[center][b][br]Com base na figura abaixo responda as seguintes perguntas:[/b][/center][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaIAAAFJCAYAAADZiCkuAAAgAElEQVR4Ae1dBVRVSxcGsVABO9CnYreCXajY3frsfHbnw+7EfnY+u57d3YWN2N0+u+vp/tc3/iAIF26cvnuv5fJyzsyemW/Ovd+ZmR0OxKJJBDZu3Eienp5W961Lly40YcIEq+tzRUaAEWAElELAQamGuB3LEfDx8aGFCxdaXpGI+vbtS8OGDbOqLldiBBgBRkBJBJiIlETbwrY2bdpEOXPmtLDWj+IjRowgX19fq+pyJUaAEWAElESAiUhJtK1oq1SpUrRgwQKLa06aNIk6depkcT2uwAgwAoyA0ggwESmNuIXtbdmyhbJnz25hLaI5c+ZQ8+bNLa7HFRgBRoARUBoBJiKlEbeivdKlS9O8efMsqrl8+XKqW7euRXW4MCPACDACaiDARKQG6ha2uW3bNsqWLZtFtWB1V6lSJYvqcGFGgBFgBNRAgIlIDdStaLNs2bI0d+5cs2vu2bOHSpQoYXZ5LsgIMAKMgFoIMBGphbyF7W7fvp2yZMlidq3jx49Tvnz5zC7PBRkBRoARUAsBJiK1kLei3XLlytHs2bPNqnnhwgWLiMsspVyIEWAEGAEZEGAikgFUuVTu3LmTMmfObJb627dvU6pUqcwqy4UYAUaAEVATASYiNdG3ou0KFSrQrFmzIq359OlTSpgwYaTluAAjwAgwAmojwESk9gxY2P6uXbsoY8aMkdb68OEDOTs7R1qOCzACjAAjoDYCTERqz4AV7cMse8aMGZHWdHJyom/fvkVajgswAowAI6AmAkxEaqJvZdswzU6fPn2ktV1dXen169eRluMCjAAjwAioiQATkZro29B25cqVadq0aRFqSJYsGT18+DDCMnyTEWAEGAG1EWAiUnsGrGx/3759lC5dughr4/61a9ciLMM3GQFGgBFQGwEmIrVnwIb2q1atSlOnTjWpASkkzp49a/I+32AEGAFGQAsIMBFpYRas7MP+/fspTZo0JmsXKlSIDh06ZPK+nm58+fKFAgICCBEmNs5bSOuG+tH69r60sXZr2lqiHu3JVYmOeZSkC4kK07l4BeiUax7yj+1JR2PmoEPRstJ+x0ziHz7jGu6hDMqizqWk3nQ1eQm6kbI0BXhWp5NlmtGRxt3psO8oOjJ9AV08dJS+fv2qJ8i4r4yAbhBgItLNVIXf0WrVqtGUKVPCvVmmTBnxwx3uTS1e/P6dnmzZR+cHTaIDv3ek7fmq0dYUhWl3rBzk75CZ7jvkoP8cvIgccof598HRi+5GzUVnYgURTH66kDAkwZSiGylLCbIB6eDeuXj5BRmdAGHFyEEHo2aho46Z6Z5D9jD60eZ7B0+6Ec2TziQsSCeyVqRTlVrRlZ6j6eWyLUQXrhO9fqtFVLlPjIDmEWAi0vwURdzBgwcPkoeHR7iFqlevTmvWrAn3npoX379/T2dO+NOOoeNpc6VmtDetD12OFZZc8OP/PKoX3XYrSNc8ytCNIg3pXv2edL/HGHo8cSG9XLuLPp69TPRKWgKAD9aTx4/p9oFjdHX+Kro0aBKd/L0zHclbg465F6UAZ0967JAzXLJ6HrsABeaqTuda96Nba7apCTO3zQjoBgEmIt1MlemO1qhRgyZPnhymQMOGDWnRokVhrit94fHN27R7yDha5V2T1sfzpPMOWUL9iL919KTTbnlpe/bytKlBRzowYSbdOnSc6D9t+0Bdv3SZds9eSMvb9aI5xWvQjNQFaEOMzPTQIUfw+N445KLj8fPTbp8GdG7MDPr04InS8HN7jIDmEWAi0vwURd5BnAOFF1eudevWZjm+Rt6CZSUeLttIJ+p1pqNpS9GNGKG30t5HyU3XUvhQQNkWdGXQZHp53HjGFM+ePaNTK9fTvpa96VCOSnTVOfRq76JrPjpWoBad7zmK3hw/Zxm4XJoRMCACTEQGmdRatWrRxIkTQ42me/fu5OfnF+qaHH8EXrhAO9v3pcPpS9Mbp58/ulgNnHLJTXu9qpB/t2H02j9AjuZ1ofPVlZt0or8f7SpQk0645qGPDp7Bq6Z7znnpXJZKdL5VX/r3hPGIWRcTxJ1UFQEmIlXhl67xI0eO0G+//RZK4YABA2jw4MGhrknxx6dPn2jNnAU0r2h12u3iGepH1T9uPvqnVD3aOXUOvXz5UormDKnj6a27dHjoJNparC7ti59XGGLgTOyLgxftS5CPlpepTwdWrzPk2HlQjMCvCDAR/YqIxv5esYIIKYg+fYq8Y7Vr16bx48cHFxw9ejT16tUr+G9bP/ivWEfriteh/bFy0Pf/W659jpKHLqcvT2c7D6VXdx/Y2oTd1kcEjEP9xtBBzyp0L2YesVp66ZCLtiTMQ2t/b0dXTvNKyW4fDjsYOBORhif53r0fJAQiwufI5NixY5QiRYrgYn/99Re1b98++G9rPtzfsIsOVmwhjAmCzKZfxshL1wvUozezVhN9Yd8aa3CNrM69WSvoVJF6hG074A7T9e0exWh310H05s2byKrzfUZAVwgwEWl4uvbuJQr6h5WROVK3bl0aN26cKDp//nxq0qSJOdVClfl86SYF1OpEVxMUDj7HuOuch04XrEv3py4JVZb/kB+ByxPn0dG8NejO/w0/bkTNSbtzVaJTfjPlb5xbYAQUQICJSAGQrWkCW3ELF/5YCSGANlZF5gTSPn78OLm7u9P3799p1apVBCMGc+XsjMV0KGdlehflh6VbQExP2lOgJgVMmmeuCi4nMwKnhk2hfTkq0q2oucRLwpVYeeiQT0O6tWqLzC2zekZAHgQGDRpETETyYGuzVmzFgYiCzoawIgoMNE/t77//TmPHjqUtW7ZQ+fLlI6z04MEDWte8G+1JmC949XMwfWk6MmRChPX4proIfPz4kQ74jqIdmUrTjSg//Jb2/+ZNO3sO5RxU6k4Nt24BAr6+vlSgQAEmIgswU7QotuT69w/9z9ztOX9/f0IKiL1795K3t3e4/b57/QatrdSUjkTPJgjoecx8dKZya3px9Ey45fmidhF4/Pgx7W/anQLjFxRzecjFi7Y16UqIYMHCCGgVAbiX4PcJ1rW8ItLgLGELDu4/IVdAuIaQcuYYLWBIeMtwd09D0aI5U5EipWj9+vVipHeO+NO2YnXpitOPt+jbiYvRnf6TiN5/1CAS3CVLEbg5ciYF/uYjCOl8TE/aWa0Vvbh731I1XJ4RkBWBDh06UOnSpQnhtCBMRLLCbZ1yEBCIKOSZELbocE6ElVJkgoR57u5ZqEGD7eTr+4Fq1VpFrnES0Ii0BeiZ44+zhYB0ZenOzOWRqeL7OkXg1pSFdDZNaUFIt6Pmor0+DegxO8vqdDaN1e0//viDKlWqFGoLmYlIg3OMLbjwtuFAQr8SVHjdT5UqAzVvfizU1h7IqGhMdzqapwbd27Y/vGp8zYAI3J6/mvwzlxeE9DKKJx3OV5PubdxtwJHykPSAQOPGjQmxMX8VJqJfETHA37Fju4UiIZw19e79llzixDXA6HgI1iBwZ9UWOpqzsojcAL8k/ywV6fbcVdao4jqMgFUIwIiqXr164dZlIgoXFv1ePHXqFLm4xKe2bS+GIqP69bdSnjxF9Dsw7rkkCNzbuo8O5qtBrxx/xLo751GKrixgQpIEXFZiEgGkpGnatKnJ+0xEJqHR140nT55Qjx49yMHBQVjMpUlTmNq0CRRk1KzZEUqRIgv9/fff+hoU91Y2BB4c8qe9RevS8yieItngrgI16N8bt2RrjxXbJwLIalyhQgVCJoCIhIkoInR0cm/mzJmULl06EfQU2Vq/fftGI0aMoKRJU1LUqDEpbtwkVLVqVZ2MhrupJAJP9h+nE9kriTOkSzFy0e4WPZVsntsyMAJwHyhVqhR17Ngx0lEyEUUKkXYL7N69m8qVKydWQe3ataPbt2+H6Sxiz+3YsYPix48fbCoZphBfsHsELo6YRpfj/fBD2pusEB2fvdjuMWEArEfgxYsXVLRoUbFLY44WJiJzUNJYmTt37hDs8LENV6JECdq2zXRK6owZM9Lly5fF/uzQoUM1NhLujqYQ+O8bnajelt5E8aLXDrloQ4HqdOcWb9dpao500JlHjx5Rvnz5qG/fvmb3lonIbKi0UXDSpEkiwnbSpElpwoTIw/B4eXkRDBgCAgIoXrx49O7dO20MhHuhWQSe7T9O/pkriO26k9Fz0MaWPTTbV+6YthDAS3KuXLkszoPGRKSteTTZm82bN1Px4sXFKqhVq1Z0/fp1k2VD3kAIjf37f/gNNW/enIYMGRLyNn9mBEwicGHQJLrill8Q0qZkBWjvnEUmy/INRuDq1auUOXNmGjVqlMVgMBFZDJmyFa5cuUItW7YUBIQ9102bNlnUAQQ9RfBTyIULF8jNzY3evn1rkQ4ubMcIfP5Cxyu3EhHZHznkoOUFqhKeSRZGICQC2HFJkyaNWbs0IesFfWYiCkJCg/8jVE/ChAnFP0TTtkaQBgLpIIIEpIaw6yyMgCUIPN5+gE5mKCtWR/ujZaW1PfgZsgQ/I5c9efKkOC6YOnWq1cNkIrIaOvkqIhot4jHBGKFRo0bC2MDa1pAYb8GCBcHVL168SC4uLvQ6ZCC74Lv8gRGIGIHzff3oWuw89N7Bk1Z412RLzIjhMvzdI0eOUKJEiWjOnDk2jZWJyCb4pK+8Z88eyps3ryChMWPG2NwAzLqRMjykgOQGDBgQ8hJ/ZgTMRuDDzXt04v+ro41J89OpnWZE4jVbOxfUCwJIM+Pq6kqLFtl+dshEpKFZHz9+PEWNGpWyZs1KW7dulaRnvXr1otGjR4fSBXPuOHHiiDwgoW7wH4yABQicqNVebNWdccpGm7vzVp0F0Om+KFxGYsSIQStXrpRkLExEksBomxLY3WMLDltxCAx4/750+WMGDx4c7uoHITf6IxoqCyNgAwLXJi+g27HziTBBa4vWoi9fvtigjavqAYENGzaQo6MjrVu3TrLuMhFJBqV1imDRlj17dkFCCMsjtfj5+REyIf4qsHyKFSsWwQOahRGwBYFvdx/RmUw/Uk3sSFKAzm/fY4s6rqthBGD4FD16dMl2bIKGykQUhIQK/4N4sApC9IONGzfK0oPp06dTmzZtwtWN65Z4P4erhC8yAv9H4EydTmKr7pJTDtrZlbfqjPZgLF68WBg64RxbamEikhpRM/TdunWLateuLUgI5tXhxYgzQ41ZRRYuXEgNGzYMt+y1a9fI2dmZnj17Fu59vsgIWIrAnb8W0/3YP5xgNxeuRd+/f7dUBZfXIALz5s2jBAkS0KFDh2TpHRORLLCaVrpmzRoRKRsrISWiHKA95AIxJbCq69Onj6nbfJ0RsByB2w8pIHPFHz5HSQrSlW1sVWc5iNqpgV0Vd3d38vf3l61TTESyQRtW8fz588UqKG3atLR27dqwBWS4sn37dipTpoxJzQgVBOuXp0+fmizDNxgBaxAIrNtFkNHtaJ4UMGSyNSq4jsoITJw4kTw8POj8+fOy9oSJSFZ4fypHniCsgooUKWKTg+pPjeZ9wlK6cOHCERZGJO8///wzwjJ8kxGwBoH7UxbRvRi5BSGdaMdWmtZgqFYduH0ERe+Xuw9MRHIjTEQjR44UJIQtsufPnyvQ4s8mzpw5Qzlz5vx5IZxPN2/eFJYwyPLKwghIjcDjvUfpWpx8P7bq6naQWj3rkwEBpIzJkSMH4TxbCWEikhllnL9gJYSI2WoIIuIie2tkgiyKcH5lYQRkQeDG/eDEeztLN5KlCVYqDQL9+vUT0V0ePnwojUIztDARmQGStUXatm0rSEhNE2k8TMmSJYt0CLDcQ1QHONeyMAKyIPD6LV1MUlSsjLbm5dT1smBso9KePXuK4wOlLWmZiGycOFPVK1SoIEgIh31qCoKbIh6UOdK5c2fCg8jCCMiJQOBvPoKMNmUsKWczrNtCBPD99/HxUSVNDBORhZMVWfFPnz6JWHHYjluyZElkxWW//99//5GTk5NZ7SC7YpQoUUjJJblZHeNChkMgMF05QUYbkxc03Nj0OCA4tyN3mVohmpiIJHxqsJyNHTu2WAnt3LlTQs22qYLT6ocPH8xS0qVLl3BDAplVmQsxAhYgcC13rR8ro3ieFtTiolIj0KxZM6pWrZrUai3Sx0RkEVymCyNKAVZB+Hf27FnTBVW4g+R65voJ3bt3TwQ0lDLwqgpD5iZ1gsD9ki0EGW2OmVUnPTZWNxs0aEB16tRRfVBMRBJMwYEDB4JJ6MGDBxJolFZFqlSpLAoj1K1bN8I/FkZACQSeN+n3Y5suSnolmuM2/o8Awosh6r8WhInIxlkIuRJSa381siFkyZKFAgMDIysWfB+rIYR5x+qIhRFQAoGvw+YIMtoTg1dGcuON+H+VK1emli1byt2U2fqZiMyGKmzBd+/eBa+EtGz2jIyvJ06cCDuACK706NGDcF7EwggohcDbv5YJMvJ3zaNUk3bXzsePH6ls2bKEGJNaEiYiG2YjadKkgoiOHTtmgxb5q5YoUYIsDd0OyzlY0MGSjoURUAqBW9OXCjI6lLK4Uk3aTTtw5ShevDh17dpVc2NmIrJySjw9PQUJLV++3EoNylWrVKmSVfmO4FPUqVMn5TrKLTECRHRu4ARBRjuK1GY8JELg33//pYIFC2o2piQTkRUTHeSsiqCAepC6deuSNYT5+PFjEW1BqXhTesCS+6gMAicadhNktKWp9t7elUFAulZw1uvl5UUDBw6UTqnEmpiILAS0efPmYiWkp5UC+jx37lwLR/qjeO/evQlx6FgYAaUROO5dX5DRJt/hSjdtmPZu3LhB2bJlo+HDtY0hE5EFjxxixsFPCD/sehIQyaRJk6zqMiJyI0c9InSzMAJKI3A6w48IDFvHT1O6ad23d/HiRUqfPj35+flpfixMRGZO0V9//SVISAvOX2Z2ObiYr68vjRgxIvhvSz8gV1H79u0trcblGQFJELicsDC9dshFO5eslESfPShB+peUKVMS8qDpQZiIzJilf/75R5AQzob0KMOGDSNbIoAjKgOyuCKbKwsjoDQCr+8/oscx8tAJx8x0YA+nHY8M/+PHjxMsemfOnBlZUc3cZyKKZCqOHDlCCJHj7e2tWkDASLoY6e0JEybY7BOEvEpa8z2IdOBcwDAI3Ny6l7475KZ/YmejU6dOGWZcUg8EUV7ixYtHCxYskFq1rPqYiCKAF06qyFIIixPk69GrzJo1y2YvagR0RfBURJJgYQTUQODM+NnCeGFxIk/ibMJhZwCBlmPFikXLli0Le1PjV5iIIpig+vXriyXuuXPnIiil/VtIR1GvXj2bO4rtPYSLZ2EE1ELgUOs+goz+8SyvVhc02e6mTZuEqwWOEfQoTEQmZm3kyJHiXGjRokUmSujn8vr166lKlSo2d/jFixfijevKlSs262IFjIC1CGz2riPIaE+tttaqMFS9NWvWiJxjICO9ChNRODO3ceNGQUK9evUK567+Lu3atYtKlpQmG2b//v2pVatW+gOBe2woBNalKiLI6OKACYYal6WDwTYctuO0lP/M0jGgPBPRL6ghikCGDBlEtsJfbun2z6NHj1KBAgUk6f+rV68oTpw4dOnSJUn0sRJGwBoELly4QFtjZqUn0XPT25MXrFGh+zowSIBhwv79+3U/FiaiX6awRo0alCJFCovSJvyiQnN/nj9/XnhXS9UxhAr5448/pFLHehgBqxDYMmYKPXXISafSlLKqvp4rwQApSZIkpPWAy+ZizEQUAqkBAwaILTlr4rKFUKO5jwjz4eHhIVm/EMXX1dWV4LnNwgioicC6cg3FFt3RmtpKayAnJnBShbMqnFaNIkxE/5/JVatWCRKCv4zRBKauiRMnlnRYgwYNohYtWkiqk5UxAtYgsDd5Efri4EWBMxZbU11XdRCuB2F7jPYSyEREJM478IaBrIVGFCTwix07tqRDe/v2Lbm5uRH26lkYATURuLHrAN2L6knn3PLR53fv1eyKrG0jTFfWrFkNGeGEiYiIELonderUZGSzZARrlVqGDBmiuwCwUmPA+rSBwImOA8UW3e7ctrspaGNEoXuBc1k41iOlgxFF+l8nnaEEE238SK9evVpnPbesu7B0wypGSsFKC1Y7AQEBUqplXYyAVQj4e1UXZLS3Qz+r6mu1EoIOI6kdktsZVeyaiOCsChKCkYLRBRY2SHQntQwdOpSaNm0qtVrWxwhYjsCT53TXpQBdd8pJgduNERwVab2LFStGcJswstgtESGidMaMGalq1apGnt/gsaVJk4ZgPSe1fPjwgeLHj096D4MkNS6sTx0EHk1dKlZF+1IVV6cDEraK1CtlypShjx8/SqhVO6oQtxLnXp6envbr0NqjRw9ydHSkw4cPa2dmZOxJ9uzZCf5EcgiyPzZp0kQO1ayTEbAYgTM+jQUZHWnUzeK6WqnQsmVLYTz1/ft3rXRJkn5gATBt2jQqXrw4JUqUSET037dvn30SEUKlY0sOabDtRRBZASkt5JBPnz6JVBlG8muQAyfWqRAC7z7QZbf89DqKFz3bcUihRqVrplGjRlSrVi3pFKqs6evXr7R06VKqVq0aRYsWjRo0aEDr1q0L1Su73JqrWLEiZcmShRDE016kVKlSssajQpBYfIFYGAEtIHBm9HSxKrqYSpoYi0qNqW7duoSo/0aQLVu2iPNjuI7gNxchid6/D9+83u6ICFkLsRrSW+IoWx9MnIX9+hZiq86Q9T9//iycZk+fPh3yMn9mBFRDYHu+aoKMrjbooVofLGkYK4ZmzZpZUkVzZXHU0aVLF3J3d6fChQvTxIkT6eHDh5H2066ICInu0qZNSzVr1owUGKMVwFsW8hLJKaNGjRLLbjnbYN2MgLkIPHjwgM7GyEmvo+YhunbX3GqKl/vy5YsIsqzXXF+BgYGESCvYZYLD7eDBgy2O/GBXRASmxh4lcrrbmyBIKQIlyinYC4aZ+MmTJ+VshnUzAmYjsLt5D7Eq8i9Y1+w6ShaELx5StHTq1EnJZm1uCySP1U6hQoUoefLkBDNzW86g7YaI9uzZI7bkkGXUHgUkPH78eNmHPmbMGMPsccsOFjegCAL+iQoJMrqyUFvZS58/f05FihShnj17KoKDrY3gfGf+/PkiEg0c5LGNiHMgKcRuiKhs2bKUI0cOevPmjRS46U5Hv379CM6ncst///1HyZIlI39/f7mbYv2MgFkIBIyZIYjoQMpiZpVXohDOTfLmzUv4Xmpd1q5dK14uo0aNStWrVyck48P3XEqxCyKaOnWqWA0tXmz86LymHg5YtSFUiBIyduxY+v3335VoittgBMxC4FTmCoKMdnQdaFZ5OQsh+WbOnDkJsRq1Knv37hU+PgkTJqQSJUrQ9OnT6dmzZ7J11/BEdPfuXUqVKhXBLNKeZfLkydSxY0dFIIATHqxm7PEsThGAuRGLEXi57aAgon2xchKMltQSBFbOlCkTjR49Wq0umGwXfoC+vr6ULl06EWAVL6/Xr183WV7KG4Ynog4dOpCzszOdOnVKStx0p2vu3LmKmoaOGzfO7slfdw+JwTscWLKpIKO/y6izWkdkEySoxCG/VgSrM5Binjx5CGHA4OSvhrGRoYno7NmzFCVKFGFaqJWJV6sfyDpbp04dRZtHyvWjR48q2iY3xgiYRODaXXoTLS8dd8yseMR4nJlilwBbXGrLy5cvCf6UcHJHnMjWrVvT7t27Ve2WoYkIW1EA+s6dO6qCrIXGN23aJLyblezLhAkTqHbt2ko2yW0xAhEicLleN7EqWuej3KoITp44a8GuhFqC7fIVK1YIH0q8nOOo4p9/tGNFaFgiunTpEsWKFYu6d++u1txrql0cPiLQoNKCzLe2+Bco3V9uz+AIPH9FD2LloxtOOelBwEXZBwu3ERcXF1LLUGr79u3UokULcnV1pXLlygky1KLlsGGJCLb50aNH51TW//+qnThxQpiLyv7N+6UB7IfbYySLX2DgPzWEwNkWvmJVtL9EA1l7tXXrVvEbtGrVKlnb+VU5jITwAo6XQAQ7xnktjLa0LIYkIhzABe19ahl8JfuGMByZM2dWssngtmC1eOiQ/qIgBw+APxgOgUtu+emlkxe9P3tZlrGtX79euIzgfyXk8uXLwk8Q6V5glde/f3/Fz8FsGachiQiTgMCmx44dswUbQ9W9ffu2eENSY1AwHa9Ro4YaTXObjEC4CBzrOFCsis4VaxjufVsurly5kmLEiEHbtm2zRU2kdZFxecqUKVS0aFFKmjSpCBN08ODBSOtpsYDhiAg+ArBOQc4Llp8IwBktQYIEPy8o/Almq3r9kigMFTenEALH4ucXZEQB0vnKLFq0SJzH4ExWDkHuL7RRuXJlihkzJjVu3Jg2btwoR1OK6jQcEQ0bNkyshnbt2qUokFpvDOmG8eCqJXhzQ5h7FkZAKwgc6DxIEFFAlbaSdGnOnDnCOk6OrM8bNmwQ+b6w0qpSpYogI6ReMYoYiohgHw+nLOTeYQmLAGJFSR0jKmwrpq9gbvbv32+6AN9hBBRG4EqcvPTIOS/RV9tipyH9NaJQS+kMikzScEFBRHtvb2/666+/6MmTJwojpExzhiIiPz8/sRqSMwGcMtMiTytubm706tUreZSboRUx//glwQyguIhiCJz8vfOPs6KOg61uE/5yeMkKCAiwWkdQRURfwBl3xowZRZBm7PAgLJDRxTBEhK0nJGZCbg+W8BHA2RnyiKgpiGMl1/65muPitnWKwL0n9CZqbjqfuIhVA0AySFij2kIWMK3GS3T+/PlFXMwePXrYXZxGwxARlq2wlFPLccyqp1jhSunTp6erV68q3Gro5hDiBAetLIyAVhC4VKLJj1XR1L8t6hKiZyOKNixSLRU4leJMCelpsFPRsmVLgvOpvYphiMjT01O8UdjrRJoz7ly5chEi7KotGTJkIHicszACmkDgwGlBRAcyljG7O0iwmS9fPosjea9evVqE13F0dKRatWoRTL1ZiAxBRLAowfpFxdgAACAASURBVGoIqyIW0wgULlxYEybUM2bMUDzunWlU+A4jQHQ7SxV65+hJDy5fixQObJ3Bd+fFixeRlkUBWPC2atWK4sWLJwKNzpo1i2BYxfITAUMQEZa1iOd0//79nyPjT2EQwDaA3E52YRo1cQGHsWxibwIcvqw4Ak/HLRCrosPV2kTYdqdOncQ59Lt37yIsB+u5Xr16ibQPyMQ6ZswYQsQXlvAR0D0RwQoM5o1w7GKJGAFEN9BKxF28FVaoUCHiDvNdRkApBD5/pQcuBehmnHwmW0S6BDyzX79+DbcMksiNGDGCcEyA89g+ffoQUtGwRI6A7olo4cKFYltuzZo1kY/Wzks0atSIgJdWBNZGO3fu1Ep3uB92jsDZ6u3Equjy5AVhkGjatClVr149zPWnT58SfIgQ2T5RokQivfa+ffvClOMLESOgeyJCvhsE+WOJHIE2bdqIL03kJZUpMXv2bBGaXpnWuBVGIGIE3vgH0BcHL5qaPA/NmzcvOHJ//fr1Q2Ubxopo6dKlIlJItGjRRDgx9l2MGNvI7uqaiGA2ibA1yLPOEjkCCA0/duzYyAsqWAK+X/Zstqog1NxUJAggi2qK2IkoYxJPyu1Vj1xcElDGjFmCt/23bNlCWBnFjh1bGNssWLCA3r9/H4lWvm0OAromIsQvg7Uc8m+wRI7AwIEDNZc2HVkrYUTBwgiojUC2bHmocuW51L8/iX+9e7+hZMmyi1U7nMFhdYr8Wg8fPlS7q4ZrX9dEVKZMGY6kYMEjCcsdJAzUmmTLlo2QRIyFEVALAbzMurtnDCahIDKqXn0JZc3qRRcvyp/NVa2xa6Fd3RLRuXPn2HfIwicIsd7atWtnYS35i8+fP59Kly4tf0PcAiNgAgE4mrq7Zw9DRPXqbaaSJdm60wRskl3WLRENHTqUfYcsfAywp61VM/ccOXIQ9uBZGAGlEMD5Dr4TMMmOEycOxYrlRk2bHg5FRrlz1xNx4JTqk722o1siQngNrf6oavVhWrVqFdWsWVOT3cMPAges1eTUGK5Ta9euJVjCIS0KTLJhAQdnU6S0jxYtJhUt2pcqVpxFHh7Fydvb/LA/hgNKwQHpkoiQ0wZGCuw7ZNmTgnOYcuXKWVZJwdIIILlp0yYFW+Sm7AUBRHzHtnTChAmpRIkShOC7yFoMgSNq1qxZhTPq6dOnyde3L+XOXZANoRR8OHRJRIj1xL5Dlj8lSLSFGFlaFTjb+vj4aLV73C+dIYAAv4hugNQjiHYwcuRIQTohhxEYGCjujxs3LuRlCjqDZteQULDI9ocuiQhxyvgBsfyZOHXqFHl5eVleUcEa+MHYuHGjgi1yU0ZCAFtso0ePpjx58ohkdb179zaZNRWrn99++81ksGRY5fILrzJPh+6ICPngsS135MgRZRAyUCuXL18mpGDQsixatEiES9FyH7lv2kIAkaxnzpwpIlvHjx+fEBNu9+7dEXby6NGjIkYlYh6akvHjx/NvjSlwJL6uOyKCL0zKlCklhsE+1N27d4+SJ0+u+cFi1bZ+/XrN95M7qB4C379/pxUrVoicPlGiRBEheMwN6Isz5rhx49Lff0ecCO/EiROCiEBIEcnr10R+fj+cYIP8j4YPJ7p3L6JafC8kArojomrVqoWK+xRyMPw5YgTw5ogvoNZlyZIlVKxYMa13k/unAgIIB9WiRQtydXUVhjeIzIFsp+bKjh07yNnZmZYvX25WFZwvIZ5lRBJERIGBP0vt3Us0ezbRp08/r/En0wjoiog+fvwofkgnTZpkekR8xyQCX758IQRp1INgj58DSephpuTvI6IeIE4idkIKFChAMCy4e/euxQ3j7NHJyYlgvm2uNGnShFKkSBFh8fCICKuhKVOIcI8lcgR0RUTY98X5EIITsliHQIwYMeiTDl7Tli1bpmkLP+vQ51rmInDlyhWC0zocnWEw0L9/fwoICDC3ephy2LaD39DmzZvD3IvoAs6Q8JuDbTpTEh4RYUW0YoWpGnz9VwR0RURDhgwhBB9ksR4BHOY+f/7cegUK1oTTMvuKKQi4yk09fvyYEMgYLgZJkyYlZEM9ePCgzb2CwyoiZluTERg+RiCiiM6Jgogo6HwI/+PMiFdD5k+drogIPia///67+aPjkmEQgLmqNdsaYRQpcAH7+Ih4zGJcBLA6h6Vk5cqVRUoXREuR0nwfcQzx8mULocHROqJzoiAiCnlGhK05kBEbLJj37OqGiHDQjjcTBO5ksR4BbHNcunTJegUK18yfPz8hICWLsRAA2SBjMPKJValSRZDR58+fJR0kTLqxsrI1TUz79u0jPCcKj4iw+w1jhZDkJOngDKZMN0SEvV0QEbylWaxHIHfu3CYd/KzXKl/NlStXUqFCheRrgDUrhgAie3Ts2FH473h7e4ttuCdPnsjS/uTJk0XsuLNnz9qsH9vD+O0xdUYVHhHxisgy2HVDRAjrg5zwLLYhgB+Affv22aZE4doFCxYkBGxl0R8C58+fF4YGiIYCw4Nhw4YRDBHkFGQhhuO2VCv/t2/fRrgbE0REIc+I8JlXQ+bPsm6IKFeuXMJ5zfyhccnwEEDIe0sth8LTo+Q1kBDMdln0gQDOIGFijW1VmFzjJdLW7TFzRw6iQ6LFGzdumFvFrHI4q+TzabOgsqqQLogI1jRYGsOihsU2BHDoiu0uvQm25+BJz6JNBOBUOmfOHJH23c3NjVq2bElwPlVSBgwYQNh6vn//vuTNDho0KMJzIskbtDOFuiAimF+CiBARl8U2BJo2bUqwJNKbwA8Eb9gs2kIAhiR169YlR0dHsWOh1ksOgpviZeXp06eyABQU4xLm3CzSI6ALImrevDnFixdP+tHboUZYAOl1ZVmkSJFIQ7Mcv/COZv7zlLr43aXKXa6RZ/2LlLpyALmXO0fJy5+jdNUCKF/jS1Sj53XqMfEezd/wjM5d/WCHT4L1Q4Y/DgKL4jtZqlQpgtMnrFrVki5duogcQ69xWCOjIIvrvHnzZGzBflXrgoiw54uzDRbbEejVqxeNGjXKdkUqaEBolrx584Zq+enLr4J4qnS9TrEKn6b01QKoROsrVLb9Varre5NaDr1NHcfcpa7j7lGXcfeow+i71GLIbarT+wZV73GDiv1xhVJVOk/xfc5Svb43aenW5/T5y/dQbfAfJCwt8ex4eHiIOUDwYaRcUFuQ7K5s2bKKRAspX748dejQQe0hG7J9XRAR4qN17drVkBOg9KAQnQLhUvQqsPrDVu3uE2/o9z43ySnfKSra4jLV73OTek26T4NmPrTqH4gKZObV4CLFLHhakNXJi+/1CpMk/cY21IgRI0RSufTp04skc1KYQ0vSOSIR/BQ+SEoJSKh06dJKNWdX7WieiGD9gvMhOKex2I4ArJm6detmuyKVNCAQqnP8rGIVU6HTNerz1wOriCciwuo+/h6VanuVEpU6S9W7X6ej59+pNFrlm0X67GnTpomtLrhLYMWhRXP/hg0bRhjtQA7kJkyYwClo5ACWiDRPRFu3bhVEpMUvg0xzIqvaGTNmiP19WRuRWblr0ryUt+J4yQkoPHIq3/EaJSx5lloNv03PXn2VeWTqqP/69atYZSLFCnYfGjRooOnI53Xq1BF9VBqtDRs2iN+iDx/4TFFq7DVPRBMnThSTDxNuFtsRQFwv/NDoWfqNXEbR3TIrQkQgp37THhBWXyCkJVv1ETDWnPndsmULwYoSAUErVqxICxYsoPfvtb0dWbVqVYLxkhoSGBgofos4uov06GueiNq2bauLZG7ST408GhGuBG++ehfXpPkpT4VxipERCKnJwFvkUSWAOo+1PBeOVvA+cuQIwcoMmXrhpIkXvYcPH2qleyb7gTh05cqVI/weqCUI0IpjAvZnk34GNE9EiLjNXvXSTTwyVBrhwHXAqBUU3TWTokQUtDoq0uIyle1wlV6//U+6iZFRE97k4ZCZJUsWypo1q/h88eJFGVuUVjWcZfE70LlzZ2kVW6EN0eth8MMiLQKaJyK8uWH7gEUaBOCYZ5Qgom7JClDu8mMVJyMQkk+bq5SzXiDd//eLNBMjsZYHDx6I1Q7mGt8hWJ1iNaQ3gfEEVm4wHdeCFC9eXPdb21rA8dc+aJqIgoINjhw58td+899WIgDzWwSfNIIMGruSortmUIWIQEawrMtc6wI9fq4NMsL5Ds554HOHc59mzZoRzoH0KiBTpIzXkrtBixYtRJ/0iqlW+61pIjp58qTYk7Ukx7xWgdZKv65du0Zp06bVSnds7kdc90LkVW6MamTk0/qqiNTw3zf1nGDx/ahfv75IhV29enVhAffff/rYNjT1ANy8eZOyZ88uonWbKqPGdfhVubi4qNG0odvUNBEtWbJEEJGe9rO1/rTgYBrJwowiQ8atpmgu6VUjIqyMvFteEc61SmK6d+9e4eOTMGFC4fMzffp0wjaWEeTy5cuEtBGI3qA1gaECDBawWmORDgFNExGi6WLSv39X721TOqi1oQkHv0Z7o4uXvDB5lh2lKhkhpt2IeY9knWSYDffp04fSpUsnoh1gy9poQTgR2Dh16tQ0adIkWbG0VnnQLs2ePXusVcH1wkFA00SE/B9IcMUiHQLfvn2jKFGiSKdQA5qGT1hD0VzSqUpEXfzukUvRM3TwzFtJEUE8t9GjR4tziTRp0hCiTOPH0Ihy4sQJSpYsGcHpWqvy6tUr8XKMFSiLdAhomog8PT1FPnvphsuagECsWLE077ho6UzFT1GUcpUZqSoZIchq/iaXLO16mPKIZI2QVohsHT9+fBEJY/fu3WHKGenCwYMHKUGCBLqIbo3tUPhisUiHgKaJCD+YWjHblA5y9TUhhti///6rfkck7MHIyesoWpy0qhIRzotARBOXPrFqZDh/qFWrllixIscPcjDZg4BkkWIBZ8J6EOTFQiRuFukQ0CwRwRQV50PYlmCRFgHswWshhL+0oyJK8Js35Sw9QlUyajXsDiXwOUsfP38za3jIYgqTYFdXVxE5YO7cuYRzPHsRmJcjvh0S7OlFQEL58uXTS3d10U/NElFQenBEAmaRFgF411+4cEFapRrQNvqv9RQ1joeqRCSs6P64QiPnmzZcOH78OHXv3l1EckbUEEREv3tXv2GDrJ16mJ0jsyuCiepJEHQ1c+bMeuqy5vuqWSKCvwtWRAjSySItAnibO3bsmLRKNaItYcpilKPkMFXJCKsiZIQNKVeuXKGhQ4cKZ+JMmTIJJ82AgICQRezqM7YhY8aMSVgR6k2wgk2RIoXeuq3p/mqWiE6fPi2ICPlnWKRFAHG7jHr47TdtI0WNnVpVIsKqKHvdQJq54opIy160aFHhu9WxY0fCoby9y8KFC8nNzU2TeY7MmRsYKqD/LNIhoFki2r9/vyAio/5gSjeFlmuqXLmy7rZDLBllwlQlKHvJIaqQUZ/Jt0RUcOfExSl69JjUuHFj2rhxoyXdN3TZ2bNnE4xljh49qttxIuSQ0Vwg1J4MzRLRpk2bBBHBt4BFWgTgn7Vs2TJplWpI2/gZmylqrJSKElGx2nMoQZqq5BAlOiXyKEltesygt+8+aQgV9bsydepUsaV16tQp9TtjQw8Q8QHHBu/e2U/mXhvgMquqZokIP5SY7EuXbPfLMAsJOyqEPe45c+YYesSJPHwoW4nBspJRxearKFmWhhQlegJySZKHajcfSYGXOfRLeA/W+PHjRYxDIxjJwJkVv02PHpk2SAkPA75mGgHNEhGW8Jjs+/fvm+4937EKgU6dOokUAVZV1kmlSbO2kFOstNR9zBNqN/Aptej1jFr2fkodBv9LPcY+poHTH1pFUnU776BUnu3EOVQMtwxUqnpv2r73vE5QUaebCEWEXEgwQDKCLF68WPw2Xb161QjD0cQYNEtEeIMCEb1+/VoTQBmpE76+vjR8+HAjDSnMWJBZPl6y7uSRax416/GMWvR+Si16P6Om3Z9R0x7PqHmvp9Rr/GOzyKhl/+OUsfCfFDNeDnKKmYxyF29N85ftD9MmXwiLwODBgylXrlx0586dsDd1emX9+vXit0nvW4xagl+zRIQHGETEAU+lf1xAQgieaVSBS86OHUTd+xynKDHKU6s+T8P8Azk17vKcevqFT0bd/a6IkEFxkhYmR6c4lN6rLo2YtNaokMkyLjxjiEIAn0AjCQKe4rdp3759RhqWqmPRLBH16NFDhP1QFR2DNj5x4kRNpF2WA96nT4kQlg02LogNGj9FO0rjNSMMEYGcsF3XpOsz8p30KHhlVKj6NIqXqjw5ODhSsvTlqGu/eXJ00/A64bDr7e1NiJtnNPH39xdExNaQ0s2sZomodevWIhKvdENlTUEI4PwNBgtGFH9/ogMHfpAQiKir7x5ydEpPcVwzk2u8XJTHu3coUmrc9RkVqrKRkmSsS45RXSlu8kLUqO14un3PGLl91JjjDh06iICtCNNlREG+JKyIli5dasThqTImzRIRMk5yCgh5ngl8gWDCbTR59YoIuyUgoKB/Hh4FycGxAzk4BJKDgz9Fi16fUqSpRj61D1KS9MPE1l0Ml6ZUvtZgOnicD59tfSZatWpFFStWJL1niI0IByTFAxEhQjqLNAholojgdJk7d25pRslaQiGAw1bgazR5+JBo586fJDRgwDyKE6cKOThQ6H+OaShKjAKUo+AYGjH+PCHH2fPnRkND+fE0adKEatSooXzDCreIoLQgIj8/P4VbNm5zmiWi4sWLE/6xSI8AolUgzI/R5Nat0ERUrRpWQlNCk5ADUdRobal79wnBqyaEO3tiXeYGo0Fo9Xiwwq5Xr57V9fVWEUQ0aNAgvXVbs/3VLBHxiki+ZwYBT2HNZDSBy1nIFVHXruPJ2bllGCJycSlO48atCyYi1HnGR0JWPw5YBWE1ZC/CKyLpZ1qzRIS3Kz4jkn7CoRFRn5EKwmiC7bWQZ0Tbtz8mZ+cE5OCwMAQZjaUUKbyCSQhnSajD0VosfxpwDoTzIJwL2ZPwGZH0s61ZIsLD7e7uLv2IWSPdvHmTkBzPaPLffz8s5hBPM8hYYe7cQ5Q2bRGKFs2NnJxikqdnJVq37nrwfVjYnT5tNCTkHw8s4pDKHBHF7U2Q0oOt5qSddc0SEfwQXFxcpB0taxMIPHnyRERANiIcDx6QMD4IIqKg/zduvE3btj0MJqCg6zBU4G05y54E+AbBRwjfUXuUkydPCiJiPyLpZl+zRISDQLx1sEiPAN5mY8WKJb1ijWhE8lkYIASRTXj/w+EVZWDgwGI+AoiSgPNFI0fmiAyNvXv3it8m/M8iDQKa/aWHaSSICAeDLNIjgBTNRg6fdP36j7MfrHjg5BpERsePE+3aRYTfkHv3pMfVyBoRLw5x4xB+y54FKyH8NmFlxCINApolIjiLYbJxMMgiPQLY9jQ6yb94QXTlyg/SQew5WMfhTOjGDSKOpWvZM4VI04igjUja9i5wCMdvE86KWKRBQLNExJMtzQSb0pI0aVK7yqfy+TPRly+m0ODrESGAHEJp06YlRMRnIRFRgV+SpX0SNEtEvPyVdqJ/1YYfluvYv2JhBCJAAKkOUqRIQciuyvIDAT42kP5J0CwR8YGg9JMdUmOOHDno3LlzIS/xZ0YgFAJHjhyhxIkTGz6bb6hBm/EHG1KZAZKFRTRLRGwiaeFMWli8YMGCdPjwYQtrcXF7QQC5dtzc3GjhwoX2MmSzx8muJWZDZXZBzRIRO42ZPYdWFSxdujTtwAk+CyPwCwLbt2+nmDFj0ooVK365w38CAXa2l/450CwRcRgN6Sc7pMZq1arR2rXGyzh6+TJRzpw/o20PGRJy1Pw5MgQ2bNhAMO1ft25dZEXt9j6HH5N+6jVLRBxYUPrJDqmxQYMGtHjx4pCXdP/50KEfJAQyChIQUevWRB8+BF3h/00hsHr1aooWLRpt2bLFVBG+TiRSqHCKGmkfBc0SEYYJE0kOtS7thAdpw/bCjBkzgv7U/f8gGhAOyCikmLoesgx/JlqyZAnFiROHkCKEJWIEOEVNxPhYc1fTRJQxY0ZDZhK1ZqKkrtO1a1caN26c1GpV04dVEJLOhhc3Dqsi3qIzPTXz5s2jBAkS0KFfWdx0Fbu+89tvv1FrvPWwSIaApomoSpUqIqSIZKNlRcEI9OvXj4YY6Nc5IiLCDqSBhho8h1J8mD59OiVLloxOIPgeS6QIfPr0SezUsHNvpFBZVEDTRNSzZ09ydna2aEBc2DwERo0aRb179zavsA5KMRFZPkmTJk0S6UDYn8x87AIDAwURbdq0yfxKXDJSBDRNRHPmzBGTfvv27UgHwgUsQ2DKlCnUoUMHyyppuLSpsyBT1zU8FEW6NmbMGMLW9+WQlh2KtKzvRmBViLPra9eu6XsgGuu9ponowIEDYtLh18AiLQI4F2jatKm0SlXWxlZz5k3A0KFDKXv27CJBonk1uFQQAhMmTCAnJ6egP/l/iRDQNBEhgRvePrCFwCItAnBWrF27trRKNaANL/jsR2R6Ivr370958uThqPamIYrwDnYREIWcRVoENE1EGGq8ePGoXbt20o6atRH2uCtUqMBI2BECvXr1osKFC9Oz8EwL7QgHW4Zavnx5ql69ui0quG44CGieiAoUKEA+Pj7hdJ0v2YIAYokVK1bMFhVcV0cIdO7cWXyP3r59q6Nea6+r6dOnpz///FN7HdN5jzRPRE2aNCF3d3edw6y97vv7+4stGu31jHskNQJt27alcuXK0WckZWKxCYEoUaLQ/PnzbdLBlcMioHkiGjFihDgnMno20bBTI++VixcvUqZMmeRthLWrjkDz5s2patWqqvfDCB24efOm+C1CegwWaRHQPBH9888/YvLZ4U7aib9z5w7BQ5zFuAggnmCdOnWMO0CFR7Zz507xW/T8+XOFWzZ+c5onIqQphuXcokWLjD8bCo4QB9bx48dXsEVuSkkEYBHZsGFDJZs0fFuIzZgoUSLDj1ONAWqeiL5+/SqIqG/fvmrgY9g2EaokRowYhh2fPQ8MobFatGhhzxDIMnZEeoHVIYv0CGieiDDktGnTUq1ataQfvZ1rjBo1Kn358sXOUTDO8PFyUbZsWXZ3kGlKYbaNMzcW6RHQBRHhAUidOrX0o7dzjXHjxqWXL1/aOQrGGP7r168J6QkQVZ1FHgRwporICizSI6ALIpo6darYnsMBO4t0CCRPnpzu378vnULWpAoCT58+pUKFChkqiK0qQEbQKKxMcVZ98uTJCErxLWsR0AURXblyRTwECxcutHacXC8cBDJkyEDAlkW/COBFAtlCBwwYoN9B6KDnCDPm6uqqg57qs4u6ICJAmypVKmrZsqU+UdZorz09Pen06dMa7R13KzIEbty4QdmyZaPhw4dHVpTv24hAxYoVCeF9WORBQDdEBCsghNdgkQ6BIkWKECKcs+gPAWwVYUU7duxY/XVehz12c3MjONezyIOAboho6dKlYnsOb4Es0iCAsC9bt26VRhlrUQyBs2fPih2CyZMnK9amPTe0d+9e8dvDqdTlewp0Q0QwVGDHVmkfhJo1a9Lq1aulVcraZEXg+PHjlDRpUpo5c6as7bDynwj06dOHz4d+wiHLJ90QEUaPM402bdrIAoQ9Km3cuDH9/fff9jh0XY4Z26iIhsFBN5WdPm9vb+GfpWyr9tWaroioR48elDlzZvuaIRlHi6jMMI1n0T4Cu3btotixYxO2qFmUQ+DFixciI+ugQYOUa9QOW9IVEa1Zs0Zsz7HJsTRPKoh9zJgx0ihjLbIhsHnzZkIUDAQAZlEWAWQyxpEAAp6yyIeArogoKHU4b01I80DgLW/gwIHSKGMtsiCAly/kwEFGXRblEejUqZM4H0L4JBb5ENAVEQGGEiVKUKtWreRDxI40w/QXqyIWbSKwfPlycnZ2ph07dmizg3bQKy8vLz4fUmCedUdE/fr1E058CmBj+CamTZtGOCdi0R4CMCJBLMD9+/drr3N20qPLly+LbTk+H5J/wnVHRFu2bBEPR2BgoPzoGLwF/Ng1atTI4KPU3/BmzZpFSZIkoWPHjumv8wbq8dy5c8VvzbZt2ww0Km0ORXdE9OrVK0qQIAGNGzdOm4jqqFfwIapRo4aOemz8rv71118icy6HXlJ/ruvVq0cJEyYkRDZnkRcB3RER4GjWrBkhPA2LbQggqgLy17BoAwG8XKVLl454ta/+fCCYbJw4ceiPP/5QvzN20ANdElGQGffBgwftYIrkGyLwY0KXD19LNCOOWdasWen69euWVOOyMiEwffp0sS0H03kW+RHQJREhfTiytnbr1k1+hAzcArZ/EK2CRV0EYEKPebh79666HeHWgxFApO2cOXMG/80f5EVAl0QESLp06UJp0qQhtu+3/gGBYzBHNLcePylq+vr6UoECBQg+cizaQODChQtsLafwVOiWiHbv3i0eFvhasFiHAPbB3d3dravMtWxGACv6YsWKEQxwWLSDwMiRI8VvC6KcsyiDgG6JCPDA2axu3brKIGXAVl6+fEnIs8KiPALt27en0qVL04cPH5RvnFuMEAGkXa9QoUKEZfimtAjomojgaBYjRgziHEXWPRQ4a0MMMxZlEYAlVqVKlejbt2/KNsytRYrA4cOHxWoIvlwsyiGgayI6deqUeGjYp8j6ByZmzJj08eNH6xVwTYsQQOoN5IFi0SYCf/75p/Adevr0qTY7aNBe6ZqIMCc+Pj5sgmzDwwnn4GfPntmggauaiwC2kevXr29ucS6nAgIwoWffIeWB1z0RTZgwQayK2KfIuocnZcqUhOy3LPIiUL16dWratKm8jbB2mxAICh/GvkM2wWhVZd0TERwAcc7BPkVWzb9INHjx4kXrKnOtSBHAORwOvlu3bh1pWS6gLgLI/sy+Q+rMge6JCLDhbZN9iqx7gPLkyUMnTpywrjLXihCBd+/eUcmSJQk5bVi0jcDbt28pefLkxJG21ZknQxDRvHnzxPYc+xRZ/hDBPogwHAAAGA1JREFUj2Xv3r2WV+QaESLw/PlzKlq0KOd7ihAl7dxECnZkYmXfIXXmxBBEhMP2ZMmSUdWqVdVBUcetVqxYkbN/Sjx/jx49onz58lHfvn0l1szq5EKgcuXKwqReLv2sN2IEDEFEGCIS5uGNZteuXRGPmO+GQqBOnTq0YsWKUNf4D+sRuH37tjhnGDJkiPVKuKaiCAQZKaxatUrRdrmxnwgYhohu3rxJ8eLFowYNGvwcHX+KFAGk1MDWJovtCCB2X6ZMmWjUqFG2K2MNiiGAM2aOQq8Y3OE2ZBgiwuh69OghVkWc2TLcuQ73YocOHWjy5Mnh3uOL5iMQEBAgDGbgTsCiHwR27NghfjNmz56tn04bsKeGIiKYITs7O7OprAUPau/evQlBHlmsR+DkyZPC4mratGnWK+GaqiBQu3ZtypYtG8HMnkU9BAxFRIARb/jRo0cnhHJniRyBoUOHivO1yEtyifAQQGwypJOeO3dueLf5moYR2LNnj1gNjR07VsO9tI+uGY6Izpw5Q46OjtS9e3f7mEEbRzl+/Hjq2rWrjVrsszrM3l1dXWnRokX2CYDOR12vXj1KkSIFcVw59SfScEQESFu2bEnx48fn0DVmPF8zZ86kVq1amVGSi4REYNu2bSLy+8qVK0Ne5s86QeDAgQNiNQRrWxb1ETAkER09elQ8ZOwlHfkDtnjxYg7EGTlMoUqsX79ePF/4n0WfCDRq1IjixIlD165d0+cADNZrQxIR5qhhw4aEgJ7wcGcxjcDatWvZEdg0PGHuYAWEM8itW7eGuccX9IHAkSNHxIsEzpNZtIGAYYkI+/dwcPXz89MG0hrtBcxXS5UqpdHeaatbWD26uLgQDrlZ9IsAfOfw2+Dv76/fQRis54YlIsxTrVq1CPlFPn/+bLBpk244eDssWLCgdAoNqglWcbCOg5Uci34RQIBfkBB2TFi0g4ChiQjbJ3joZsyYoR3ENdaTc+fOUfbs2TXWK211B/5B7u7uBH8hFn0jgKR3+E3YuXOnvgdisN4bmogwVwiEmjFjRjbRNPHgIp8TUmiwhI/AxIkTycPDg86fPx9+Ab6qGwSCoihwcGTtTZnhiQhbKfArQvgflrAIIFJ0kiRJwt7gKzR69GgROw4x5Fj0jwByQ8HQhEOAaW8uDU9EgBxhbLAch+8AS2gEkBAMZqwsoRFA9Gxk60Q0bRb9IzBp0iTxG8AuHdqcS7sgohcvXlCWLFkIuXdYQiPw/ft3sWIMfdW+/4KTY968eenhw4f2DYRBRo/I/Mi+mj9/fjZc0uic2gURAfsFCxaINyJEEmAJjUDs2LEJaa1ZiHr27ClSArD/mXGehjZt2ojv/rp164wzKIONxG6ICPNWs2ZNSps2LeFchOUnAokTJ6YnT578vGCnnzp16kQ4R2BSNs4DEJT0rnXr1sYZlAFHYldEdPz4cYoWLRp16dLFgFNp/ZBgFYbtC3sWvDWXL1+evnz5Ys8wGG7sxYoVExFW7ty5Y7ixGWlAdkVEmLi+ffuKZTp7x/98jJGPBYnd7FXgaV+tWjV7Hb5hxz1u3DjxXWc/Qu1Psd0R0Zs3byhHjhxUtmxZ7c+OQj3EIS4Cxdqj1K9fn+rWrWuPQzf0mK9evUrYcmafIX1Ms90REaYFMcNgzj116lR9zJLMvfTx8aFdu3bJ3Ir21OPMEFGYWYyHAFLBsM+QfubVLokI04O34FSpUtHdu3f1M1sy9bRKlSpkTykNYLJeuXJlkbdKJkhZrYoIBKXpYJ8hFSfBwqbtlohOnTpFzs7OIrW4hZgZrjgyVS5dutRw4wpvQB8/fqQyZcpQ+/btw7vN1wyAQOHChdlnSGfzaLdEhHnCGxO26P7++2+dTZu03cU2xuzZs6VVqkFtr169IlhRdevWTYO94y5JgUD37t3Fd5p9hqRAUzkddk1EgBnnBDjUPHPmjHKoa6ylzp0704QJEzTWK2m7Az8ppLv4888/pVXM2jSDQJDTev/+/TXTJ+6IeQjYPREhlhiic8OR8b///jMPNYOV6tOnDw0bNsxgo/o5nHv37pGXlxcNHDjw50X+ZCgETp8+TYkSJRJnf4YamJ0Mxu6JCPO8adMmsZy3V0fXESNGkK+vryEfeaS5QHJEjJHFmAh8/fqVYPmZIkUKunTpkjEHafBRMRH9f4JHjRolyAiZOO1NEJkY4W2MJoGBgZQ+fXpOF2+0if1lPNhaxlmvvRjc/DJ8Q/zJRBRiGhs0aEDx4sWzu1z2c+bMoebNm4dAQv8fceaXMmVKmjJliv4HwyMwiQCeXZAQgtWy6BcBJqIQc/f48WORgwaWVZ8+fQpxx9gfly1bZqjoAkh8hmR/s2bNMvbE2fnoTpw4QXHjxqXSpUvbORL6Hz4T0S9ziAgDTk5OduVftGHDBqpUqdIvSOjzz/3794tVLSyoWIyLAPzBvL29KWHChARDBRZ9I8BEFM78TZw4USz37SV3EQLAlihRIhwk9HVp586dFCtWLMIKj8XYCMAhGVty8+bNM/ZA7WR0TEQmJrpFixbk4uJCR44cMVHCOJeRHiNfvny6HhAsH7GSXbNmja7HwZ2PHAFE0wYJdezYMfLCXEIXCDARmZgmeOEjKjXChRg9UdqFCxdEKnUTUGj+8j///ENRo0alzZs3a76v3EHbEDh8+DDFiROHihYtStieYzEGAkxEEczjoUOHCGm0kSrAyHLr1i0RAFaPY8Q2HLbjsC3HYmwEHjx4QLlz5xZEZA87FcaezdCjYyIKjUeYv4LChrRq1SrMPaNc+Pfff8Whr97Gg7mBuf2BAwf01nXur4UIIGI6DGqwJbdkyRILa3NxrSPARGTGDI0cOVJ8AYwaLPPDhw8iErkZUGimCAxJkiZNSjjfYjE+An/88Yf4DtqLAZHxZzT0CJmIQuNh8i9EHsDb2IABA0yW0fONKFGi6CbW3uTJk4Wzqj0HqtXzs2Zp3xHEFN89pP5mMSYCTEQWzGvt2rXFF2Ls2LEW1NJHUVdXV3r9+rXmO+vn5yfC9ly8eFHzfeUO2o7AtGnTxHdu8ODBtitjDZpFgInIwqkpUqSI+GIYbZ86WbJk9PDhQwvRULb48OHDKVu2bHTjxg1lG+bWVEFg7dq14rvWo0cPVdrnRpVDgInICqzTpk0rviAwJTWKpEuXjq5du6bZ4WBLFKkc7t+/r9k+csekQwBhmrAdZ3SLVekQ07cmJiIr5g9J1mAy7OjoaJgfxpw5c9LZs2etQEP+Kkhmh6R2sO5jMT4Cd+7cESRUqFAh4w+WRygQYCKy8kHAjzbe2BB9wQiCLz38prQmXbt2peLFi+vi/Epr2OmxP1++fKFo0aJR8uTJCSbbLPaBABORDfO8detWQUY4X9G7lClThrZv366pYbRr147Kli1rV5HQNTUBKnQGqTvwgvfmzRsVWucm1UKAichG5OfPny++OHny5LFRk7rVq1evrqk4bS1bthRpn/mtWN3nQsnWEe8QJKR1oxklMbGXtpiIJJhppKHGF0jPZNSwYUNatGiRBGjYrqJRo0ZUq1Yt2xWxBt0gAGtIfIf8/f1102fuqHQIMBFJhOX06dPFF8nDw0M3jqEhh966dWvCGNSWOnXqEDLlstgHAjgTSpw4MZOQfUy3yVEyEZmExvIbQWdGcA599OiR5QpUrIHwReValKNBGwbRiM0j6K89f9FK/5V0/OZxevnhpSI9q1atGjVr1kyRtrgR9RG4evWqCC2FqB7sG6b+fKjZAyYiidE/efKkeLvDNsP58+cl1i6fOu+63hSvaDwqNb4UlRxXkkqNK0WFRhaiTP0yUax2sSiNbxpqPLcxzT80nx69kpZk8VZcvnx5atOmjXwDZM2aQmDHjh3ie4KU7ki5wmLfCDARyTD/V65coejRo4sv2u7du2VoQXqV5ZuXpxTFUogVEVZFv/5rv6Q9VZ5SmQqOLEjO7ZyphF8JWnDE9nTcb9++JR8fH+rcubP0g2KNmkQAgUvxopY1a1ZN9o87pTwCTEQyYY7cKRkyZBBfuOXLl8vUinRq63SqQ0kLJA1DQL8SEv4euGEg1Z5Rm3IMykEJuySkIRuH0LtP7yzuzLNnz0TiwZ49e1pclyvoE4Egwx74hrEwAkEIMBEFISHD/wgiWrp0aUFGiBitZWnZtyUl9EpoFhGFJKe2i9uS9xhvitsxLo3bYX50ZJjo5s2bl/r166dlWLhvEiLg6+srvgtsESkhqAZRxUQk80R++/ZNWIFhKwLh7LUq3UZ1o7hZ41pMREGk1GZRGyowogDlHZaXDlyNOFEdMsLmyJGDhg4dqlU4uF8SI9CxY0dBQm3btpVYM6szAgJMRArNIsyjQUZaPZAfPG0wuaRzsZqIggjp91m/k0sHFxq+eXi4yF6+fJkyZsxIY8aMCfc+XzQeAk2bNhXPvpZfxIyHur5GxESk4Hx1795dfCERxUBr5qqTF08m55TONhMRCKnL8i7kNcSL6s2qR9++fwtG+Ny5cwQ/q4kTJwZf4w/GRQDR3PGs4wVM61vTxp0FfYyMiUjheRo0aJD4YiLtwrp16xRu3XRzizYuohhJY0hCREGrIx8/H2EC/vTtU+Ex7+7urgmnWdMo8B2pEFi5ciWlTp2aYJ69bNkyqdSyHoMiwESkwsSCgIIs6rRyTrL54GaKGj+qpEQEQoI/UvJGySl+/Pg0b948FdDmJpVGIMgooVSpUppNLaI0JtxexAgwEUWMj2x3kXOlbt26YnWEFOT4W005HnCcosSJIjkRle1ZlhyiOVDv0b3VHB63rQACcOCGYzK24pC+A4Y6LIyAOQgwEZmDkoxlRo0aJb64mTJlok2bNsnYUsSqb9y/QY4xHCUlIp8uPuQQxYG6j+4eceN8V/cILFy4kJImTUoJEiTgla/uZ1P5ATARKY95mBa3bdtGyJCKN8mRI0eGua/Ehbfv3wrSCDrfsfX/ou2KivH0m8R+QkrMn1ptfP36Vax+8OzCSRUhrlgYAUsRYCKyFDGZyiP9eJMmTcSPd7169QiRGZQWrF76rO5j86qowB8FyMHJgYbPDN+EW+lxcXvyIHDixAkqUaKEeGbhJ/T582d5GmKthkeAiUhjUwzTZsSpQ34WrJSUFGzNdVnYxSYiytM0DzlGd6QJCyco2XVuS2EEZs2aRXHjxiVEmsdnFkbAFgSYiGxBT6a6+/bto/z584s3zbFjx8rUSli1TnGc6I9pf1hNRLka5CJHZ0eatYp/mMKia4wriA+I6AjYiitSpAgdPXrUGAPjUaiKABORqvCbbhxx6oKiMSBe3a5du0wXluhOtPjRqIFfA6uIKFvtbMLqbvGmxRL1htVoDQGY38OoBiQEMnr//r3Wusj90SkCTEQanzhE7s6dO7f48nfq1Inu378vW49jJotJNYfWtJiIMlXPRFHjRqW1u9fK1jdWrB4CWPUERUjAs6iHaPLqocUtW4MAE5E1qClc59OnTzRs2DByc3MTIXLkSuntktqFKvhWsIiI0lVKR9ESRKMdR3YojAo3JzcCSFgH51QnJyfx7OEZxLPIwghIjQATkdSIyqjvwoULwZZ1cBzEWZKUEj9TfCrRuYTZRORR1oNiJIlBh88elrIbrEsDCMAvCAYz2IaDNSeePRZGQC4EmIjkQlZGvQgRVLhwYfEj0a1bN4LptxSSLFcyKtSqkFlElNInJcVKHovOX9NPOnQpMDK6Dn9/f0KkDxAQnjEtxUM0Ovb2PD4mIh3Pvp+fnwgqmT59epo9e7bNI/Eo6EFejbwiJaIU3ikI23g3H9y0uU1WoA0E3r17J/JlxYgRQzxTeLZYGAGlEGAiUgppmdq5fv16sHVdlSpV6NChQ1a3lKVkFspaK2uERJSsUDKKmy4uPX351Op2uKK2EFi6dCnlypVLrIJgqYlnioURUBIBJiIl0ZaxLTi/lixZUvyYtGjRgo4cOWJxa3mr5KX0ldKbJKLE+RJTwswJ6dMXPrC2GFwNVsC2W8WKFcUzg2dHaQdqDULCXVIJASYilYCXq1l4uefNm1f8uDRo0ID27NljdlMl6peg1KVTh0tECb0SUtIcSc3WxQW1i8Dq1aupbNmy4hmB4zRHRtDuXNlLz5iIDDrTcD4sWLCg+LGpWbMmbdmyJdKRVv6jMiX3Th6GiOLniE8pcqeItD4X0DYC8P8JWjUXK1aMYBnHwghoAQEmIi3Mgox9wI9N0aI/ImFjG2bNmjUmW6vXrR4lyZ8kFBHFzRKXYMTAol8EFi9eTCAeWMJhJYTsqSyMgJYQYCLS0mzI2BccSAdFSsZbMf4OKS9evCDvSt4UK2ksajiwIQ1YO4BcM7hShmIZQhbjzzpCYMGCBcFm/lWrVqUNGzboqPfcVXtCgInInmabSLwNI3ZdkJ8ItvD27t1L8eIlpqzZqlPhwr0pafKsFCtePMpWOpudoWOM4c6ZMyc4aC6yAO/YwVEvjDGzxh0FE5Fx5zbCkWGLLiits6trYqpRYzn170/B/9KlL0Pjx4+PUAff1A4C586do6FDhwbHJUQ0hAMHDming9wTRiACBJiIIgDHHm4h/5Gbm3swAQWRUf3626ho0dL2AIFux3j79m2aMmUKlSlTRqxwkydPTu3btyckrGNhBPSEABORnmZLhr6ePn2akiRJE4aIGjTYTsmTpyWY+n758kWGllmlNQggECkMUBCGJ2bMmIKAEBn777//pjdv3lijkuswAqojwESk+hSo34FMmXJSzZorQpFRpkwVKUGCBOKHLk2aNNS1a1dxlqR+b+2zBzA0aNmypQi/g/O9fPny0YgRI+jSpUv2CQiP2lAIMBEZajqtGwycXuPGTUi5c9cnb+9+lCZNHqpSpbYI+Q/fExx4IwZZ0A8g0gEEBARY1xjXMhuB/fv3U48ePShjxoyhtt6USJJodie5ICMgAQJMRBKAaAQVSAE9c+ZMGjhwIG3evDnMkG7cuEHjxo0T6aFBSPgHn5QBAwbQpk2b6OXLl2Hq8AXLEHjw4IHYCkVEdax4gnDmrTfLcOTS+kOAiUh/c6Z6jw8ePEj4scyaNWvwjyXOK+A02atXL1q7di0TkxmzhPQdiPcGzILSegSRD6Ji8NabGSByEUMgwERkiGlUbxBImAa/FQRaDUlM+EFFHLMuXbowMf1/euA0jNVjz549g/18goinePHi9OeffwqssDJiYQTsCQEmInuabQXGihQCcJINj5iQaiCImLDVZ3TBGLHigaGHl5dX8OoR5APiGTRokIgB+Pz5c6NDweNjBCJEgIkoQniMezMw8KfzKnyH9u6VZ6x4u1+2bBm1a9cuOPV00CogevTolD17dmGK3K9fP0JMNGQIffv2rTydkUEr+oo+o+8YA8yqMSaMLWicIYkHhiHv37+XoSeskhHQLwJMRPqdO6t7DhIaPpzo3r0fKj59IkKCV7nIKGRH8faPSOATJkygNm3aiPh37u7uoX608cMN50zExIOD5uTJk0WYmjt37oRUpehntI1QOegL+oS+oY8hyQafPTw8RMQKrPxmzJghTN6/ffumaF+5MUZAbwgwEeltxmzsrynSASlNmUL0+rWNDVhZHc6YQSuL/v37U506dUTWUGdn51A/9k5OThQ3blz67bffKEuWLOKspVSpUgTLssaNGwuSwFnL8OHDBWnMnz9fWKJt376d8A8OurgGQkEZlAWxoC50QBfOtqAbbaAttBmScGLHji1C6dSvX5+GDBlCK1asIITY+QRwWRgBRsBiBJiILIZM3xVAOH5+P1dDehhN0GoE4Wx8fX2pQ4cO1LRpU0KeJYS3gYUZtsNSp04tnHB/3RYLSSK/fkZZOO6iLnRAF3RCN9pAW2gTbe/cuZPu3r2rB8i4j4yArhBgItLVdNneWbVXPraPwDwNnz9/JvhG3bp1i86fPy9SpyN9Oj7jGu6hDAsjwAiojwATkfpzoGgP9LgiUhQgbowRYAQUR4CJSHHI1W3Q1BkRzoZgsKDWGZG6qHDrjAAjoCYCTERqoq9S26as5lasUKlD3CwjwAjYNQJMRHY6/b/6ETEJ2emDwMNmBDSAABORBiaBu8AIMAKMgD0jwERkz7PPY2cEGAFGQAMIMBFpYBK4C4wAI8AI2DMCTET2PPs8dkaAEWAENIAAE5EGJoG7wAgwAoyAPSPARGTPs89jZwQYAUZAAwgwEWlgErgLjAAjwAjYMwJMRPY8+zx2RoARYAQ0gAATkQYmgbvACDACjIA9I/A/+W7UBByQRTAAAAAASUVORK5CYII=[/img]
Como se denomina o ângulo [b]ACB[/b]?
Como se denomina o ângulo [b]AOB[/b]?
Qual o arco correspondente a ambos os ângulos?
Determine a relação entre o ângulo [b]ACB[/b] e o arco correspondente?
Determine a relação entre o ângulo [b]AOB[/b] e o arco correspondente?
Qual a relação entre os dois ângulos?