHKSjugtoyHvx5KmAcWHOeRfDS+JSlNVViDrhLD3Hb5BPv7WilV8B7JloC26JwPeKVyZTI0tZLKyl6rxUoWRtCv95jbYgg3P20x7K000LaQbf6s9U7qBFh9RBmdGvIT43ZnIhMhboIzEyPQRy9iCE4E9GfJTuWhnj3fs2N7Y93Wx/gikyduH+d3s90NcgUytsN9GroUZKpRUo7Tp1EG7TnmPoPGSNHkUTx26QVc0J9cO3XwmE3lb7bRXyVe7GmKhUOSZvO4nUxXD3cSVcepVoLj9aVBXgqvj1BonGJAs1Rd/a41dtYtQmaIDzQ21SwZV2Scj2jQytdsgi4bCII2MPJIxecJ/6YZOyT9a4bVBsZT3eCVvmAh6RPsMvVI8ydOdO1Ku/xS7jYayQ3dWobm/0DOpyqlxlSinR9S4UqR5+jWuFuaujmTeZ7Ch1BHV/l7qVjVq3F1wwodYo8bdBH0eeYKMPpaqUeMO4iUtYFZhv5E+vatR4+5hr4tRT5fhrHGDYOLMqhI1euJ7F6Oy3VqiXiOC8ogHZDQFmmT6ahxCkS1f3EHI8tfeP69uujH9fM77rFqp5Sys836O+H/L+zs79Pcn6Jao++oSjMqwMRYCL8cPrh6M295z1zFde27A0JZZsTNDvNc8mR7oYJCffDIbNh5229o+YyNQtirjCb4XWeFpVWOrisyXS1MDO5lG9ckfVuOpPyF6X36rdg780Bfp+4yfwQ797ytI44syFz+hV/4vAL0eJCKtNII3SM0Non+6CVEEC/YsKf8c3RK1vZuK+2Cw0WeBiyL7BeF+h5Y6O+/tLGyu893Jp+VI9hkw52lNnG7ozEcblLRcFX32vOt/aF3ibrDZIo7ot7KkPWHoc7+xIWZyf/yB6DFWTZEjx0kAufUg+uYGWXIhsyxuYg5I3maZGkIZ+1llmSwn+DGzlWWNZiUW9Q90ia2TiLn0r5HeefZtd958yrLZxHaLb+S3TD3xTcyue/LsCC+CIszlN4Vm7lS2G8kQ5/zOs4wmc1n3FtMeP+ZaJnxMC933C7OzwqDly7lxLPfe2BW/iyTN1Zhw8y8C029/VaT6w/esXH+fsHoZiboodohhNr1HEjAjpEMRaLA0ueg4FzGtk2TzrTGH1AhCGBMXKOc8lzFqO17sqKh1JHvHWXCyDMHyOPZDwwFGM0qvbpVcTiZpLrViVP+8xVuL0biHpS3WsaMYkrOhWEwAxmcZZmKqQylyTIIWHI6Ys9I3yrQfUv7zDG8tWo+XcTPpaX4iC08Zz0vPEz9cYHtx9t8lLWLAjMe4kJZ5wVcvHD5i+ubWYpYof7qYxfB4d+hGkieq8Fc4Fuf3842wjhKVEpz1hQWu/BHKHOXTfFI+7BsYXvoC34YuvEQ6yiRReeaPOFh0QRInIKOm12+Q/1M8TzAkskmcgaWjUqKK44v/xN81vWaRpOhGRsV7RvjGEjoiX9Jbo4CJ09pmLhV+JNMYPhS+TbGXxxXOXZwne8w4PrF2sWX159nvDIubax3ARKESK3YwOwHzWeQzWBfIz6Vg52Q5OLol6qWqfixB9HBczTnGaTU74VvAGzs5UrEZMMOig1JGMSRUxILu5RBT/g1o37SgWxgkVULOv2Cb/wWzYDEYUs1gpNMiZ7lAuYEvEl+ZA1749Oyd/DXWn7kfthhOtTuyfNPEqC9aUeC7j80J2GhkGt9xgVIrLzKdu0VUC1F+5r5ccg9j05SNAJvF9gxs7SQuYNmxaqc/a2AFOh+IwjFknWfLZpJDkBoWd9MH0MQoKSO7HE1bwFSTw14RWRvtiRA0VZLeX7HSfozCEdMzzcSoLeRDYwwK0w9t3vBxEb1NzhGBwGR+2yKx/AfMDF5yqju8a2M0c36rZJduRsUL3j0KMLSFaiu+j6rqR0albS3wUnK3Rp7OUbhiiA4yaFJAdNM3MZZwXASYKMQ0eVVtoGXwQfk1CJRv54fJA8A7Yjt85awkFHrF11gx6gxmR5jD5r+oB7IWPlykomq3fesSg/XdjAqX6Z6aFpjXNoQ5vwnmNa0V3cyJP/Cl+GFiz1F4FYt5BuP08pyPbfuWWhbWqSbyVMio7mUrnlZqJEGE1R3ypSiwSiGL/LBR7DwHSxEitwp6pRgpciZGb/cpeuLWVHcho7oDg6IAJepjCI1snTJCwi9k3nWocYLyJxGe2GcHQ2GLJsAHj9luZoYUDKT/KKXMoEP1rUfFxIrXtGAEyi3xCh0mBFmXlaX223jK5kzH7VAcWMOiRE0vnGEGi1J/QEZdJLGFEWNrihjVvPZihibnofqN8jLSjGB3wqiSyObfpwetGHUcM0CBThmVqn5M4h+UXniH5WkaGRU5tItRaYz8hFGxylthbB869FErynfiIf3MN5GpwpEvkj7C1nYw31iDJ3ogHzYweaSXhdGq0JV3K3SXobjBDCCjbhYqqaVJooZirlz1yrpIooBqjDc9VLd+cVaiXqJ9OCT88CuYyHbyDoRvVFBbE8eMqtgq8RRJVItKPj7AKDEqFjHIf6wiESOzh0VriX91fgFLHYplveo81p0o9jhonaoN9AYzJDWR3ZIgQ0oqzj6TRF2jsk3SlkCMmgw2FqZ9IJHK+T+PNkmNGJn3jYB11M4mRi2JL5BHUYbmHoWgLraxOkxbFaB1szAYgbKjlGIxhxyAjNqB/DCYfx5pNuk/QXhyLKbmkO2eezkND+ZQNbVmGltOh6/w0TO+ShulJJjXP17BzFdqkplihxgVRVrxBv1HDIQVTPaSGU5VO6asUiHQj7waoQdOVb8iiYcMXRWPUqIS7yL3YxniR/4Z8l2+Q3rAHioXJaMW9FZRJ061ENYLfidvo366gNqw88V8RwcqAsiZK5Qwga29JomKL+5V2dg7YdQTiXrKtkmiotf/B5v/lHUU3uELWi5Q/jOR23xyFys2UlkuIQevrur/6pxbEzlP0p1pJ1DZw4szdo9O487hA0+jtkMKHB93eeAYwtp8TbwPWBBt7gyqpm6cijjPheHGUTk0hUK1no8LHT6QeotOrtreCsk1LgyGWV9Ff2LUJMbDt7s2X3LbppvHih5jzkPLhakHazkqnA6bDKt68mOemB1hW6410XIomZhZQcJW1qgNp8yy7y7ny05PBzf/nuvJB5jneRc6ZmX+ocY8k1/UB96vlGliRoQZokQp+xSjOVad8Xl12SKYarn3bpzsD5BSo2UH06L+T7Qo9em9MmUCknAUSZW7USoSVk/iYx7nENN6Pk90DdhecWERqe2wysJE3YqxeDePqsjoPJF0bxIpW76b9HJcmWT7HWaTCD4TcnH88hBJlaGIMB+oxGo3/53Tuxwx7n0qmkgzF/AN5TogdR9aTHlk+rtzyxTtNEaKmcT3aywfj9lbTfHyOU87mg2KK2PUawIb/1aW8rsMEoxplde/BcwVspr+fUWwLZWVi0INiG5G7TQu0T11TWDsMk93Q5hhi3/drD5mr/SJ2KtLRtfd4d9WDVmjxt3DlpS7u90StZ49VeOOInTrqGfG+s+IajttrZ3G5sb54cre6OUNw5+OLVCdXhl64KJq50y4njdptbAzeHq8MclPYJir4xZEX7go24jfONcYGL8Y63+68u10UQ9ssUVlwvrbBti5lX7e6+bw57NdZtNbw3kQR8fdKtjEVUeVqQes+uU6Y6ZZ5sukLs25/5Jlgp1zZZpWDVMv6ylmWv+UvUjnYQ/HQnBZXvUW9AGbpX7eX0Gr/FfD9TUuh7Md/seNKbth81j1qhCsG0P2WAwAmQMukJ+NC9T/EFigNTmpH+NkEg93QsjnyDT2zXFnj/1Bi/ii+EKjEdRvo/NA/TWcabrjuai6L9FDLuaHqbeOfFIX0ogT1AGVYF1LUK+kzooFp3OMXjuKiXqzWhSD/SDyBo2yY5bcOgXRwq3RqPeqFmsUHaZV5XVVUs896NcfVoNb5/+JNLyN2Udnm+e8zJorH+KAHnFVf6AoMIuUM+405jF1UJENB6bzqZIYJ51cNa4IZ7qnukamFt3J+tCIRbdtHh8hh6xmKLbGMYzdjvh61Lgl0RZUDkxkibMXxSFHixWANy8mULOgFwthjgQgYR0Zcp1G5YREa2VsPg+QGwBXZmQ1pzEgErcv/10CXQQwahnseDkriwm8bxBD0v7sWGww3XzbIvMFYLEFnTzj8FQdYpZWLIbEqHafAzwoNuHr1hp6yTHNcfSWSkUo0rjAzK4DO0t+GzQWJizkigFXoyzkbByzJlC+t94aCHEaJBIhV7TL+zCDPeXaXOGjGbT9IKnomg7LkDKp0NS4QvyqH9XOv+hi1FdOcitopgdK1A7xlFWfyGGWRj9WZ2lIj5fDGhvEhXwB39xRkT1rNmmED6bUaNUrtxrE9iPqdCRGxdfdoO7mp2arUZQZ4RIDrEaUqOhTNWmqSNjKkOsSzLNmVhSzWL3GVL3TUNqSNAfE6Swa+BoxjzB2hGy9LlSh9KpB9oGAEjV/lGVPmpLD1MdGLNnIZoIENW8iowqBWjVypC2a6A85kc/ic6Afs5UVyKhqoaTToQA7Rr3qhoayUIpOvfjwFIVoRF8jKPDNDEpX9TaFrXGF+FU/KnNjWC229Y/0Ttn8scaKjArvC6xxXyMroiDjcbaDoqsFMy5JOhS1gsGyoqF3ksl6iHTamRYJLyM5e4uSsEXsR4yqc6u3cpgqRoF9ypKGacUhTQNCx0ZchLy5QYtcgSuTH0lDdCRmkVGtDWyYZmmGLG3diOKyw0SShZ9oUNLCe5SSgUrSPMr1ILEUWrzivRmmACgaH2FeuUKvdku9wsK3gGorVhkYM3x5QUPk4XUOQxIZdVQiG7YYvPiMpCHpSyJdo4C3cpw93P4B7Dlq4FOj+T4zFjazxymBGleG79lp+/y06rd7In4U+gAer5SV5CeRk0hcNWIWK9lWdNwIZFKxaN3CcwsP3x9GXbVgXuXRfTGkDoZqch/haT4m3csZeDUfW6glTr8b/fGvFjkLceF9m4sYuMhTBGlqoBa6M+2iQZ+Ywlj8kJxCnEWF0M5/jMgfeVxGZZDEXkeTytl+vBA1sOVD8dCgLYZq8dbaAfC1uMxn0cDywwXdwYAvtk5ytWjiCxqXhSlxJKIg6Q4m0ny9ffcjOYSPn8LGp9YqPcy/xJq0/lhwhzTvz47OGq5nMTcBM7L0vjWkP4uAcY6dTCGscVU405hKsxj+J8G3XlzXtwk1rgS6m1FV0Ugbgu9mjUwlU3mP2C3/jXL/7/KnTkzlrzzO/yqQEeOkMOmye+bu1GtlqtKq7iqcxF9djnOZ0J2b6gHwOLZJSAFPb09dG977ncr6xA5/BMxJGdXJceKGZnoMSotskutpwL8d+Lg3BXwHjxqnjNpOm+nWqNEXGqn376bQPTK1Wn/XX6NvsGou7g3hV63+GjUuBktfDtwYuj/uq1dKqdE/bpxR61Z/jUFwi1X/pb6ZqvE/hltl1Lrqr9EvbrHqrxm1Rv9gab2AG0M3o7Z3ax21Rt9I+7rdGLpHpjoqLTjwLXtUn+vzhedv2ZNnvkDjjR1Fo2tKeqOWqDX6RnajX4h3S9RaR63RP2681d81za9m1Bp94xa7py61SFqN/zHU3VM17gXqDv8a9wK3OtZfz56q0S9uU6LWu6LU6Bu3ODK1X49M1egfu7fWjwrqSbab7Tbom6P6V/9+89uhz6bom7Hr/yNLPuv6Zmpf1RK1Rr+4YR21W6K2d+v5qDX6xY03pk4/RenUHf41+kbdj1rjXuAWGbWu+mv0j1vs8F+t+1Fr9A2W3ehC+t2MWuuoNfpHPSmlxr3ALeqonXqGf43+cbNrwJ4dmWq82JKS/jLif6y+1tdfXwuFprGtF1tj5RFlvCYzpvZC1Uv61BgItzgyVS+SVqN/3GaHfy1Ra/SNG2bU7g3Raolao3/UErXGvcBtfopSS9QafePGJWqv7Xtq1PgdblGi1jpqjf5xqzpqzag1+sUNS9TuVj+oF+69w6P+1b/f/Obfu2LL3SBi3eqvMRBuuOo/M9ZfbzZRo2/cpo5aT5yu0Tduk1Hr+ag1+kbNqDXuBW6RUetF0mr0j1pHrXEvcKuMWrf6a/SN2/wU5Qnt4t+s//W/j7+n003hSdG1SFq9IVqN/tHefVmZbgRnP0WpddQa/aJuTNW4F7hhRu2elFL3o9boH7coUeuqv0b/uM2qv5aoNfrGLTJqe7cemarRL+qqv8a9wI0zavemvXU/ao2+sXujjPq4S6KCeqJ2dxv1v/7/5r+rdlVjJ1N4uanftzONqVqi1ugXN1z1d49M/arVv/94QcqcV3cA1kVnk4mLmHdJ5P7BXBw9jbBP8BjLZBO+nEnaClHesbUozsWM+e0OeAav3ryQsTVU3fULF0cq0y/wSjz/VYp/C17dLKOa3zemvqo5DUwddXHqXGOqNLW8fFWa/hBL6o+f084WPnHjSy/oVuhuRs1ddWcbO+djtt73LhVs1Et0zryrLPqEcb8pZW2XT1fGvxUHt9fqP5WoT6cePrTc2uTGj/xu4okgZFY0MXtLReMhMCOLrPCH09DRsvkomyxFCMvVs8LPSb5v5LdCBuDSK6N8Pv09qiceRVv7XWxm3zw958Rh81tRidbQmJNrb+cUJym3jTxpKYksoyCE1ckYCr+JXFLsFJkwYz6zetcXmkV/ZHI0YBwxy5r+mQbuXqiiyDsA65jYs8SoGnN/VHkqVJpRYYrGOl5yn3Hk1sM8zqlATK+eZD8s5TzLj7xj72OjmKOCYAXGdRTyYu6/dJPhA7ZB+GJ2DVNjiUKvvy2DXSm8BvuhkRXFcQH623CLK6Wcbt9jQwgjIfDSjWnpfSOARTGq/4kMJaqy+HoOAea9ZB0Uqxa0nyOGWjUo7qZ2s8DWUEyxt3MTYDz65oxxdB/zBjb9HIeQZY+RT5AtQyXu9luFtCwW86vksyPxTfPGjplhtuyXyKNtP99BrmUrr10bmdzvWBhpZOurBhUR3ig2wcxlX4BnyLKLmPWQYbrIigFGKIncR4DoW5jxuAj2gOIc97s0qRIZNUAotr9ipD4wiZm0RWODsmbh6yLDyA5U8lKEFLXEZ+M7HkthY+c7PN32OUwUGT+m0CJMF/4xfPfo3f6tKsCt9qMed/hrkZAnIge9Ciwii2gpRZzD2hclKjHqLL1iyVY/zM1aeqkojFD+yiIOF6MM5Zx0o7lBXiFGReZ323FU+T3Y88UBBHzxq/lr5HDukSURLC8Opw/iXM7sihSigW8aY8tVVqqiX+IL50Th3wATSbppX2DtipGbiIye2PONH8b4yBS2hkVsSttpvZZLlASHUa8wP6RqM3PYFF8p0pdZQe1HRyUtFGPpKTbtYRFHXa6HMInXlHMelRCZGgFNzEhQfryMdOoFsqx9i5ytX6PbCYUsSVQknXuibvR13iBucxv03jrqmyyGPMvWLcqR9c8oWme+e2/aGiu7dawc31EVKbR81kqSb887FMcodTZVoxVyYdmkR2GHLDWXaZ2hlmmPfNRYXSJHyh2ht5olJ9oFqoAb/tAi8+nv6HMm97mOfm0RXXnWxEis8qh66NeF0aGVSgZqmU+QmTrLhc9XMYdxc9L7nAn/adN55MIl6RfCGuU3qGa+/n0lBBW1I52EYLKm0ysZaRehiU8xXLhVyIttvZnnU/u59xMzsJr7YW0wfsa2ikOdzz+16HWGiUIa8RorGP3Iv2foV9utikIkmd/si6bRWfG3DqLcYof/rxZJY8xOp5X+2Ss2wxhDC4ahGFtEwyJxGfpg5V4ANhabjGGdjtGxVwfo2EZPiRNn2BAZsdZG3/tlwPaBZahIEtpDbGiVoqf4sYKnQAzV5DJ/ZUKrDOOgm1edNjtISXYOyEOHTT+l+DBmxsiE9+1OaVUCU8HHIItV8oTXEuhxMSURCslLpRx1dEupYc7pAdDPq4PVTsovKiJ4wWwk+8WhpxSU6EDJPCWfyZQSxUx1J/S34Tb3mbqK7Xu0HI5bUpQC6x6BKZTElblGP7hZiXr2m6lGHBuLL7YibZsi49jW2PE9Gkp7PNGuKvgvLaodVpI52cQF0m5jHCObZF3Gc0gG+h2ncHyqrqVbujs10AkD4nHsciZLp2b8JwOeKFA60LW8JQP6OA6E98mrxEzGF/E4csz1wumzlNcxdD2JKNmX5upIEVMEsbqrtpsp7eifrF8QLf+yMz4svWQ0JqJc/1ntdknUeppfjbuKX4xMjYgs6+oA1MO7WZYpwXJluiTwr8DyxvlaFEM2hnNqFpVgkTrtfwGT/dLRdofjsktXWTy+Mepc16WNVdOpB5g790RcZiJ1dvSD5wt9UKPGVaB399TLN/vQHpYnL4zl2LiFXKJ2sFZZXQgmBLaZTtH+XnaHd/FLuEiLFdgW6w33NibVKErKt+5mKb1UGRaSWxc4DQb8AjaOn/VtDmkM4HfQkqLkfajiYvhcbmoMgl93T7FhdyIAraNu/mm0zByEnYKB8xFC5h1DA4N8WKljgWZFQ6kGyr2n40pVwo2r47jsmzhcYAloYXhTeMOizxmfj1mTOvERKOLUi4IGNvOoniDLcaFU6j8ifDdWoBvkRaHGDIaFfO6RxphkcHNYFqxTw7GgzGJo6hgFvZVhPBPEWqiCc7DzajhTZXcoF9lR6qcdmcX8h5TVtkEWHBJ+8t+3hWh/jV5ahneMR5WhYMaaQTUKzmXR2BZ5c4ux0dcil4/G9GRG+4LPmGHVcIss9zE/LDD7+ZPXSmpmMNjwFbRV/2fRW6IiSpFR4ZUrmhl18K8io4JrLMKr7Yj2WkYUajOOutw3S7HFSX/gn5BR4xhvv5Oa+pDC6UAiY/sT5DPxm4vCzFDn0j4bfZYmDSyJNYZ6wRH5bK/uFQGCdKlPi2DplacSEbcpQoUaxnIzQAuZjS0YLCQRfR6SRGUznQf4COkxJh5twh4Gs85ZO/bJdsouL55hcC6xoMjnbbZc6gcdIx9jQrGFhZG696Ng1mjgw24fk57qxCPexuiJnQHGU2Yx8RZmFKRsr+Yq7FuBTy+cRZJgAREKvadZLCGNLtQYCL+QqFwg9U8xnSQqyieSqPgC8eaIGHUqR70VK/pP6DT1JL2GL8UeBv+Br2pbGq1DGgC18RB9LOKNie7leIGskBg1uG1UJZiID0y19DXxDax+xqo//+S0a+KbBj4eSz63s7nWegvLCcQjsqFCwZzQ32m8KRrgkWaXjMmZVR0x9PZjlst3xCETkL91Wk/QoDBvxVILDVRgKMEghd7TpUSdSSxoo+7gc6I3LucD8rNGL1o/Ri9WR/mwYlSHFcX0Z9MG82SDGDWpvFpvYnZEvgqa2FcozK6YfYgha0YdHL0lqslk7sRWAOETbYOaQwmDzKA9jSQ2o/lQKKz/dh+yYf/fKxu3nThySU5h3ShMTsPsI/FwHkUYWeKLV2vzkmYIDDs9+e3zNM1xetz4wfizOTMlZWv5B6oB6HFGZ7FlVMHbz4+cFtko+zDsXKlHckl+7KSXG9DKYh5MGtK0qSbvTDxrBGwbLuRaZRNPHYZ+3lhgTKpx7TwanHLjbp2Z7RU3W+VqRQn9oSk5YJ7//WCSpY1Yz6/q18MbNBKHFub1Z7J3w2v/zRsWtqITqLq8e6Hem3djxRsWChXsrBcwUqBstzK6+TygtG68tEktMtmLfILHYbeCVQPFVGMQ/FpHrVHjDqGbUeuvUGvcWZzbvid/3/VzXeb34//O/zteXvDkxv8lEzqgJ7LGo7zk1V23RTr/++E0tjJmOpPT8a/LSL8qxJlc4C+FGMfUqwvl6szvOMBp9C7FhebyOD2la5m9ZOptrp702ArP532cmo6dztmmO/r9Nce48/K83XUdxAhbZ3TUerC7Rr+44dlTy7WOWmMg3DCjnv1mqtZRa/SLW5zhX0vUGv3jhhm1uzFVS9Qa/aOWqDXuBW6RUWuJWqN/MJqDc3M4s0haLVFr9I3b/GZKvR+yNWr0BZ7llekmMJ13MWpbic0J/NVHffz2mNhrOmKWG/khJs/oqPXIVI1+ccNVv1G2eTxLstZRa/SPm271K9s4STCrJ/bW6Bc33ZjqYlRGX3bUqNEXbr7qP2HU+rv+Gv3jhhl1T03VjFpjANx41f/wdGHErB6ZqtEvblFHrTftrdE/bnp9VFV95oxo74rHm/Wv/vX1M83JiccaDcf/6/2tZKdr76yq+VfTdnHaTg/Z6UU6HbyaPrDT0/W5Pv905pmx0xYNJ3+0R75B7rny/7RlrXpkqsZAuOnuqTOTUmodtUa/uMX5qPV3/TX6x61OnK6r/hr94qa7p+qqv8ZAuM1vpmpGrdE3bnGfqXpkqkb/uE2JWo9M1egbt6ijgpL/ug/OzddHffzmeP/BFVv/ppsb+P/n5quFnhNqHbVG/9g/nXB/E+jevud0d+kaNX6HG9ZRu1fz69TfTNXoG3Vjqsa9wK2OTNXdUzX6xW1K1Lrqr9E3bnztqVqi1hgEtznWX0vUGn3jFqv+egGKGv3jhhn1zIrTajft4x9l/a//v/vLQsUtNMobOW+pM1V/LVFr9I3GZmW4EbzsZtRfDqEyy7o0BGAnd6emP8RAAc+G+cVdj5h/nRi6/MqpJ/7M91+N26z6e7f6mStmdV7MlhvdImaMp81yESz67RPrP4Ipyl3T/wDMeZ/2vLaHtIOw8bS/+DG491VGjPfnYmZoNVKZz2JDedpBug/wSMPLHzxts/5bnNub++/E3etHDVkxzoDrIcaNc7QHsy0atO+4dkJ6OYSm4Fxesi46oqd8/oEld7e+ive54Tk625BP/hs66CXMr8WC5jSwkIvjgDbPtc6dxvxY9JDT7vkYxagrtycHaMn5VEDCW6+Eeae/G4bx5pwZZ0J4s4wZo/hE0cSYv2Lira8YaibkK8L7Mr8pdvLkdOJPO+YlsrYzWruWBdvK84mO/g/TJs8pYY6ejd1UXrncGhMYw+cJBmN6l5c+6IEperR73PoP6UPsL/Bq9eSaRvL8nbjF7qlTiZpnhN1Y8pBWc14Z1nFyCnLa2fvr612Okgu5RvgtBqEo1led307vxHjJAjJyZ3ku7vMMBRZ6DFxqPiZQufAG+O5cDvp19hg4itXV3O8mpmF50Rixce4D44cOyYByESMeASPKXAQR4NA7Bgfi9SRmOng/TWLVQpAvgZN/rnwL9BNkVHOkYYLceLFjQBOj6kfD+0w9CVgL5DAikjgoGdUqP7+/7LHwYYIBhSdGgva2ieGjFzAldKfcEr1VbHMS3svg8OlXFVoyt+NAFxiNfvZk80AUPw6QKj/Qs0NKYNQU7m/EnRyZmnnc9KOs/XhBPfGCoUSlnffxFSLfSjbzYSdOE9+QDMRX/NZqZNQZ4YtGs2huIjMdleKrJbPXyKjaF8jcjSxAXhwiK1VVNTLq4fRBnMNa0+Yym/OPMchKI6v21mdx7lmz2Ck2YUgUa5hp7V9b6Kz4aLfXUfBlqEog2z5F0+tlZGOnvnm52ElJfCFGdZifrEAmZS1ZVEVweosYdWp3TsP3Hdr1H2N4OJbDtHhdZFmBr6JjZHGI8ZeMmhcyMSqHea8AlB8nLs+yZoGBNVKFuTmkj/CzHSi3+1/xGOKvxJ2QqKGV06+sH0X2HTrRO66QF/7zsyRRi/SqnqJ0kgyWfZMjy5YqY5CTy5rejSNGZuYAX76keFrogZFEDf8gt6GYfQeP51CAoSkl035QxOmns0VO3D8zRBJyc3Ifb0oteCFFIkmgo1S3Szb4YhpgaQzlNTogo06g0Cxekvb7jrKLnIwhN1HaYxLIWi3iSdhcslix22ZZOCzmnyQqMureP9kS5lf4OdMB9sGvoT3W82ICljLMNBZLxq1pyiWwFNu/xKjDxPYRXbGWn4HHKIFLRs39EQtc+DFgEr38nbh7EpXp52NyHHkvxOhCHjVzMWJz5uVsNLnAehKF4ZgcTfIUVs0/w1Kqf5BJuTuU+SJY9J3vE8/GqLXAinzJxTWTRzeNdmNSTJDaSi2QGEf4VoyodI4JvfxDTA+tbckFQxmcocCYgwWMC0ViFJxjtBpDBrLHHKDDAfAVDOliPm1X4mgwcTxFO69jHEeVcfxQOts+MFHGSkxrEYWmsC07n54JbNUO4m5MotYK6PmQNNCDN2NuBGON6+zfGJe/5HHBUGh86rAydoiZpOfUFjOo06OiAxLgRV4m9BfiNj/uu4J+VLvV1IzlzVjd1/hbcYvdU/sqazQaio50aqhdtZsOuqMz2TTSfeVjd3e3oRT+M3RRGE6hGoh4hpbkN0WBMVT+d/GHVmhD5xTLyZkiJaRgeMnIlnKCEadbSpqO5JciTfHQDSZ26nISNrlQFPRPd2RGX2SNOaH8kk0ZSZmd9GzlGZ0oHvphBGRHPpMl3tBzk/2xz+Sa0k8nMpMN+U2/v+/I/JNEvxs46Jedkag3OnGrRo3+8biLUdunM/wZnwi21B0JT0MIL9EG+Je+dK4l9HoOQ2Hi3avKTPh6QUQ2UA9ob/CucKvdN53jG7txLupVzrtK4znYM7miJw9hYiJwbLb31Vzv2AsepMaVofvjvtUTRv1PBaufxZNXYMXbsGhjA1jh+hmaCXEBm09dsEq+nP7vqGxwEZ4eHVamHjiQ2KTuDZOl1j/k2LjGpn5Xk9pmeZk1JuU5vtQ7v1angvz3jG+WK2NtXkzBp6N+Ouv5WP+jUB1TNeJq/DHOtPq7x/oXTVw/EanWjSGFGYf9hsNX+7wN+ZYBLuOy1VvUkeOkzJ9WngO2qo+w1Y+tXll11tsYF/E9vcK00Ct1FBhsHGNj/OVBTmOTQciPx0zMhVzYPUID+cTWXeflD7xWueT/mo8LeDVFgZbUhWCkmAAtXcipBQ78oxzNYpnOlsEH6LRkjM2JDnKglKmbQJzmVUf5QhGj6a1ju46RxNVT+4/Fm32Wx5cT2MhHC7YcJbLZl/ie/0uG8qEN3xN6NWUa2/ns3x8T+FDh6bx0JKfpCdD2AUby+cUerJqiuY3XIQz44JhaNfrD2X7UE0adWtuSP06rvleu4fIMW/IsczRuxYC9xbvprdFgUI5p4nDXTP6RJ6eRl5FR5yMH3kj8F2hEKSEgy43QMP+KxNe7nfMcedHg/XjZm4oCjQPbRkfy+ZL6WRvU31MGZz8CJkZRzlKnKNDGWLlC9mlh2sj/q66BsWzLVeD5IuhhjUL3P2LrTSxV6FfkLKj3AMspq0+3kaNDI2ds6xN6KgvVvlEf88MGppcLjGtWjmDwAIs0rCrxKbTK9yH7NIOyPcBDY1mOKX2nfMiANU98CO+LcWDDawwe0BDCdg5PR9Eppz09BNUDy9RcFjQIXaN//FKiIi2r4RuEdagGzOMbTozqiFFV6oAST94Q+9ArnSpS51agy9RHZNS3c1mWKeqcBH5EbwhYBw6+zyoaRAJBnGZl4jqey92izAjyE0Yeh1Gp/R7Vk2fozEU2W+aEGRrZLWhiSDwi75RhLo0lbmfRdHgcRdsxrPqZmVVP1EsUoxhDaGrICwobp2DRZS/KrtsJygd/QczbxFZlOdFmlSSq/jxDjLoIbOFBBwzmohOcbBbIqOYTPqsSYFfSI8H0vx+ewlIrZjQ4NfUehbgbC/AqjtJI6i7G6mgWA4aTjwGIUEhLrF0ey0StGv2im1FPF6DIxxjKIuRJkxgJpl2pGRKjtuFfVOCMxxo4OD79WU6DbozDokDJhrASJarBNwnjWwEOaA4LcVgxyuCN4qvk+oFEyoJE29wGOcp44fDNNlNGFt0Rh6CQUdUn1nY0zmpQUJLmgZz1jC468bniPEwrGtcMzewdXtjh+GpnBSXqSCO27RaWLIdCLKAay1wzQDhEv+9CR6NANMS9mFWFvGZ2UaJKLHX2OKvH2xnlyNUskhBFiZqrddhUbhHDfqG8oUTFSPn3pVdudGhKfkRhuh1gSozvw/yLCQyHz2uyDaQgylmHNy3k/7aQI1wvY1FmsRxWrtEvzlb9J9P8vrx3aUyFlyMrfDxPlS++Zhqm0c7YkHO0nbYmRy+LZtQFFEIEtuzMV3SlwDSHqLLVbrSFjW+aY2R1/ornuQm5ZnweGdFirLZlUgRs3eU8UEVr3EtrWow9KCc9QWfD5agPot18mt0U2iH/DzmuE8opWTlaQxhF5if3FqWD4ty21oL9kE9TiPfoAbPnkpRHoFlzTVkNmAaqmgjbyk0Srfhkywcb+XigR2Sw7gznObd6ftmu5x8wJpuPIlHwAUJ7KX+P3jQL73O+tDyPhpxmf+FzEf34/L/B7n1AzwfavST132HmU2o1+sWZqr+e4V/jrqK7ewoU6XHfSJdDNPH/jE70p1O6nsOz8vKkDPUIvSRVEFGG/HY+YJe5Mjbx9wSTpRhSesmlNCTLszhnhf4w8JPTjBLOeDkJ8OQZ+qS0yCL5xfyd8VolT0BTeZCn0qq87Y0uT6dIEXw7CdQVDSVLiT1Cc7rex0vRTObS5trPRfc0+Vqi1ugfN/vN1OaZqv9Mq79GjQtwm9P8fvlxX40a53GLjFov6VOjf9zJT1Fq1DiPW2RUqCVqjb5RS9Qa9wL1spM17gVuddnJuh+1Rt/YvdGq/+zIVLMaO0HQdKL6XJ9/fX79qDRe96EosUaTZl5WqCVqjT/AzTamzkjUujFVo2/cZqu/3r6nRt+4TUath1Br9I1bZNR6574a/aOWqDXuBW6xH7W9W3f41+gXtyhRV2uJWqNv3GrVX/ej1ugb2ePKcCM4OzLVkAmHdBzV5/r8i3PCjkqXQ7q/1iOhkZVfCRPq2VM1+scNV/3dErWePVWjf9ymjlpL1Bp944YZtY8N0WrU6IF6G/Qa9wI3XvWfNqZqiVqjf9QStca9wK1u31NL1Br94lZb/fXIVI1+cYutflBybWVtck3UR3389hCFdAK55fmouP6rE3K31lFrDIIblqj1yFSNwXCrOmotUWv0i7oftca9QN2PWuNe4Bar/lqi1ugftY5a417gFqv+emSqRv+4TYmq/mXs6SL+p/FyUP/r/6//01+zN+zpwRAbOjg+X+PBDkwXo7ZV1Hpv7/senvb0d/wnc/2v/+f+3/eMNsUKcssy/vR3umq00td0YOyia2SqXimlRv+41aq/N6NykWWFqnYiR9joq028g/JyOpn+EE9n/Z8/p/E+7cG1ammH1T2fNpiu8K7YKbddPZCeNvXtBubXl/k9D1N4v5v98yyAO9mo/XcwZ9L9PZg9qEx/F+5e99S7rDlxZlN0sMXxbvO5l0Ol6Q8R1B8/Z5DKv0Bu7LS8eEoM0M0vM4l5CTztsn4G/FeMyqKX6Bz1udguAjLeH224Kzxtgf334U50+C9vRYJ7SDevhPeHZpX26X8+nnnXhiViVL5dxPcNv7UI7HMhXSMrRe674W8CJdj7AxszEZ9M7g9F3zTROy5VLvyjANOuqd4f+oaGVZqBo7I8BeTSZ7krir0OVyr/5JvvgG9lwmWqZDIrnM38myTGj5z+Muq9nULxGdr/+chR2iK3fSiUGyuKCXysOC99ZMBEsZ1LYlQ7m4lPmWDsQ/bigyzSjEaUtbQbOwOuvFo8+OiLPG/6eYzokcjxUWExopVr+tYq8MNmjF7YFUwXJouPTqEQtsL/k+dFIXR6tI7O5BoVQVs9zDLozL+d153lRubi3GHv8nIvcYsSFbJfdE8xg6+a9vLnWhT49u2Omuos+JgkKludL2YthEpqGS+AN4qAwirqvIHsY/xwKe1YMMob0L44QG579rKTz21ZEneBXGfy4nDxIM59wAyx9TcU8sBl8mQjdaFyI3eQa63YWUM/L30xDXbM5ywSp2XFJrzxCuMrJarV7tmRhXxOfi0l6qRXWiNzIes0aC93gt3yxVFDjQAyu2SYUwwvvCCScD1L0tYU0rIfc5MMn2cthcHsUyXC9fO5H9Pw3RcMZvGZWYEZDs+K3DivXnVaRbSLsfjAmCSJyulx2GHf+sU9wG1K1JOFfPNntOdzs6zt/4sW2s4LjpWYbRX4GpeKjF4oMqrD98tyf2jx/b1OLGVRoc1igP0f+IL22asOvn5JLiHLNEqwxKhLeNcM5PLwhMNZqzicHopzeftxczc8lPhmVxm0n++MpXhN1IyhSHXA1ooVzPRmSjBkxWz+CjmB2NOQ7jxCLPvBR7ueqUXIi21eJuH8p5nOPkMhC22NeaFID8aIGRH4DMioe8hixKgoaeccWuEDmiYyqigcW/2E9licynKGonXIFLNPMUgxg3cLFaNmzZF2B9NYxVI3jaUun4EXmOU2SmwDi9KPp9T+CtyiRG3vktT8CZuxoRqZmF51viGwGjRs1vsVZg99htUrSlr2pvFEZZUOqz2tC/QpgEVtYBuFHVbPfgUdwpGX41jjc5a/LqIokLtnvqtHJwH5rvcTYQdr0KDmtsYlSjc9l6kniuixmnuPpUg3PbLLUsNLM4H6xZv9UqYj1Zz3n7HIzBVxtPCfrSmaEevmBdh3vnCouwjL8ixTs4ZxjDLLSG7j0xe+MKRxYgX9OiyNYT3PMz9nZpzPnHjy+gEfRpWCF34Oa/OVoiGdncJ0DSaXCcyS2cCHM6iLZAZ1D8U7IzLblYLDO+X9OpaPbwEmMh/NDI+FyroapPcft/jN1OoVLI3O1RzKuS9zXZOyavyVuM1Wv1p7NxL6wLGnE89doVooS7xf0Ly6/wnkd6M0ngPZ4h9DvqNbystpfr6k4xQ9o3iH1hgknSihMsRZr2h9nEJ3/GdQ2tIZPXT56fJdpvFTLo59oAMaU1BMjbzh/xep3U88brp3RMYbOd4F162jKmc5518fTj3kU+WJT9nTw5Ilmh7yh+kO/9WP7NIfb+w0/uxS8kxB0DP+OR54Sz90wBApHv61ii4lZPnSQ4wVPZAPtKS7lBaFxJTLGwqKXilkCtiVT/yVEaBNujv2eRyqPKMHyhgZThy+ltfqoHTIR/KF6RyHK11T1GUuKceVv2O/ZFtGXN6gGfNOBEm5/yuAjz2StdIjlU99zSc7lXcxaj0ppUb/uGEdtXusv57mV6N/3OoQ6vvpIXsZYJ1fHudR2fZw6ReXCHqnQJRAIt/rfzqmvuXVI90Apm2rq3neVmLi8ebEID864RE0/QMZz/4wWrxMoHPXj4J03ZYWvX5kv3427K9+J0d5c2x9uz86HZuREo+RHPf3Vz7BhNaP5terB7vWI/0mJia79kLtNHr2o9ao0QO3WfX/Qkc9CGEjjQ6VsNVNBw2dZOrC0Dv0+5PtGRy8m7rYw3l0lrpSZ0uLlQnRmapcDsJSaThGh290tRLP4GCDU/rsF9lkG+EXQYdKF7tRDcD+b+PujUyJwxHrstOXsxHjTDIsvVg5N3VqQ8pgTXFxm4w9b3YxXh/YLMrU9xTmlb/omoxkFQ1rIg5idm5Kky7eVKazYE6tv+qAdTvd/R0nPGvFbLAr6pQQJy58TfCHK0UOLIi3aXbC/zZufKz/VEftPTI1pCK+0RESJfNb0cyAXaBZG+GHjMPuFbKrk1umnHLJjtLIOSc+RPcPFuyPyM0WvvYwKT/T27Uf5ILMUCgyI6UrxeDSqNgwcpKYEZ3jHoMOht46Hm+ceLMs3CLMfM8KKU1LbLC9GDdXw6zguZhAD5gDcaSQoyi0wWvHbI2JND8qRJlPo3idlDIv89iKI3hmU6y7Yy7IcsJJBR5HKxOMzH2oTAQ7KVKRiWKgWbh/FW5xUsrJDH+Wyy38yVK2M6OOHL6YkLchPNEwJUS7EyVyoXIHkDc28cXJJGJ0sQIwM2G0nfmPJiMtcHyc2U4woDEql013NG1lJTKLrIGyUJeT7WDpKM4wgTFutjow8mQPDCbDNku5y3IDI02K3zXo1qFEzZHbuEP3uICspwIwqTCDD54iY2nghxT3PwZeuTGABx8tz6iolHWCUGW0+65R6RAdkwuFJeBEeeDxWE4v58+L2DqewKWllA8Subon5/6vgmXLlelGcEZHPZGorOyHKGt48qCLTWTYqL55nSSqpVc/HR2DsSN0njhMdeVSI+KZF/PA1ZMsy5Arp0tNZqm11SiOLIsCX3r+bBE+vCDWq2ruqU/Il27MAspK9cQ/RtEljueqQK4wpgJF2H4aRUuMypSzhiJGRrWH4wzYaGMfmBaKJlHlhxj3u6aBUOYCI8+/SZK9CKFKYYiMitVBhYAi9Fh1YDmVgAr7G/Sgp8pspWvUjIp0usVpfsefosw8LIdz0wvjikTYsxGQw/gSXy8jEwnobKPE1Apr5PzJd2BbcSoFzEmkat9CWXZo4eDlEljkF6xAm6jaSTmNXIeMPoaMujFMs1krfZzLHA4cSlSpOpiEBj0J8BzlMSIckp9Astc1eeBLmDpxVrmW61hEzpUoXhVK1CPMU96cQGntYCaf2wO7QpNnNw846ip5KfRPJGq7e/A4jJ3U9XwL0wvlXG5EwJyX4A6pk5e1zGjNqMio5cu7IfSs+s+CG+HMPubMCH1gWjbM5wHaeu3NQ40GsLlw65VXEmpu/TGxQngvlg8wzHiST3Z+7ctDrMMhOBd4rlEG6rXR5bLybRtnOH8/H9qUxJDJX03nYq2scLmbJ8+tD5gGM24TUuoAj9PXUyF3SC3tHA+57mDoZWty1ElyZyzmlJIbRVWXmdE1uiMYSSFZ+ODGKRvnwcwHN4p5rG67cbC84soQbZnmVv9v4y5I1L8ZM/lsxbID4yCvBeotMGqpiBLqbdBr9I9bnDhdf9dfo3/c6qSUmlFr9Iu70I9ao8ZvUTematwL3KKO+ouxfiOFk6dj/UxnNKZKhoK677tg45w4bZuBbWSVCWC1oI9FS7Dc/1cZ0dOK76nr2FnaHkZK6pyKvq+Gusly0GqtGs49PNpom2KUQZ6V41/MFOc+q5+Sqlc/VI1+cKv9qKetfj58/FJtJjBX48gqLGiNlyVBvYjTE3pPOhq0R9tjLm5Rr3rQQ1bTYMFSGjFgHN3Z1zQBoIrBnvai64nWM+rYtFq/w1jJcygTNqlvXRcOFtPop6WwHbv+dTHodzSMdBxZCGjiyM8jeLJ5zvEOrTmepl7MP2U8RWg3tZHv0XQQ9GManGJf9MSniPnF0GTRQR/6KzrU6Au3WfWf6KiMBensYun0MGZpKoYR3LaerdMQahv+GzYoWlcY6LfuFX8biQ1p4GYCWaKhRjiN5898PkJWVI613nIW3QzsRbzKL2Af5WnA0spop10xAdaN7o80HFuM0tpysHO1ZFSWSTuTP2NgjlpM/7AQff4qbK8sovw0T4NaQEHZXJvWykE7xBZNjsKMbWPZysUX4HKcdXTEiJ4famae/MfAjb2ys1scND6glUf0CX7ODHrRDcPcAiVdox/cBYnKgslVbJ0Iyk4QtACUnY8NvwlLaaz/Pd5HlKhxGz1MyLJ2LccpaZJcTlP53BFW25V6sDKOCXHUIdCLfZZWDFl9I0dQABckUbVQBcbGxdGPUqp1SkYdylB802ZYNNvKoF4RSYUwMtgfNJTa2goQxjjwBbyzPx7AYp4/Retd9ONGgNM8gOA0bNAyPw9ffMAagE9KWs5qVmHwcSw5rjhSw8UhsDfyqHyKGv3gFnXU7onTKAiryUV8i0Y+CwNSIcvgC6exfpah7OHbqB6skPY6n6aYJAbCMzGqefYqMSqMjwVkfAZiHOUbKrc0Ms/SBADY17vIPjSNwGDKTDo2zTswslOyyx7FxeMRnolRSY1Yk69AUHoiTq2mQXuaxBUkrYBGjJokanyIpUMS64+AHctnYGQU89ycx+I0nDOrInQchhAYZ/sz8niL4mG2Q7pJPFWqa/wGd6/Vr7eyhlhCpnnRcFxuBUPzkaxofEIpiIwWZNaomJpHamc51dBWoSQM29nz5B45PN7OchaU+lfHWe4aWcnYWmb5BFbu8CE7NEYZ+yHLhr+nGbL8MEMI8sfHsjj0bgzvkJdEETOsrAFmvqNkNKiVqobgrUxudkR2GJg26I6sbmVjhb/JGoG5TL5DJs7W9OejddC76sGEFIy1dpXOUS+hDJLwnpBlAjX6w632o96DIdQ4fDo7r8Yt4jZHpu5Bhz83veY81bh53L1+1Bo1euAWJepqPTJVo2/UY/017gXqsf4a9wK3qqPWE6dr9ItbHZn6hUTttE+/w0Scufkz9BMU/cxcJo2E34S/bPQ17mDVn0uXd82eAlPNngKd/bwOgxWv08CSbW3sJ4szYM6Xw06EoVhuh3Ie9rD5MV+TR1hgbay+Gf0NaORBF8d9FipjzNBeJK5KgLX8h7OsyVWj7tu/HG6zH7Uno5azp3J8rywYg/zKxQKGsdoYSetSMDTw40iYFrmkaQFubsGEYJBRJtKUAfROU51COXiKHrkxrvkOhScaaHqTxcireVNujPgrR8ZbWucdaH81xljghmMkif0pbQsdrrmdoCQOAoZk8TvXKX802YomaC2Wi0hhAiYxcZUHyvG63KYHQoshyos23/9wPawad+GbKTv55Fkzy5rl6k32U/aROMcIPkNLmCwJ0QYnNaynCSPlAHoln/QasMb8PrRDYWaAzTaQT5DR2RtnIe4+PWFUrsS+FQUH7gzwpgMeF4bsSllG39PkOywgscPyMQtOBWbMNIuFYbyBkZmGXtW0EoRrOKZpI7Y9sY6JSbLOGdA0RGTUDmgsMyxKy4hRWS7YgZy1WBEYZo/UIgRlwLwdaefDGh+uRwVQ4wLcxVZ/Z2RFbSB3ucNs53illDR7apTB1jB6WJdlyFezhVIFDeTzAh+DrTVoLJ6mOQUhi2ELIyWjrqalRjQt1MNMbMw5FKw/lEgbBR5LVJ6tAexhCVg0ksb/2SEtbPU+TnHZWkVDZsEg+weJrBlEQI7EqGcMqiXzawflBK1NTEXTOP50hmwLj4V6EqeHxKcZUhYYi82Gyp6IDnszXM3+qtE/7gKjMrPwcUEspBkhsCFpW8dCg9ytZk+toFRrfKTpJm4GXDaCrJVmTQGUizYRZ35B8Wen1jJkxwLl5ROUsgKF2MNmuWBRLjehM48S1SFX28yB3USfNJkE8Z7k8whJ6baW0xACtLcEW420WJScZZZWqWJSdpBRpyC8oOyJx+WEQh5HZwBFJxzQ0io0ATDQXC79COU/rfgSF+yMU6gnSNlmbvYVlrZF9hiji5XeXaNf3LlW/0yIu4qmFfGo3vMYg25I3bGuIbSjBk+g2Uxp9pQViirt1lv03v5O5mSzgly8OazMplxhQiVpiXqEUq0JKezMv40YcqWZyzDa5MRpAzaVFljZ2FVYuSvVwDs2WwilllGYtg3Nd2LAJWYobxxxjDZylhvRoAITKJ9OqbDvFNb9GJ0bkYqDaUijpUMdAN1yYtt1SXsMotBtHM//qtE3bnM+6p3u8E8L9tW4M7hFiXq3J6Vg4/1GKVPjYtzmWH8mTZ4/oONBC0+tPMf78mzwSn9yPrFPXglv8Ib+p0D7FKo6Tl0rrxQ7xYfGyib9yxOBDKU3zE2K403rJL0T/8feK+tjUBAKeAw0oUc8p2iSc3VXxnAcTY0+QQTzsbq5brx5gEcsur5vxto//dqd8rd/bHH2cs547oehyl8a0Eo+250Ty7O/KpXzvxOrU+cLEky/rmjOhO4Re/UrQ/RKvv7196P31NknEl/nuUqszTb1ZrmGY40adxjscd0vU+MeYHq5XFmkRo07jaHvtUStcQ/AjFmu+31q3AsA/H8AVFTKFdS7bQAAAABJRU5ErkJggg==)
Qual o valor do caixa gerado ou consumido na Atividade de Investimento?
Caixa gerado de R$ 100.
Caixa gerado de R$ 200.
Caixa consumido de R$ 350.
Caixa consumido de R$ 200.
Caixa consumido de R$ 150.
O Método da Equivalência Patrimonial (MEP) consiste na atualização do valor dos investimentos feitos em sociedades controladas, coligadas e em suas equiparadas situadas no Brasil ou no exterior, com base na variação ocorrida no Patrimônio Líquido das respectivas sociedades controladas, coligadas e de suas equiparadas.
Trata-se de um método de avaliação de investimentos, assim denominado pela Lei nº 6.404/76 (com as alterações introduzidas pelas Leis nº 11.638/07 e 11.941/09), que consiste na avaliação pelo valor do Patrimônio Líquido, de modo que o valor do investimento se mantenha equivalente ao percentual de participação da investidora no valor do Patrimônio Líquido de sua investida.
Com base nas afirmações acerca do MEP, assinale a alternativa correta.
I - Investidora é a companhia que aplica recursos no capital de outra(s) companhia(s).
II - Investida é a companhia que possui em seu capital recursos de outras companhias denominadas investidoras.
III – Não deve ser avaliado pelo MEP o investimento em cada coligada ou sua equiparada, quando a investidora tenha influência significativa na administração ou quando o percentual de participação, direta ou indireta, da investidora representar 20% ou mais do capital votante.
IV - Para a determinação do valor da equivalência patrimonial, um dos quesitos para a investidora é excluir o montante correspondente às participações recíprocas.
Assinale a alternativa correta:
Estão corretas apenas as alternativas II e IV.
Estão corretas apenas as alternativas I e III.
Estão corretas apenas as alternativas I, II e III.
Estão corretas apenas as alternativas II, III e IV.
Estão corretas apenas as alternativas I, II e IV.
A obrigatoriedade da elaboração e publicação da Demonstração das Origens e Aplicações de Recursos (DOAR) pelas sociedades por ações estava prevista até 31/12/2007 no inciso IV do art. 176 da Lei nº 6.404/76, exceto para as companhias fechadas cujo patrimônio líquido, na data do balanço, não fosse superior a um milhão de reais. Entretanto, a partir de 01/01/2008, por meio da publicação da Lei nº 11.638/07, a Demonstração das Origens e Aplicações de Recursos (DOAR) foi substituída pela Demonstração dos Fluxos de Caixa (DFC).
Sobre a DOAR, é INCORRETO afirmar que:
Vale ressaltar que muitas das dúvidas de cunho financeiro, apresentadas pelos empresários aos profissionais da contabilidade, eram esclarecidas pela elaboração da DOAR.
A DOAR evidenciava em um determinado período, as modificações que originavam as variações na posição financeira, ou seja, no capital circulante líquido da entidade.
Não se pode esquecer que o Balanço Patrimonial, acompanhado da Demonstração do Resultado Abrangente, são peças contábeis que relatam mais a realidade financeira da empresa, enquanto a realidade econômica é apresentada com mais elementos e com maior clareza por meio da DOAR.
Todos os fatos que modificam o capital circulante líquido da empresa faziam parte dessa demonstração, que é útil para compreender a evolução da posição financeira da empresa, bem como para assimilar a política adotada pela sua diretoria na gestão dos seus recursos.
É comum os empresários, ao deparar-se com um balanço patrimonial, querer obter conclusões por uma ótica eminentemente financeira, e o balanço deve ser visto, como regra, mais por uma ótica econômica; assim, eis aí a utilidade da DOAR, pois esta demonstração proporciona ao usuário das informações contábeis uma visão da empresa segundo a ótica financeira.
No processo de elaboração das demonstrações consolidadas, existem alguns procedimentos importantes a serem observados e cumpridos. Para a elaboração das demonstrações contábeis consolidadas, a investidora deverá observar os seguintes procedimentos:
I - Excluir os saldos de quaisquer contas ativas e passivas, decorrentes de transações entre as sociedades incluídas na consolidação.
II - Eliminar o lucro não realizado que esteja incluído no resultado ou no patrimônio líquido da controladora e correspondido por inclusão no balanço patrimonial da controlada.
III - Eliminar do resultado os encargos de tributos correspondentes ao lucro não realizado, apresentando-os no ativo circulante/realizável a longo prazo - tributos diferidos, no balanço patrimonial consolidado.
IV - A parcela correspondente à provisão para perdas constituída na investidora não deve ser deduzida do saldo da conta da controlada que tenha dado origem à constituição da provisão, ou apresentada como ativo não circulante, quando representar expectativa de conversão em exigibilidade.
Está correto apenas o que se afirma em:
II e IV.
I e III.
II, III e IV.
I, II e III.
I e II.
Observe os balanços patrimoniais da Controladora Guanhães e suas controladas Nova Lima e Rio Verde:
A empresa Nova Lima é controlada integral da empresa Guanhães.
A empresa Guanhães possui 60% do capital da empresa Rio Verde.
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)
Informações:
- O saldo da conta valores a pagar da Cia Rio Verde correspondia a operações de repasses financeiros realizados com a controladora.
- Em 31-12-XX a empresa Nova Lima tinha a receber $ 2.000 de sua controladora.
O valor apurado na consolidação dos demonstrativos para as participações minoritárias é de:
$ 20.000
$ 100.000
$ 200.000
$ 40.000
$ 120.000
Tendo em vista os conceitos de dissolução de sociedades empresárias que estudamos na nossa disciplina, analise os itens a seguir e depois assinale a alternativa correta:
I - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando anulada a sua constituição.
II - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando exaurido o fim social ou verificada a sua inexequibilidade.
III - O contrato pode prever outras causas de dissolução, a serem verificadas judicialmente quando contestadas.
IV - Ocorrida a dissolução, não cumpre ao administrador providenciar imediatamente a investidura do liquidante, e restringir a gestão própria aos negócios inadiáveis, vedadas novas operações, pelas quais responderão solidária e ilimitadamente e, dissolvida de pleno direito a sociedade, pode o sócio requerer, desde logo, a liquidação judicial.
Somente I e II estão corretas.
Somente I, II e III estão corretas.
Somente I, III e IV estão corretas.
Somente I e IV estão corretas.
Somente III e IV estão corretas.
Com base no Balanço Patrimonial (BP) e Demonstrativo de Resultado do Exercício (DRE) apresentados, elabore a DFC pelo Método Indireto e responda ao que se pede:
![](data:image/png;base64,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)
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)
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)
Qual o valor do caixa gerado ou consumido na Atividade Operacional?
Caixa consumido de R$ 200.
Caixa gerado de R$ 150.
Caixa gerado de R$ 350.
Caixa gerado de R$ 100.
Caixa consumido de R$ 350.
A DVA (Demonstração do Valor Adicionado) é uma demonstração que proporciona o conhecimento de informações de natureza:
econômica-social.
econômico-financeira.
financeira.
social.
econômica.
Estudamos que as aplicações em commercial paper são notas promissórias emitidas por sociedades anônimas no Brasil com o objetivo de captarem recursos de curto prazo no mercado financeiro nacional ou internacional. Da mesma forma que, vimos em nossos estudos que as aplicações em debêntures são títulos emitidos por sociedades anônimas para captar recursos a médio e longo prazo (mais que 360 dias). Desta forma, são dívidas contraídas por uma empresa perante investidores que emprestam recursos nas condições estabelecidas quando do lançamento das debêntures. As debêntures emitidas representam dívidas contraídas por uma sociedade anônima. Sabendo disso, analise os itens a seguir:
I - Os juros na commercial paper são fixos, variáveis e misto.
II - A aplicação commercial paper não oferece garantia.
III - É possível a participação nos lucros da aplicação em debêntures, dependendo do termo de lançamento.
IV - A aplicação em debêntures não oferece garantia.
Está correto o que se afirma em:
Caixa gerado de R$ 100.
Caixa gerado de R$ 200.
Caixa consumido de R$ 350.
Caixa consumido de R$ 200.
Caixa consumido de R$ 150.
O Método da Equivalência Patrimonial (MEP) consiste na atualização do valor dos investimentos feitos em sociedades controladas, coligadas e em suas equiparadas situadas no Brasil ou no exterior, com base na variação ocorrida no Patrimônio Líquido das respectivas sociedades controladas, coligadas e de suas equiparadas.
Trata-se de um método de avaliação de investimentos, assim denominado pela Lei nº 6.404/76 (com as alterações introduzidas pelas Leis nº 11.638/07 e 11.941/09), que consiste na avaliação pelo valor do Patrimônio Líquido, de modo que o valor do investimento se mantenha equivalente ao percentual de participação da investidora no valor do Patrimônio Líquido de sua investida.
Com base nas afirmações acerca do MEP, assinale a alternativa correta.
I - Investidora é a companhia que aplica recursos no capital de outra(s) companhia(s).
II - Investida é a companhia que possui em seu capital recursos de outras companhias denominadas investidoras.
III – Não deve ser avaliado pelo MEP o investimento em cada coligada ou sua equiparada, quando a investidora tenha influência significativa na administração ou quando o percentual de participação, direta ou indireta, da investidora representar 20% ou mais do capital votante.
IV - Para a determinação do valor da equivalência patrimonial, um dos quesitos para a investidora é excluir o montante correspondente às participações recíprocas.
Assinale a alternativa correta:
Estão corretas apenas as alternativas II e IV.
Estão corretas apenas as alternativas I e III.
Estão corretas apenas as alternativas I, II e III.
Estão corretas apenas as alternativas II, III e IV.
Estão corretas apenas as alternativas I, II e IV.
A obrigatoriedade da elaboração e publicação da Demonstração das Origens e Aplicações de Recursos (DOAR) pelas sociedades por ações estava prevista até 31/12/2007 no inciso IV do art. 176 da Lei nº 6.404/76, exceto para as companhias fechadas cujo patrimônio líquido, na data do balanço, não fosse superior a um milhão de reais. Entretanto, a partir de 01/01/2008, por meio da publicação da Lei nº 11.638/07, a Demonstração das Origens e Aplicações de Recursos (DOAR) foi substituída pela Demonstração dos Fluxos de Caixa (DFC).
Sobre a DOAR, é INCORRETO afirmar que:
Vale ressaltar que muitas das dúvidas de cunho financeiro, apresentadas pelos empresários aos profissionais da contabilidade, eram esclarecidas pela elaboração da DOAR.
A DOAR evidenciava em um determinado período, as modificações que originavam as variações na posição financeira, ou seja, no capital circulante líquido da entidade.
Não se pode esquecer que o Balanço Patrimonial, acompanhado da Demonstração do Resultado Abrangente, são peças contábeis que relatam mais a realidade financeira da empresa, enquanto a realidade econômica é apresentada com mais elementos e com maior clareza por meio da DOAR.
Todos os fatos que modificam o capital circulante líquido da empresa faziam parte dessa demonstração, que é útil para compreender a evolução da posição financeira da empresa, bem como para assimilar a política adotada pela sua diretoria na gestão dos seus recursos.
É comum os empresários, ao deparar-se com um balanço patrimonial, querer obter conclusões por uma ótica eminentemente financeira, e o balanço deve ser visto, como regra, mais por uma ótica econômica; assim, eis aí a utilidade da DOAR, pois esta demonstração proporciona ao usuário das informações contábeis uma visão da empresa segundo a ótica financeira.
No processo de elaboração das demonstrações consolidadas, existem alguns procedimentos importantes a serem observados e cumpridos. Para a elaboração das demonstrações contábeis consolidadas, a investidora deverá observar os seguintes procedimentos:
I - Excluir os saldos de quaisquer contas ativas e passivas, decorrentes de transações entre as sociedades incluídas na consolidação.
II - Eliminar o lucro não realizado que esteja incluído no resultado ou no patrimônio líquido da controladora e correspondido por inclusão no balanço patrimonial da controlada.
III - Eliminar do resultado os encargos de tributos correspondentes ao lucro não realizado, apresentando-os no ativo circulante/realizável a longo prazo - tributos diferidos, no balanço patrimonial consolidado.
IV - A parcela correspondente à provisão para perdas constituída na investidora não deve ser deduzida do saldo da conta da controlada que tenha dado origem à constituição da provisão, ou apresentada como ativo não circulante, quando representar expectativa de conversão em exigibilidade.
Está correto apenas o que se afirma em:
II e IV.
I e III.
II, III e IV.
I, II e III.
I e II.
Observe os balanços patrimoniais da Controladora Guanhães e suas controladas Nova Lima e Rio Verde:
A empresa Nova Lima é controlada integral da empresa Guanhães.
A empresa Guanhães possui 60% do capital da empresa Rio Verde.
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)
Informações:
- O saldo da conta valores a pagar da Cia Rio Verde correspondia a operações de repasses financeiros realizados com a controladora.
- Em 31-12-XX a empresa Nova Lima tinha a receber $ 2.000 de sua controladora.
O valor apurado na consolidação dos demonstrativos para as participações minoritárias é de:
$ 20.000
$ 100.000
$ 200.000
$ 40.000
$ 120.000
Tendo em vista os conceitos de dissolução de sociedades empresárias que estudamos na nossa disciplina, analise os itens a seguir e depois assinale a alternativa correta:
I - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando anulada a sua constituição.
II - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando exaurido o fim social ou verificada a sua inexequibilidade.
III - O contrato pode prever outras causas de dissolução, a serem verificadas judicialmente quando contestadas.
IV - Ocorrida a dissolução, não cumpre ao administrador providenciar imediatamente a investidura do liquidante, e restringir a gestão própria aos negócios inadiáveis, vedadas novas operações, pelas quais responderão solidária e ilimitadamente e, dissolvida de pleno direito a sociedade, pode o sócio requerer, desde logo, a liquidação judicial.
Somente I e II estão corretas.
Somente I, II e III estão corretas.
Somente I, III e IV estão corretas.
Somente I e IV estão corretas.
Somente III e IV estão corretas.
Com base no Balanço Patrimonial (BP) e Demonstrativo de Resultado do Exercício (DRE) apresentados, elabore a DFC pelo Método Indireto e responda ao que se pede:
![](data:image/png;base64,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)
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)
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)
Qual o valor do caixa gerado ou consumido na Atividade Operacional?
Caixa consumido de R$ 200.
Caixa gerado de R$ 150.
Caixa gerado de R$ 350.
Caixa gerado de R$ 100.
Caixa consumido de R$ 350.
A DVA (Demonstração do Valor Adicionado) é uma demonstração que proporciona o conhecimento de informações de natureza:
econômica-social.
econômico-financeira.
financeira.
social.
econômica.
Estudamos que as aplicações em commercial paper são notas promissórias emitidas por sociedades anônimas no Brasil com o objetivo de captarem recursos de curto prazo no mercado financeiro nacional ou internacional. Da mesma forma que, vimos em nossos estudos que as aplicações em debêntures são títulos emitidos por sociedades anônimas para captar recursos a médio e longo prazo (mais que 360 dias). Desta forma, são dívidas contraídas por uma empresa perante investidores que emprestam recursos nas condições estabelecidas quando do lançamento das debêntures. As debêntures emitidas representam dívidas contraídas por uma sociedade anônima. Sabendo disso, analise os itens a seguir:
I - Os juros na commercial paper são fixos, variáveis e misto.
II - A aplicação commercial paper não oferece garantia.
III - É possível a participação nos lucros da aplicação em debêntures, dependendo do termo de lançamento.
IV - A aplicação em debêntures não oferece garantia.
Está correto o que se afirma em:
Estão corretas apenas as alternativas II e IV.
Estão corretas apenas as alternativas I e III.
Estão corretas apenas as alternativas I, II e III.
Estão corretas apenas as alternativas II, III e IV.
Estão corretas apenas as alternativas I, II e IV.
A obrigatoriedade da elaboração e publicação da Demonstração das Origens e Aplicações de Recursos (DOAR) pelas sociedades por ações estava prevista até 31/12/2007 no inciso IV do art. 176 da Lei nº 6.404/76, exceto para as companhias fechadas cujo patrimônio líquido, na data do balanço, não fosse superior a um milhão de reais. Entretanto, a partir de 01/01/2008, por meio da publicação da Lei nº 11.638/07, a Demonstração das Origens e Aplicações de Recursos (DOAR) foi substituída pela Demonstração dos Fluxos de Caixa (DFC).
Sobre a DOAR, é INCORRETO afirmar que:
Vale ressaltar que muitas das dúvidas de cunho financeiro, apresentadas pelos empresários aos profissionais da contabilidade, eram esclarecidas pela elaboração da DOAR.
A DOAR evidenciava em um determinado período, as modificações que originavam as variações na posição financeira, ou seja, no capital circulante líquido da entidade.
Não se pode esquecer que o Balanço Patrimonial, acompanhado da Demonstração do Resultado Abrangente, são peças contábeis que relatam mais a realidade financeira da empresa, enquanto a realidade econômica é apresentada com mais elementos e com maior clareza por meio da DOAR.
Todos os fatos que modificam o capital circulante líquido da empresa faziam parte dessa demonstração, que é útil para compreender a evolução da posição financeira da empresa, bem como para assimilar a política adotada pela sua diretoria na gestão dos seus recursos.
É comum os empresários, ao deparar-se com um balanço patrimonial, querer obter conclusões por uma ótica eminentemente financeira, e o balanço deve ser visto, como regra, mais por uma ótica econômica; assim, eis aí a utilidade da DOAR, pois esta demonstração proporciona ao usuário das informações contábeis uma visão da empresa segundo a ótica financeira.
No processo de elaboração das demonstrações consolidadas, existem alguns procedimentos importantes a serem observados e cumpridos. Para a elaboração das demonstrações contábeis consolidadas, a investidora deverá observar os seguintes procedimentos:
I - Excluir os saldos de quaisquer contas ativas e passivas, decorrentes de transações entre as sociedades incluídas na consolidação.
II - Eliminar o lucro não realizado que esteja incluído no resultado ou no patrimônio líquido da controladora e correspondido por inclusão no balanço patrimonial da controlada.
III - Eliminar do resultado os encargos de tributos correspondentes ao lucro não realizado, apresentando-os no ativo circulante/realizável a longo prazo - tributos diferidos, no balanço patrimonial consolidado.
IV - A parcela correspondente à provisão para perdas constituída na investidora não deve ser deduzida do saldo da conta da controlada que tenha dado origem à constituição da provisão, ou apresentada como ativo não circulante, quando representar expectativa de conversão em exigibilidade.
Está correto apenas o que se afirma em:
II e IV.
I e III.
II, III e IV.
I, II e III.
I e II.
Observe os balanços patrimoniais da Controladora Guanhães e suas controladas Nova Lima e Rio Verde:
A empresa Nova Lima é controlada integral da empresa Guanhães.
A empresa Guanhães possui 60% do capital da empresa Rio Verde.
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)
Informações:
- O saldo da conta valores a pagar da Cia Rio Verde correspondia a operações de repasses financeiros realizados com a controladora.
- Em 31-12-XX a empresa Nova Lima tinha a receber $ 2.000 de sua controladora.
O valor apurado na consolidação dos demonstrativos para as participações minoritárias é de:
$ 20.000
$ 100.000
$ 200.000
$ 40.000
$ 120.000
Tendo em vista os conceitos de dissolução de sociedades empresárias que estudamos na nossa disciplina, analise os itens a seguir e depois assinale a alternativa correta:
I - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando anulada a sua constituição.
II - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando exaurido o fim social ou verificada a sua inexequibilidade.
III - O contrato pode prever outras causas de dissolução, a serem verificadas judicialmente quando contestadas.
IV - Ocorrida a dissolução, não cumpre ao administrador providenciar imediatamente a investidura do liquidante, e restringir a gestão própria aos negócios inadiáveis, vedadas novas operações, pelas quais responderão solidária e ilimitadamente e, dissolvida de pleno direito a sociedade, pode o sócio requerer, desde logo, a liquidação judicial.
Somente I e II estão corretas.
Somente I, II e III estão corretas.
Somente I, III e IV estão corretas.
Somente I e IV estão corretas.
Somente III e IV estão corretas.
Com base no Balanço Patrimonial (BP) e Demonstrativo de Resultado do Exercício (DRE) apresentados, elabore a DFC pelo Método Indireto e responda ao que se pede:
![](data:image/png;base64,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)
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)
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)
Qual o valor do caixa gerado ou consumido na Atividade Operacional?
Caixa consumido de R$ 200.
Caixa gerado de R$ 150.
Caixa gerado de R$ 350.
Caixa gerado de R$ 100.
Caixa consumido de R$ 350.
A DVA (Demonstração do Valor Adicionado) é uma demonstração que proporciona o conhecimento de informações de natureza:
econômica-social.
econômico-financeira.
financeira.
social.
econômica.
Estudamos que as aplicações em commercial paper são notas promissórias emitidas por sociedades anônimas no Brasil com o objetivo de captarem recursos de curto prazo no mercado financeiro nacional ou internacional. Da mesma forma que, vimos em nossos estudos que as aplicações em debêntures são títulos emitidos por sociedades anônimas para captar recursos a médio e longo prazo (mais que 360 dias). Desta forma, são dívidas contraídas por uma empresa perante investidores que emprestam recursos nas condições estabelecidas quando do lançamento das debêntures. As debêntures emitidas representam dívidas contraídas por uma sociedade anônima. Sabendo disso, analise os itens a seguir:
I - Os juros na commercial paper são fixos, variáveis e misto.
II - A aplicação commercial paper não oferece garantia.
III - É possível a participação nos lucros da aplicação em debêntures, dependendo do termo de lançamento.
IV - A aplicação em debêntures não oferece garantia.
Está correto o que se afirma em:
Vale ressaltar que muitas das dúvidas de cunho financeiro, apresentadas pelos empresários aos profissionais da contabilidade, eram esclarecidas pela elaboração da DOAR.
A DOAR evidenciava em um determinado período, as modificações que originavam as variações na posição financeira, ou seja, no capital circulante líquido da entidade.
Não se pode esquecer que o Balanço Patrimonial, acompanhado da Demonstração do Resultado Abrangente, são peças contábeis que relatam mais a realidade financeira da empresa, enquanto a realidade econômica é apresentada com mais elementos e com maior clareza por meio da DOAR.
Todos os fatos que modificam o capital circulante líquido da empresa faziam parte dessa demonstração, que é útil para compreender a evolução da posição financeira da empresa, bem como para assimilar a política adotada pela sua diretoria na gestão dos seus recursos.
É comum os empresários, ao deparar-se com um balanço patrimonial, querer obter conclusões por uma ótica eminentemente financeira, e o balanço deve ser visto, como regra, mais por uma ótica econômica; assim, eis aí a utilidade da DOAR, pois esta demonstração proporciona ao usuário das informações contábeis uma visão da empresa segundo a ótica financeira.
No processo de elaboração das demonstrações consolidadas, existem alguns procedimentos importantes a serem observados e cumpridos. Para a elaboração das demonstrações contábeis consolidadas, a investidora deverá observar os seguintes procedimentos:
I - Excluir os saldos de quaisquer contas ativas e passivas, decorrentes de transações entre as sociedades incluídas na consolidação.
II - Eliminar o lucro não realizado que esteja incluído no resultado ou no patrimônio líquido da controladora e correspondido por inclusão no balanço patrimonial da controlada.
III - Eliminar do resultado os encargos de tributos correspondentes ao lucro não realizado, apresentando-os no ativo circulante/realizável a longo prazo - tributos diferidos, no balanço patrimonial consolidado.
IV - A parcela correspondente à provisão para perdas constituída na investidora não deve ser deduzida do saldo da conta da controlada que tenha dado origem à constituição da provisão, ou apresentada como ativo não circulante, quando representar expectativa de conversão em exigibilidade.
Está correto apenas o que se afirma em:
II e IV.
I e III.
II, III e IV.
I, II e III.
I e II.
Observe os balanços patrimoniais da Controladora Guanhães e suas controladas Nova Lima e Rio Verde:
A empresa Nova Lima é controlada integral da empresa Guanhães.
A empresa Guanhães possui 60% do capital da empresa Rio Verde.
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)
Informações:
- O saldo da conta valores a pagar da Cia Rio Verde correspondia a operações de repasses financeiros realizados com a controladora.
- Em 31-12-XX a empresa Nova Lima tinha a receber $ 2.000 de sua controladora.
O valor apurado na consolidação dos demonstrativos para as participações minoritárias é de:
$ 20.000
$ 100.000
$ 200.000
$ 40.000
$ 120.000
Tendo em vista os conceitos de dissolução de sociedades empresárias que estudamos na nossa disciplina, analise os itens a seguir e depois assinale a alternativa correta:
I - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando anulada a sua constituição.
II - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando exaurido o fim social ou verificada a sua inexequibilidade.
III - O contrato pode prever outras causas de dissolução, a serem verificadas judicialmente quando contestadas.
IV - Ocorrida a dissolução, não cumpre ao administrador providenciar imediatamente a investidura do liquidante, e restringir a gestão própria aos negócios inadiáveis, vedadas novas operações, pelas quais responderão solidária e ilimitadamente e, dissolvida de pleno direito a sociedade, pode o sócio requerer, desde logo, a liquidação judicial.
Somente I e II estão corretas.
Somente I, II e III estão corretas.
Somente I, III e IV estão corretas.
Somente I e IV estão corretas.
Somente III e IV estão corretas.
Com base no Balanço Patrimonial (BP) e Demonstrativo de Resultado do Exercício (DRE) apresentados, elabore a DFC pelo Método Indireto e responda ao que se pede:
![](data:image/png;base64,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)
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)
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)
Qual o valor do caixa gerado ou consumido na Atividade Operacional?
Caixa consumido de R$ 200.
Caixa gerado de R$ 150.
Caixa gerado de R$ 350.
Caixa gerado de R$ 100.
Caixa consumido de R$ 350.
A DVA (Demonstração do Valor Adicionado) é uma demonstração que proporciona o conhecimento de informações de natureza:
econômica-social.
econômico-financeira.
financeira.
social.
econômica.
Estudamos que as aplicações em commercial paper são notas promissórias emitidas por sociedades anônimas no Brasil com o objetivo de captarem recursos de curto prazo no mercado financeiro nacional ou internacional. Da mesma forma que, vimos em nossos estudos que as aplicações em debêntures são títulos emitidos por sociedades anônimas para captar recursos a médio e longo prazo (mais que 360 dias). Desta forma, são dívidas contraídas por uma empresa perante investidores que emprestam recursos nas condições estabelecidas quando do lançamento das debêntures. As debêntures emitidas representam dívidas contraídas por uma sociedade anônima. Sabendo disso, analise os itens a seguir:
I - Os juros na commercial paper são fixos, variáveis e misto.
II - A aplicação commercial paper não oferece garantia.
III - É possível a participação nos lucros da aplicação em debêntures, dependendo do termo de lançamento.
IV - A aplicação em debêntures não oferece garantia.
Está correto o que se afirma em:
II e IV.
I e III.
II, III e IV.
I, II e III.
I e II.
Observe os balanços patrimoniais da Controladora Guanhães e suas controladas Nova Lima e Rio Verde:
A empresa Nova Lima é controlada integral da empresa Guanhães.
A empresa Guanhães possui 60% do capital da empresa Rio Verde.
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)
Informações:
- O saldo da conta valores a pagar da Cia Rio Verde correspondia a operações de repasses financeiros realizados com a controladora.
- Em 31-12-XX a empresa Nova Lima tinha a receber $ 2.000 de sua controladora.
O valor apurado na consolidação dos demonstrativos para as participações minoritárias é de:
$ 20.000
$ 100.000
$ 200.000
$ 40.000
$ 120.000
Tendo em vista os conceitos de dissolução de sociedades empresárias que estudamos na nossa disciplina, analise os itens a seguir e depois assinale a alternativa correta:
I - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando anulada a sua constituição.
II - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando exaurido o fim social ou verificada a sua inexequibilidade.
III - O contrato pode prever outras causas de dissolução, a serem verificadas judicialmente quando contestadas.
IV - Ocorrida a dissolução, não cumpre ao administrador providenciar imediatamente a investidura do liquidante, e restringir a gestão própria aos negócios inadiáveis, vedadas novas operações, pelas quais responderão solidária e ilimitadamente e, dissolvida de pleno direito a sociedade, pode o sócio requerer, desde logo, a liquidação judicial.
Somente I e II estão corretas.
Somente I, II e III estão corretas.
Somente I, III e IV estão corretas.
Somente I e IV estão corretas.
Somente III e IV estão corretas.
Com base no Balanço Patrimonial (BP) e Demonstrativo de Resultado do Exercício (DRE) apresentados, elabore a DFC pelo Método Indireto e responda ao que se pede:
![](data:image/png;base64,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)
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)
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)
Qual o valor do caixa gerado ou consumido na Atividade Operacional?
Caixa consumido de R$ 200.
Caixa gerado de R$ 150.
Caixa gerado de R$ 350.
Caixa gerado de R$ 100.
Caixa consumido de R$ 350.
A DVA (Demonstração do Valor Adicionado) é uma demonstração que proporciona o conhecimento de informações de natureza:
econômica-social.
econômico-financeira.
financeira.
social.
econômica.
Estudamos que as aplicações em commercial paper são notas promissórias emitidas por sociedades anônimas no Brasil com o objetivo de captarem recursos de curto prazo no mercado financeiro nacional ou internacional. Da mesma forma que, vimos em nossos estudos que as aplicações em debêntures são títulos emitidos por sociedades anônimas para captar recursos a médio e longo prazo (mais que 360 dias). Desta forma, são dívidas contraídas por uma empresa perante investidores que emprestam recursos nas condições estabelecidas quando do lançamento das debêntures. As debêntures emitidas representam dívidas contraídas por uma sociedade anônima. Sabendo disso, analise os itens a seguir:
I - Os juros na commercial paper são fixos, variáveis e misto.
II - A aplicação commercial paper não oferece garantia.
III - É possível a participação nos lucros da aplicação em debêntures, dependendo do termo de lançamento.
IV - A aplicação em debêntures não oferece garantia.
Está correto o que se afirma em:
$ 20.000
$ 100.000
$ 200.000
$ 40.000
$ 120.000
Tendo em vista os conceitos de dissolução de sociedades empresárias que estudamos na nossa disciplina, analise os itens a seguir e depois assinale a alternativa correta:
I - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando anulada a sua constituição.
II - A sociedade pode ser dissolvida judicialmente, a requerimento de qualquer dos sócios, quando exaurido o fim social ou verificada a sua inexequibilidade.
III - O contrato pode prever outras causas de dissolução, a serem verificadas judicialmente quando contestadas.
IV - Ocorrida a dissolução, não cumpre ao administrador providenciar imediatamente a investidura do liquidante, e restringir a gestão própria aos negócios inadiáveis, vedadas novas operações, pelas quais responderão solidária e ilimitadamente e, dissolvida de pleno direito a sociedade, pode o sócio requerer, desde logo, a liquidação judicial.
Somente I e II estão corretas.
Somente I, II e III estão corretas.
Somente I, III e IV estão corretas.
Somente I e IV estão corretas.
Somente III e IV estão corretas.
Com base no Balanço Patrimonial (BP) e Demonstrativo de Resultado do Exercício (DRE) apresentados, elabore a DFC pelo Método Indireto e responda ao que se pede:
![](data:image/png;base64,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)
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)
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)
Qual o valor do caixa gerado ou consumido na Atividade Operacional?
Caixa consumido de R$ 200.
Caixa gerado de R$ 150.
Caixa gerado de R$ 350.
Caixa gerado de R$ 100.
Caixa consumido de R$ 350.
A DVA (Demonstração do Valor Adicionado) é uma demonstração que proporciona o conhecimento de informações de natureza:
econômica-social.
econômico-financeira.
financeira.
social.
econômica.
Estudamos que as aplicações em commercial paper são notas promissórias emitidas por sociedades anônimas no Brasil com o objetivo de captarem recursos de curto prazo no mercado financeiro nacional ou internacional. Da mesma forma que, vimos em nossos estudos que as aplicações em debêntures são títulos emitidos por sociedades anônimas para captar recursos a médio e longo prazo (mais que 360 dias). Desta forma, são dívidas contraídas por uma empresa perante investidores que emprestam recursos nas condições estabelecidas quando do lançamento das debêntures. As debêntures emitidas representam dívidas contraídas por uma sociedade anônima. Sabendo disso, analise os itens a seguir:
I - Os juros na commercial paper são fixos, variáveis e misto.
II - A aplicação commercial paper não oferece garantia.
III - É possível a participação nos lucros da aplicação em debêntures, dependendo do termo de lançamento.
IV - A aplicação em debêntures não oferece garantia.
Está correto o que se afirma em:
Somente I e II estão corretas.
Somente I, II e III estão corretas.
Somente I, III e IV estão corretas.
Somente I e IV estão corretas.
Somente III e IV estão corretas.
Com base no Balanço Patrimonial (BP) e Demonstrativo de Resultado do Exercício (DRE) apresentados, elabore a DFC pelo Método Indireto e responda ao que se pede:
![](data:image/png;base64,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)
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)
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)
Qual o valor do caixa gerado ou consumido na Atividade Operacional?
Caixa consumido de R$ 200.
Caixa gerado de R$ 150.
Caixa gerado de R$ 350.
Caixa gerado de R$ 100.
Caixa consumido de R$ 350.
A DVA (Demonstração do Valor Adicionado) é uma demonstração que proporciona o conhecimento de informações de natureza:
econômica-social.
econômico-financeira.
financeira.
social.
econômica.
Estudamos que as aplicações em commercial paper são notas promissórias emitidas por sociedades anônimas no Brasil com o objetivo de captarem recursos de curto prazo no mercado financeiro nacional ou internacional. Da mesma forma que, vimos em nossos estudos que as aplicações em debêntures são títulos emitidos por sociedades anônimas para captar recursos a médio e longo prazo (mais que 360 dias). Desta forma, são dívidas contraídas por uma empresa perante investidores que emprestam recursos nas condições estabelecidas quando do lançamento das debêntures. As debêntures emitidas representam dívidas contraídas por uma sociedade anônima. Sabendo disso, analise os itens a seguir:
I - Os juros na commercial paper são fixos, variáveis e misto.
II - A aplicação commercial paper não oferece garantia.
III - É possível a participação nos lucros da aplicação em debêntures, dependendo do termo de lançamento.
IV - A aplicação em debêntures não oferece garantia.
Está correto o que se afirma em:
Caixa consumido de R$ 200.
Caixa gerado de R$ 150.
Caixa gerado de R$ 350.
Caixa gerado de R$ 100.
Caixa consumido de R$ 350.
A DVA (Demonstração do Valor Adicionado) é uma demonstração que proporciona o conhecimento de informações de natureza:
econômica-social.
econômico-financeira.
financeira.
social.
econômica.
Estudamos que as aplicações em commercial paper são notas promissórias emitidas por sociedades anônimas no Brasil com o objetivo de captarem recursos de curto prazo no mercado financeiro nacional ou internacional. Da mesma forma que, vimos em nossos estudos que as aplicações em debêntures são títulos emitidos por sociedades anônimas para captar recursos a médio e longo prazo (mais que 360 dias). Desta forma, são dívidas contraídas por uma empresa perante investidores que emprestam recursos nas condições estabelecidas quando do lançamento das debêntures. As debêntures emitidas representam dívidas contraídas por uma sociedade anônima. Sabendo disso, analise os itens a seguir:
I - Os juros na commercial paper são fixos, variáveis e misto.
II - A aplicação commercial paper não oferece garantia.
III - É possível a participação nos lucros da aplicação em debêntures, dependendo do termo de lançamento.
IV - A aplicação em debêntures não oferece garantia.
Está correto o que se afirma em:
econômica-social.
econômico-financeira.
financeira.
social.
econômica.