Người ta đổ một cái cống bằng cát, đá, xi măng và...
Câu hỏi: Người ta đổ một cái cống bằng cát, đá, xi măng và sắt thép như hình vẽ bên dưới. Thể tích nguyên vật liệu cần dùng là![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoUAAADgCAYAAAB1jxwUAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nOzdeVgTZ/c38G8ICfuqBRcQEAQFxF1EQERxq1RRXKh13+oCbo/WalW0arW2bpWqrWJbrdq6gkilWKtWQBHBBREBgVpkVQjIHkjy/uFLfiIBWTIZlvO5rl7X8+RkJmdmNJ7Mfc+5ORKJRAJCCCGEENKmKbGdACGEEEIIYR8VhYQQQgghhIpCQlqzrKws3LlzBy9fvmQ7FUIIIc0cFYWEtDJisRjBwcGwsrJCx44d4eDgAAMDAwwaNAi3b99mOz1CCCHNFBWFhLQiYrEY33//PSZOnAgAcHR0RPv27QEAkZGRGD16NIKDg9lMkRBCSDNFRSEhrci9e/fw448/4tSpU4iPj0dYWBhevHiBvXv3Qk1NDa9fv8aOHTsgEAjYTpUQQkgzQ0UhIa2ESCRCQEAAZs6ciQkTJkBJ6c1fbxUVFXh7e2PhwoUAgLi4OPz7778sZkoIIaQ5oqKQkFaiqKgIIpEIXl5e0oKwirKyMj766CNoaGhAJBLh9evXLGVJCCGkuVJmOwFCiHzo6Ojg66+/rjWuqakJZWVlqKiowMDAoF77zM3NRX5+PszMzKCkpASRSISnT59CQ0MDpqam0vdVVlbiyZMnUFdXh4WFRVMPhRBCCAvoTiEhbUR6ejrKyspgb2+PLl26yHyPWCzGlStXMH78eHTq1Ant27fH0aNHIZFIcPfuXfTr1w+2trbo168fIiIiAACJiYlwdXVFr1690Lt3bwQFBSnysAghhMgJFYWEtAGVlZUICQkBh8PBrFmzoKGhIfN9SkpKGDNmDHbs2AElJSWoqanB0dERERER+Oabb7Bx40YMGDAAhYWFSE1Nxf379+Hr64ulS5fCzc0NxcXFuH//PsRisYKPkBBCSFPR8DEhbUBSUhJCQkIwdepUjB079r3vf/36NYqKitCpUyfweDwEBgbCz88PYrEYJSUl0NDQgIaGBr777jts2LABRkZGOHToEHg8HszNzWvMaSSEENL80Tc3Ia1ceXk59u3bByMjI2zfvh2qqqrv3ebhw4coKipCt27dEBYWBm9vbxgaGuLZs2f477//0KVLF9y7dw8LFiyAjY0NMjMzkZSUhHbt2qFv374KOCpCCCHyRkUhIa3chQsXEB0djR9//BGdO3d+7/uFQiHCwsIgEolQXFyMYcOGSR8quXv3LgoLCwEAPXr0wKBBgwAAsbGxyM3NRY8ePWBkZMTYsRBCCGEOFYWEtGJhYWE4fPgwDh48CFtb23pt8+rVK0RHRwMArK2t4ejoCODNHceqh0s++OADuLu7S59IjoyMhFAohIODA9TV1Zk5GEIIIYyiopCQVurhw4fYunUrtm/fjoEDB9Z7u6dPnyItLQ16enqYM2cO+Hw+ACAnJwePHz8Gn8/H/PnzoaOjA+BNf8SoqCioqalh0KBB4HK5jBwPIYQQZlFRSEgr9PTpU6xfvx6fffYZnJycasTj4+Nx9+7dGq+LxWJERESgqKgIAwYMgI2NjTSWkJCA9PR0mJubY8iQIdLXMzIykJCQgA4dOqBnz57MHBAhhBDGUVFISCuTmpqKtWvXYsmSJRg+fHi1mEgkQnR0NNatWwcej1dj29LSUkRERIDD4WDUqFHQ1NQE8KZYjIyMRHFxMYYMGVKt+XVsbCwEAgFsbW2hq6uL/fv3IzY2ltmDJIQQIndUFBLSiqSnp2PmzJm4dOkS3N3dweFwqv2nrKyM/v37Q0lJCVZWVjW2z8rKwuPHj6GnpwdXV1fp62VlZbh9+zZ4PB6GDBkCZeU33azEYjGePHkCoVCIrl274uDBg1BTU4O1tbXCjpkQQoh8UFFISCtRUFCARYsWISwsrM738fl8eHl5yXwg5OHDh8jJyUHv3r2rLVeXk5ODuLg4tG/fvkbLGYlEAgD46aefoK2tjblz59K8QkIIaYE4kqpvdEIIaQShUIiEhAR07twZ+vr6bKdDCCGkkehOoRw9ePAA58+fZzsNQhSKz+ejZ8+eVBCSZkEgEGDPnj1sp0FIi0RFoRytW7cOL168YDsNQghps1RVVbFjxw5pr01CSP1RUSgnmzdvRn5+PpYuXcp2KoQQ0mapqanBz88PXl5eSE9PZzsdQloUZbYTaOkkEglWrlyJGzduICQkRPpUJiGEEHZMnToVaWlpcHJywp9//glLS0u2UyKkRaAHTZqgvLwcenp6UFFRwejRo6UrPxBCCGHfs2fPEBERgTNnzmDy5Mlsp0NIs0e3tZpAWVkZkydPxqVLl2BlZQUjIyO2UyKEEII3PTRTUlLQrl07dO/ene10CGkR6E6hHJw9exY+Pj4ICAjAoEGD2E6HEELatMrKSkydOhXFxcU4f/48NDQ02E6JkBaB7hTKweTJk6Guro7Jkyfj4cOH1JqDEEJY9OWXX6KoqAiXL1+WuZwjIUQ2ulMoR97e3tDW1sZXX33FdiqEENIm5eXlwdzcHE+fPoWhoSHb6RDSolBRKEe5ubl4/vx5jWXACCGEKIZIJML169fh5ubGdiqEtDhUFBJCCCGEEJpT2BDh4eE4f/48/vvvP5SWliI7OxulpaXg8Xjg8/no2LEj7O3t6SlkQghpJl68eIGsrCzY29tDTU0N6urqMDMzQ9euXWm+ISHvoDuFMpSWlmLNmjX4888/kZ2djeLiYojFYgCAiooKVFVVUVJSAjU1NSgrK+P169dQVVVFeXk5KioqAABcLhfKysrg8XgwMjKClZUVm4dECCGtFp/PR3FxMUxNTTF16lR88MEH0NDQAJfLha+vLx48eIDy8nJ07NgRJSUl+Pfff5GTkwMTExNYWVmhe/fu6NmzJ0aPHk3zEEmbRkXh/5ecnIwVK1bgxo0bKCoqAo/HA5fLhaGhIbKzs7F7924sWbJE+v60tDTY29tDIBAgKChIOn+lsrISgYGBWLhwITQ0NJCVlQWRSASJRAJdXV24ubnB19eXnlAmhJBGSE9PR2lpKaysrMDlciESiSASifDs2TOoqqrWGKmZOnUqbt26hR49euDatWvS10tKSpCamork5GQkJyfj8ePHuHXrFqytreHh4QEPDw/06NFD0YdHCKva/NrHn3zyCfh8PiwsLHDz5k2MGDECt27dglAoxJEjR5CXl4fJkydXKwgBwNjYGGZmZuDz+dUmNCsrK8PT0xP79+9Hfn4+vLy8IBKJcPbsWfTp0wdBQUGwtbVFt27dsHPnTkUfLiGEtFjKysq4e/cu7ty5A5FIBKFQCJFIBACwsLBo0NQddXV12NjYYNy4cVi5ciX8/f0RGxsLHx8fPHnyBK6urrCwsICvry9evXrF1CER0qy0yTuFRUVF8PDwwN9//w0AUFVVxcKFC7Fv3z7pe0JDQ+Hl5QU/Pz9s2rQJM2bMgK+vb7X4lClToK6ujk8//bRGrK5tDx48iJUrV6KiogJcLhceHh747rvvFHDkhBDSclRUVIDH44HH40EkEkmn8TRESUkJKisrweVyG9TEWiKR4P79+zhx4gRCQkIwffp0fPbZZ+jSpUuDcyCkpWhTdwrT09PRu3dvaGtrIzw8HHw+HyEhIUhISMDly5exZcsWAP9X1J05cwbTpk3D9evXceLEiRrxc+fOITIyUmasrm03bNiA4OBgFBUVYeLEiTh//jyMjIzg5eWF0tJSdk4OIYQ0IxkZGXBzc4NYLEZFRUWjCkLgzR1BbW3tBq9qwuFw0LdvX+zduxfXrl2DUChEz549MW3aNDx+/LhRuRDS3LWZO4UzZszAyZMnweVyYWxsjPz8fJw5c0Y69JuWlgZXV1cYGhoiPj6+Wux98aZsCwDPnz9H7969UVhYCIlEAh8fnxrD1YQQ0laoqamhrKwM+fn50NHRYTsdqYKCApw8eRInTpyAl5cXdu7cCS0tLbbTIkRuWv2dwn/++Qeampo4deoUfH19cfjwYaSmpsLGxqZaYWZsbIx169YhIiKiRux98aZsCwAmJib49ttvIRKJ0L59e+zfvx9OTk7IyMhg4IwQQkjzIxaLoaKiAmVlZZSWlkIikTSrghAAdHR0sGTJEgQHByMjIwPdu3fHpUuX2E6LELlp1UWhs7MzXFxcYG5ujszMTDg4OGDNmjU4duwYMjMzpUO6wJth3dpi74s3Zdt341paWli0aBF4PB6GDRuGzz//nIEzQwghzcfly5exa9culJeXo7Kyku103ktfXx9ff/01tm3bBh8fH3h6eiIzM5PttAhpslY5fBwdHQ0HBweIRCKMGzcOFy9erDbXz83NTTqkO2PGDDg4ONQa8/X1ZWzb98UTExNx6tQpaGtr4+rVq9DV1WX71BJCiFypqqoiLy8PIpGIkaHY9evX4/79++jatSu+//57ue+/tLQUBw4cwIULF+Dv748JEybI/TMIUZRWVxTu27cPq1atgq2tLc6fPw8XFxcUFRWhoqKiWj9B4M1cPysrK5SVlSE0NLRGzN7enrFt67vvU6dOYdmyZRAIBDh69CgcHByYOnWEEKJQfD4fQqGQ0c+YPXs2bt++DSsrK0aHeh88eAAfHx8sXrwYvr6+4HA4jH0WIUxpVcPHnp6eWLlyJWbPno1Hjx4hNTUVJSUlsLOzg56eHsLDw6u9Pz4+HhKJBKqqqjJjTG5b330nJCQgKysLAwcOxJw5c3DgwIGmniZCCGGNUChEcnIydHV1oaKiAi0tLUb/GzBgAFxdXeHg4MDo5zg7OyMkJASXLl3CpEmTUFxczPapJqTBWsXaxyKRCN26dUNqaio++ugjHDt2rFrbmLeHZQFUG7YNCgqClZWVzBiT2zZ03+Hh4fD09ISfnx8ePnyI33//XaHnmBBC5CE6OhqnTp1C7969FfJ5ipyX3aFDB5w/fx6fffYZBg0ahKCgIJiamirs8wlpqhY/fFxaWor27dtDLBbj3LlzWL58ucLbyjS1JU1D9r1kyRLs2LEDRkZGuHPnDqPnlhBC5ElZWVm67Gdrd/jwYRw6dAghISHo27cv2+kQUi8tuiisKgiVlZWRmpoKfX19+Pv7Y/78+XBycsKtW7dqbFNXnK1tG7rvx48fo0+fPujUqRMVhoSQFoHH46GiooLtNBTq8uXLWL9+Pa5evaqwO6OENEWLnVMoFAprFIRstZWRZ0ua+uzb1tYWUVFRyMjIwODBg5t8LgkhhCkCgaBNFoQA4O7ujm3btmHkyJF49OgR2+kQ8l4tck6hUChEu3btUF5ejqVLl0oLwrdbu7i5ucmcqycr/m5bGUVt29R979+/H97e3nByckJYWJjiLgAhhNSTt7c3Fi1axNqdsrS0NBQXF0NFRQVmZmYK/3xXV1d8/vnncHNzw99//w1bW1uF50BIfbW44WORSAR9fX2IRCLcvHkTU6dOhYODA4KDg2udq1dX3N7eHgKBQGZbGCa3lde+v/zyS6xYsQJmZmYIDg6W34kmhJAmUlFRQWFhIfh8Pms5KKolzfsEBARgz549+Pvvv2Ftbc1aHoTUpcUNHxsbG6OyshKJiYno168fNm/ejMDAQLi7u8tcXu59cTMzM/D5fIVvK699e3t749atW0hJScHMmTPrfyIJIYRBVT0I2SwImxMPDw+sWLECI0aMQFZWFtvpECITd/PmzZvZTqK+xowZg0ePHiEmJgbm5uYIDQ3FvHnzcPDgQRw/fhwCgQBDhw6Vvr8+8YMHD0JDQwNFRUUK3Vae+54+fTpsbGywd+9eAIC9vX0TzzQhhDQel8uFWCxuFk8ZGxgYYPDgwRg6dCgrw8dv69GjB/Lz87Fv3z7MnDkTXC6X1XwIeVeLmVO4a9cuhISEYMKECbCxsakxF8/Z2bnOuXq1xc+dO1drr0Emt2Vi3x4eHvDz88OgQYMwYMAABV0ZQgj5P+fOncPw4cOhp6fHdioA0Owexlu+fDkWLVqEJUuW4OjRo2ynQ0g1LWJO4Z07dzB48GB88sknuH37tkL6ATbXPoXv27ZDhw5ISkpCREQEdHR05HwlCCGkbkeOHMGECRPQvn17tlNptoqKijBp0iSsWbMGixcvZjsdQqSafVFYVFQEPT092Nra4v79+wrtB/i2169fY9euXdi+fTu6dOkCT09PCIVCcDgc8Pl8pKSkICAgAH369EF4eDjU1NQUkte78evXr6NDhw4QiUSIjIys/cQSQoic6ejoQCwWs/b5EolE5prD+/fvh6enJ4yMjFjISrZnz57Bw8MDAQEBcHZ2ZjsdQgC0gKLQ0NAQ5eXlyMnJwY0bN+Dl5YXdu3dj+/btmDFjBnx9faXvrRpebUz83djkyZPRu3dvBAYG4saNG8jNzUWnTp3Qq1cvdO/eHfr6+uDz+ZBIJBAKhcjOzkZ8fDxiY2ORnZ0NY2NjjBgxAuPHj4dYLMbMmTPlkld9tp0zZw7Mzc3Rr18/XLx4kelLRAghUFZWRmVlJas5DB48GL/99hu6dOlS7fWLFy/C2dm5xt3LWbNmYcGCBXByclJkmlJ//fUXVq9ejUePHsHQ0JCVHAh5W7OeU7h69Wrk5ORg8eLF0oKQyX6Ap0+fxsuXL9G5c2fs2bMHgwYNwpQpU7B161aYmZlBSal+D2tXVlYiPj4ewcHB8PX1xaNHj+Dg4ABDQ0Ncv35dIT0QT548ialTpyIkJASjR4+W30UhhBAZRCKRwj4rOzsb2traNUZk/vrrL6irq1d77dSpU0hNTcWrV6+wYMGCajE/Pz+oqqrW2H9xcTE0NDTkn/g73Nzc4OnpiUWLFtEPeNIsNNs7henp6TA2NsacOXNw5coVRvsB5uXlYd68eQgODoaRkRG8vb3x4YcfQltbWy7Hkp2djYCAAHz33XdQVlbG/PnzsW/fPgwePJjRHohnzpwBAPz7779yOQ5CCHlXWFgYXr9+jQ8//FBhn+nt7Y1p06bV6yGSqVOn4tatW+jRoweuXbv23vdXVlbCyckJwcHBaNeunTzSrVNZWRlGjhyJrVu3wsvLi/HPI6QuzbYoNDAwgLKyMjIyMuDo6IjHjx+joKCgxvt+/fVXLFmyBB4eHjh+/HiD4pWVlbC0tERWVhbc3Nywdu1aODo6MnZMEokEQUFB2LlzJ1JTU5Gfn4/JkyfLzFsex+zu7o7z58/Dzs6O1aathJDWKzY2FoWFhc3uKd8qDS0KgTeFmqw7iEy5d+8e5s6di7i4OBgYGCjscwl5V7MsClevXo09e/YgLi4OaWlpmDJlCtTV1fHpp5/KnE/n5+eHTZs21TrfTlb83r17mDZtGvT09ODv76/wpYdu3LiBRYsW4eXLl5gxYwb27dtXLW95HXPv3r1x/vx5HDt2jIaRCSFyV1JSwtjQsVgsRkxMDPr379/ofYhEIojFYnA4HCgrN37GVF5eHrS0tMDj8Rq9j7rs2rULubm5NIxMWNXs5hSmp6djz549WL58OdLS0uTeD1AoFKK0tBS//PILdu3ahXnz5rFynEOHDkVsbCx27tyJHTt2ID4+Hn/88QeuXbsm92M2MTHBokWLEBsby8qxEkJaJ1VVVUbnEubn58Pf3x99+vRpdKNnLpcrlybRv/zyCwwNDTFt2rQm70uW5cuXw8PDA7/99hsNIxPWNLs7hZ06dcKrV68wYMAAufcDDAsLg7u7O1xcXHDkyJFmc5s+MTERH3/8MdLT01FWVoZz587JtQeii4sLnj9/jv79++PEiRMKPz5CSOujoqKC8vJyttNQKLFYXO8HDhvj/v378Pb2RmJiYrNp/k3alma19vH58+eRmZmJtWvXIiIiAjY2NtUKHGNjY6xbt05m7H3xv//+G56enti0aRMCAwObTUEIAJaWloiMjMT48ePB4XDQqVMnaawpx1wV/+KLLyAWi3H37l1ac5MQ0mQ3b97Eixcv2E5D4ZgsCAGgT58+cHFxwdatWxn9HEJq06yKwtmzZ6NHjx74/vvvcezYMWRmZmLLli3SeGhoKNasWSMzVlf8wIED+Pjjj3Hy5EmsWrVKocdUX8rKyvjhhx/w9ddfw8HBAUFBQQAaf8yy4jweDzNnzlTYMRFCWqeEhAS8fv1arvssLy/H1q1bUVJSItf9Mun69et4+fKlXPe5fPlyHDt2jLpGEFY0mzmF27ZtQ1FRETIyMqTDp/Lo2Xfz5k1kZmYiIiIC5ubmbB5ivSxcuBA2NjYYP3485s2bhyNHjsitNyOXy8WsWbMQExODvn37snmYhJAWSklJCatXr4a8Zx5paWlhwIABaNeuXZMeCHmXt7c3IiMj0a1bN5w6dUpu+wXeTM8xNzeHlpaW3PappaWF2bNn4/PPP8dvv/0mt/0SUh/NZk5h1ZdASEhIjTlxVlZWKCsrQ2hoqMx+fkVFRaioqKjR02/VqlW4cOEC7t6926yGi+sjNjYWTk5OWLp0Kb766ivp6+875vfFLSwskJubS0vgEUIaRVdXV6GNqpuqMS1p2FZUVARHR0dcuXIF/fr1YzsdUofCwkI8efIEampqsLKygoqKilz3n5mZiZcvX8LOzk6u+61Ns7hT+Mknn0AsFsPAwADh4eHVipj4+HhIJBKoqqrKjJWUlMDOzg4pKSnV4tu2bUNQUBDu3LnT4gpCAOjZsyf++ecfuLq6onfv3pgyZQqAuo+5PvE1a9Zg0aJFCA4OpifcCCENwuFwWlRBCAD29vbQ1NSEsbEx26nUm6amJlauXIlVq1bh5s2bbKfTYCKRCL/++isuXryIsrKyajEul4v27dvDxMQEo0aNgoODA+NzNZmQnJyMNWvWICEhASNGjEBycjISEhKwadMmfPzxxw164l0sFmPPnj3Yvn17jaUieTyeQtsUsV4UCoVCnD59GqtXr4aPj4/M4c+goKBa27NUDTVXPYULvPkLdezYMYSFhaFDhw6sHVtT9erVC9euXcPw4cOhqqoKVVXVWo/5feekKr5u3Tr06tULX3zxBRWFhJB6KywshL6+PioqKuSyv5KSEiQkJKBPnz5y2V9tFDmPXCwWo7S0VC5L5E2fPh3Hjh3D5cuX4e7uLofsFKdqqlLfvn3x4Ycf4sWLF9DV1cW+ffvQvXt3REdHY/fu3di6dSuGDBkCf39/WFhYsJ12vSUkJGDcuHHQ1NRESEgIjI2NUVlZie3bt2P+/PkoKCjA4sWL613sZmZm4qeffkJ+fn6N2IcffqjQu8WsDx+PHz8eoaGhKC0tBVB3i5X6tF8ZOHAgysvL8eDBgxqLordUd+7ckc4JPH/+fINb0rwb7927NwwMDLBt2zbMmTOHjUMihLQwK1euxLBhw/DRRx/JZX8xMTG4ePFiq3rS9sSJE3j+/Dk2bNggl/1dunQJR44cwb179+SyP0VLTk6Gi4sL0tPT4e7ujt9//126NnVkZCTc3d3x6tUr6cpeilxFprFKSkowe/ZsBAQE4OjRo9Ue3kxPT8eoUaPw8uVLBAcH17vp+sGDB/H7779j9+7d1X5Q8Hg8GBkZKfS8sF4UKisrw8fHB3v37pW+5u/vj/nz58PJyQm3bt2q9v66YgkJCbC3t8fly5fh5OSkkPwVxd/fH//73/+Qmppao39VXeektrizszNiY2MRHx+vkPwJIS1bRUUFCgsLGVvRozWorKyERCKR2zkSiUQYNWoUTp061SL/Tbty5QomTZqEkpISfPPNN1i1apX07llhYSE++ugj3Lx5E6amprhx4wZMTExYzvj9wsPDMXbsWOjq6uL69eswMzOTxiorK7Fs2TIcOnQIn376Kfz8/N770FRubi4mTZqEuXPnYsaMGUyn/16sDuR/9tlnEIvF+Prrr6Wv1dVipa7Y69evMWrUKGzbtq1F/uV5n3nz5mHq1KlwcHCoNqensS1rDh8+jIKCAkRERCj0OAghLY9EIkF5eTkVhO+hrKws13PE5XIxc+ZM7Nq1S277VBSxWIw7d+6gpKQEOjo6GDx4cK3DqRKJRO5PszNBJBLh8uXLKCgoQNeuXfHBBx9UiysrK6Nv377gcrm4fv06MjMz37vP0NBQREdH46+//sLZs2eRm5vLVPr1wuqcwgMHDkBdXR07dux4b4uV97Wk+fDDDzFkyBB4e3uzeUiM+v777zF48GAMGzYMN2/ebHBLmnfPJ4/Hg4+PD27cuMHiURFCmjs1NbUW8Y+2LMnJyXj9+jXU1NTQvXt3ttNpME9PT3z//fdISkpCt27d2E6n3oqLi6UjUxYWFjVyf/HiBZ49ewYAsLOzq1FgNUelpaW4e/cuAMDU1FTmsK6JiQlUVVWRnp6OhISEOh9wKiwsxLFjx1BYWIjjx4/j+PHjUFJSgoODAzZu3IgRI0Y06CGc3Nxc5Ofnw8zMDEpKShCJRHj69Ck0NDRgamoqfV9lZSWePHkCdXX1GnM5WbtT+Ouvv6KsrAw3btzAiRMnMGPGjGoFDPBmNY7r16/jhx9+wPjx42XGTpw4gcGDByMrKwtHjx5l63AUQllZGZcvX8aDBw8wevToWs9Xfc/nxo0bkZmZiYyMDDYPixDSzL37BGljSCQSnD59Wm4PqtTX1q1b4eXlhc8++0xmPDc3F+vWrWPks9PS0pp8vBoaGpg8eTJ2794tp6wU48WLF9LpSQ4ODtDX15fGBAIBtm3bhvT0dHTq1Anr1q2Ty8M5TMvLy8N///0HADAwMACHw6nxHn19ffB4PJSWliI5ObnO/VVUVKB///4YPHgwtLW1Aby5wxoeHo5x48bh22+/rfE08tvEYjGuXLmC8ePHo1OnTmjfvj2OHj0KiUSCu3fvol+/frC1tUW/fv2ko4KJiYlwdXVFr1690Lt3b+lCGVVYKwpXrFiBfv36oX///ti8eTMCAwPh7u4uc5k2MzMz8Pl8mbFly5bhwYMHOHv2LPh8viIPgRUGBgb48ccfERYWhjFjxsg8J/U9nxs3bkS7du1a9d1VQkjjlZWV4fz583K5S1hcXIwXL140u/Yj+/fvZ+zfjn379uHhw4dN3s+MGTNw6tQp1ocWG+LevXvIzc2VFk7Bwek/SyQAACAASURBVMHw9/fHypUr0aNHD5w+fRru7u74+++/4eDgILfPFYvF2LVrF3g8HjgcTr3+U1JSwsyZMyEUCuvct1AoRGFhIQBAXV1dZlGorq4OLpcLsViM3NxciMXiWvenr6+PHTt2IDw8HAKBALdv38aUKVPA4/EgFArh6+uLs2fP1rq9kpISxowZgx07dkBJSQlqampwdHREREQEvvnmG2zcuBEDBgxAYWEhUlNTcf/+ffj6+mLp0qVwc3NDcXEx7t+/Xy1HVoaPHzx4gNzcXFy5cgWhoaFYtmwZDh8+jE2bNmHLli3w9fWVvjc0NBRxcXHQ0NCQGdu4cSNWrVrFeFuD5mTq1Kk4ffo0QkNDZZ6ThpzP9evXY82aNRAKhW2iqCaE1F9BQQEEAoFcVuzQ0tLCl19+KYesGmbNmjV49eoVtLW1axzHkSNHEBkZidDQUGhqasr9s3/88Ue57EdLSwujRo3CwYMHsXHjRrnsk0mVlZW4desWKioqoKGhgcePHyMgIAAvXryAiooKNm7ciNmzZ6Nz58517kckEkmLtvpSUlJC165dMWbMmHr31ORwOOjVq9d7P6e0tFRaONY2d5TH40l7FBYXF9f7B5WSkhIGDRqE06dPIzAwEJ9++ilevnyJvXv3YuTIkWjXrl2t275+/RpFRUXo1KkTeDweAgMD4efnB7FYjJKSEmhoaEBDQwPfffcdNmzYACMjIxw6dAg8Hg/m5ubVjpuVonDu3Lno2LEjBAJBtSFOZ2fnWvvuyepTOGHCBJiamlYretqKH3/8ETY2Njhy5AgA2XMI63M+Z8yYAS6Xi+3bt9d4SIUQ0raZmZlh5cqVbKfRJIMGDarxWtXdpD/++ANnz55lpCCUt7lz5+LTTz/Fhg0bZN6hak7y8vIQFRUFAHBzc8Nvv/2GGzduwNPTE2VlZdDW1q6zICwoKMDRo0dx+vRpnDx5ElZWVg36/EmTJmHSpElNOgZZ1NTUpDdPais4RSKRNFZ1t7IhlJSUMGHCBJSVlWHOnDlITExEUlJSnUXhw4cPUVRUBAcHB4SFhcHb2xuGhoa4desW/vvvP5iZmeHevXtYsGABbGxs8PTpU+k+313ylpWi8OHDh+jYsWOtc95cXV0RGhpao+/e27G4uDioqKjg+PHjbfKJOAMDA+zfvx/bt2/H8ePHZZ6v+p5PTU1NXL58mYpCQkg1fD6/xa1gUh/Dhg1DYmIiLC0tMWvWLLbTqbfs7Gx069atWRWx06ZNqzFfMzExESkpKQAAR0dH8Pl8DBgwALa2trh79y4uXryImTNnQkdHp8b+kpOTcfHiRRw+fBj5+fnN6gEnFRUVaGtrIzs7u9Z5tuXl5RCLxeBwODA0NGz0dImRI0fC1tYWcXFxyMnJqfV9QqEQYWFhEIlEKC4uxrBhw6QPldy9e1c63N2jRw/pD6TY2Fjk5ubC0dERRkZG1fan8KLQ398fYrEY6enpcHJykjnnbd26ddK+em/H346ZmJhg2LBhbXpdyGnTpuHAgQOwt7fHTz/91KTzCbxZb7Njx44KPQZCSPNV13yo+igrK0NycjJsbGzklJF87Nq1C8uXL4ednR3mzp2rsM+tqKho0k2M3377Dfn5+XJrji0PhoaGNV67c+cOXr9+DS0tLdjb20NJSQl6enoYN24c7t69i5iYGMTGxspsH2dubo4VK1YgKSkJ58+fV8Qh1Ju+vj66dOmCpKQkvHz5EmKxuEbRl5eXh8rKSmhoaDT4DufbtLS00LVrV8THx9f5Z+bVq1eIjo4GAFhbW8PR0RHAm+K06uGSDz74AO7u7tInkiMjIyEUCuHg4CBtJl5F4UXh5s2bwePx8MMPP0iHLN+d81bVV+/deFVs165d8PX1bVWd8Bvrm2++wahRo3D48GF88803jTqfx44dw8KFC7F69WqcPHmSrUMhhDQzTb1Lk5CQgJ9//rna4gTNwcCBA/HHH39g+vTpOHPmDL766ivGP/O7774Dh8OBj49Po/fRvn17jBgxAmfOnIGKioocs5OfsrIyaSuaLl26wNLSEsCbYdGxY8di3759ePXqFS5dugQHB4da1whuygNJP//8M/z8/Bo0p3Ds2LHw9fWts9m0qqoq+vXrh2vXruHFixcQCoU13p+RkYGysjKYmJg0eek+JSUlqKqqolOnTrW+5+nTp0hLS4Oenh7mzJkjHd7OycnB48ePwefzMX/+fOld2aKiIkRFRUFNTQ2DBg2qcf4VXhS+ePECq1atwpw5cxrcV68q9vPPP2PFihXvnaTaFjg5OWH48OHIzc2VDgcDDTufbm5uCAkJQWBgIJuHQghpJqKionDt2jUsXbq0Sfvp2rUrvvzyS+kQFhtOnjyJlJQUGBoaYuHChdLXlZWVcezYMXh6euLUqVNyW76vNpMnT4aamlqTzoWOjg4sLS0RFBTEyJw5ecjMzJQ+cd23b99qrWgsLS3h6OiIwMBA/PHHH1i5cqXcR6fEYjEKCwuRkZFRZzuXt3E4HOTl5b33fVwuF6NHj8bBgweRkpICgUBQ7U6bSCRCXFwcKioqMHToUHTo0KHRx1FUVITU1FTY2dnVutKLWCxGREQEioqKMHLkyGp35BMSEpCeng5zc3MMGTJE+npGRgYSEhLQoUMH9OzZs8Y+FdobYPXq1eByudJ+Sw3tq3fmzBno6+vjr7/+wueff67I1Ju1b7/9Fnv27IGqqmqDz2dVbO/evSgvL5dODiaEtF1du3ZtNStDXb16Fb/++isuX75cI6auro5t27ZJH9hjkqamZq13xRpi3LhxOH78uBwyYsaDBw+QlZUFDoeDAQMGVOtqoa6ujokTJ4LH4yEpKUnmsqxNpaSkBB8fH2RkZCAnJ6de/2VnZ+P7779/75J0wJtC19HREc+fP0dMTEy1WEFBAf7++2/o6OhgxowZ0mOvrKxEcHAwDh48WK2tUHFxMTIyMmRO0wgNDUVSUhJ8fHygq6srM5fS0lJERESAw+Fg1KhR0rmmYrEYkZGRKC4uxpAhQ2BgYCDdJjY2FgKBALa2ttDV1cX+/fsRGxv7f+fvvWdAjo4ePQpnZ+dqrzWkr56bmxu2bt2KtWvXShs9kje/viZOnIj9+/c3+HxW6dSpEzp37sxYE1dCSMvRrl079OrVi+005ILL5UJJSanWgqxfv34KKQrlZfTo0fj777+bZc/C8vJyBAUFoby8HCoqKtVW0agydOhQmJmZQSgU4tixYygoKFB8ok2go6ODjRs3QlNTE35+fhAIBADeFGIXLlzA/fv3sWLFCuncPgC4ffs2pk2bhqVLl2L79u0QiUTIy8vDyJEj0blzZzg7O+P27dvS99+6dQs7d+7Epk2bMH78+FpzycrKwuPHj6GnpycdBQTeDOHfvn0bPB4PQ4YMkRa7YrEYT548gVAoRNeuXXHw4EGoqanB2tpauq3Cho9LS0tRUFBQ4zZoQ/rqLVu2DP/88w9OnDihqLRbjP/9739wcnLCwIEDG9330cXFBb///jurQz2EEPbJ445Wc+Hv7//e98h6WKK50tbWhqOjIy5cuIAFCxawnY5UZGQk1q1bh5s3bwJ4U5j873//w4MHD7BixQppj8hOnTph5MiRSExMxJ9//onhw4dj69atGDNmDJvpN4ijoyN+//13LFu2DBMnTsT48ePx7NkzXLp0CV999RWWLFlS7e+QlpYW1NXVUVRUhA8++AAcDgcaGhoYNGgQ7ty5g4iICLi4uGDQoEGQSCTQ0dHBnj17MHTo0DrnVj58+BA5OTlwdHSsNn8xJycHcXFxaN++fY2WM1XzhH/66Sds374dc+fOrZYrR6Kg573Xrl2LPXv2wMTEBDNmzJA55y0tLU3aO+/duJWVFfr27YtZs2bh22+/VUTKLc6YMWPwzz//IDAwsF7n893YlClTUFBQgIsXL1b75UAIaTs4HE6THjApKyvDwoUL8eOPP8pcG5a8Web1ww8/rDbfriHOnz+PO3futNp54JWVlfDx8cHZs2cRFhbWbNesFovFSE1NRUxMDNq1a4c+ffpAT09P5nszMzORl5eHHj16VCv0EhMTERMTg5KSEhgYGKBfv36MdgERCoVISEhA586dZf75U1hR2KVLF+jr6yMoKAiurq4wNDSs0TcPgLSQeTeel5cHMzMzPHnyhB4wqcXNmzcxffp0PH/+XPqHrrbzWVts8uTJsLOza1HDKYQQ+Wnq6iUSiQQPHjxoU6tMNdTPP/8MNze3Gj3i6is7OxsuLi7Izc2t1zy4lqalFIWtkcLmFKanp2Pq1KnS3ngRERGwsbGpta/eu/FDhw5h/PjxVBDWwcXFBYaGhtV+PdZ1vmXFXFxc8ODBAzbSJ4SwLDk5GZ6enk3aB4fDoYLwPWbPnt3oghB4M9xtZGQk7UPXGpWXlwNoelsk0jAKKQrv3r0LsViMpUuXVuuNl5mZWWMVDVlxsViMQ4cOYcWKFYpIt0VbuXIl/Pz8pP+/rvMtK7Zw4UKaU0hIG2VmZobvvvuO7TRIPQwdOhRXrlxhOw25S0tLw7fffouQkBAUFBRg9+7d+Ouvv1rlyjrNkUKGj0eNGoWoqCj89ttv9Z5D+HZ88ODBiI6ORlxcHNOptnilpaX44IMP8PTpUzx58qTW8/1un8K3Y19++SVWr16NefPmsX04hBAFUlVVbXXLhi5cuBARERGwsrJqditkNEV4eDi2bdtGIztErhRSFGpqaqKsrAw8Hg9BQUE15hDa29ujqKgIFRUVMuPW1tbYsGED1q5dy3SqrcLHH3+MgIAAAJB5Pq2srFBWVobQ0FCZ1+Lly5cwMTFhpIcUIaT5kkgk4HA4jdq2rKwM5eXlMtezZdPUqVNx69Yt9OjRA9euXWM7HbmpqKiAjY0Nnj171qKenibNG+MzVKsWaba2toZAIEB4eHi1QiQ+Ph4lJSWws7NDSkpKjfj9+/chFAoxffp0plNtNRYsWICrV6+Cz+fLPN8SiQSqqqq1XgtDQ0P8999/bKROCGFRRUWFdC5XQ925cwe//vprtekrzcHAgQOhp6eHjh07NrupMb/++isANPrfN3t7e4SEhGDWrFnyTIu0YYwXhYcOHQKHw0FcXJx0iBKovgzbuXPnqg1hvh2fNm0aBg8eTA+YNMDQoUOhpqaGI0eOwNvbG0D18x0UFCRtSfNu7Ny5c7C2tkbnzp2Rl5fX6JYJhJCWRSQSNbogBIBBgwbB3t5ejhnJx9tL2zU3w4YNg5qaWqO3Hzx4MK5du0ZFIZEbxoePhwwZgqSkJGRmZgKou0WKrHj37t2xaNEizJw5k8k0W521a9dCJBJh+fLlDWpJUxXj8/nw8fHB6tWr2TwMQoiCeHl5YcGCBRg4cCDbqZB6evToETZs2ICnT5+ynQppJRgvCtu1a4dBgwYhODhY+pq/vz/mz58PJycnmfPWquIODg549OgR0tPTm908leYuKioKn3zyCRITE+s837XFunbtCk1NTfz555+KTp0QwoLi4mKUl5e3ugdNWjOhUIj+/fvj1atX0nVvCWkKxoeP8/PzMWLECOn/f7sNyvbt22Uuw1YVX79+PWxsbKggbIT+/fsjPz8fv/zyS63nu65rMXDgQPzxxx/Nbg4OIYQZPB6PCsIWhs/nw9LSEtHR0XBxcWE7HdIKMFoU5uXlQSwWIy0tDQBqtJxxc3OTOa+tKn7z5s1q6/mR+uNwOBg2bBgWL16MS5cu1Tjf77akefdaGBkZobi4mM1DIIQokLq6OsRicYO3q6ysxN27dzF48GAGsmq6x48fQyAQQFNTs1k31RaLxXWuc1ubvn37IioqiopCIheMFoUHDhyAsrIyAgMDkZOTg+Dg4Grz1oyNjXH9+nW4urri2bNnNeJhYWFYtmwZkym2amPHjsWLFy9qnG97e3vs3LmzWruad69FUFAQxGIxnj9/DhMTEzYPgxDCMCUlpUYVhMCbJdeOHz/ebIvCrVu3NvuWNAsWLMCUKVOqjarVV69evVr1yiZEsRhd0SQoKAidO3fG5s2bERgYCHd3d5nL2smKP3v2DEVFRc36l11zN2rUKMTGxkIoFEpfMzY2hpmZGfh8fp3XYty4cVBVVcWJEycUnTYhRMH4fH6jt+3cuTMOHz4sx2zanj179jSqIASA3r17IyoqSs4ZkbaK0aIwKSkJXbp0wbJly3D48GFERETIXNZOVjw0NBQjR45sdCNVAhgYGKBLly4IDw+XvhYaGoq4uDhoaGi891poaWnRL1BCWrnKykr07t0bpaWlbKfCiM8//xwnTpzAV199xXYqtdLS0mr0tt26dcOrV6/w6tUrOWZE2ipGh4+LiooQHR2NwMBAuLm5wdnZuc45hG/Hk5KSaI6EHAwZMgTbtm2Dq6trtV6EtfUpfPtaWFtbo6SkhOUjIIQwSVlZGdHR0VBVVWU7FUa09tEmLpcLW1tb3L9/v9F3GwmpwmhLGg6Hg59//rlaY8369ikUCAS4du0aevfuzVR6bcKpU6ewcuVKWFhYNKhPIfBmLs6WLVukDwoRQlqn8vLyatNMSMuyfv16DB8+HIsXL2Y7FdLCMTZ8fOPGDQCo0Wnd2NgY69atQ0REBGxsbGTOa1u+fDkKCwtha2vLVHptxoABAyAWi2We7/ddi7Fjx0IkEik6ZUKIglVUVDRqu6dPn9KSmHLU2MLc2NgYz549k3M2pC1irCj8448/oKSkJHPeWlVvvMzMTJnx9evXw87ODsrKjLdRbPUsLCxQXFyMPXv21Djf77sWOTk5AICEhASF5kwIUazGDhg9evSIVtOQk5s3bza620aXLl2QlJQk54xIW8RY1RUVFYX27dtLn16VNW+ttj6FU6dOhYaGBlOptSkcDgf29vYwNzeXtpwB3t+nsGrdaS6XiytXrsDKyorNwyCEMKQpD/NNmTJFjpkw46effkJycjI6dOggXQu+OXJ0dISzs3OjtjU2NkZKSoqcMyJtEWN3ClNSUmBmZobr16/jxIkTmDFjRrUiBPi/3njvxgUCAfr3789Uam2Og4MDoqKipOf7hx9+wPjx4+t1LXR1dRETE8PyERBCmDJ8+HCkp6eznQZjbt68ibNnzyI0NJTtVOqkrKzcqObVwJs7hVQUEnlg7E6hQCDA0KFDpb3vlixZAg8Pj1p7470d9/HxwYYNG5hKrc2xsbHBxYsXAfxfn8Li4uJ6XQsjIyMkJSXRcneEtFK//PJLqx6ZUVdXh4aGBtTV1dlOhTG6urrg8XjIyspChw4d2E6HtGCMFYWlpaXo1atXtd53mzZtkrnW8dvxzZs3499//4W5uTlTqbU55ubmSE5OBlCzT2Fd12LLli3o1q0brl69ylbqhBCGdenSpVU/UNZWGvCbmZkhJSWFikLSJIwVhZWVlVBSUqq1D2FtvfGcnZ2hoqICbW1tplJrc6qKwob2KXR1dYWxsXGrbWpLCGm8hIQEaGhowMjIiO1UWhWJRNKoeZ4mJiZITk5utssNkpaBkT6FQqEQKioq0NHRwblz52T2IaytN97Zs2exefNmxMXFyTutNk1NTQ0qKirVrkd9ekb2798fL1++pCcMCWmldHR0GrXusb+/Pzp06ICxY8cykFXbdO3aNRw/fhy//PJLg7f19fWFhYUFPvvsMwYyI20FIw+axMbGAgB69uwpc95aXb3xCgsLYWNjw0RabVrHjh1hYmLSoD6FxsbGmDt3bqPbVRBCmr/G/v2eN28eFYRy5uzsjKNHjzZqWx0dHeTl5ck5I9LWMFIUxsXFgcPh1NqHsK7eeFevXoWlpSUTabVptra2yMrKalCfwtDQUBw6dEjRqRJCFOTnn39u1F0pwgw+nw8ej9eobXV1dWn9Y9JkjMwpTE5OBo/Hq9YXr759CkNCQvDtt98ykVabZmlpCWtra+mk6/r0KayafzhixAgUFBTQ3CFCWpmpU6eiqKioVXcXWLRoEe7cuQNLS0ucOXOG7XQYo6Kigvz8fLbTIC0cI0VhWloa+Hy+tPedvb09du/ejYqKCgQFBdXojfd2vG/fvmjXrh0TabVp+vr6yM/Px/Xr12FlZYWysjKEhobWeS2qrhWHw0F8fDwVhYS0MgYGBlBTU2M7DUaVlZWhtLQUZWVlbKfCKB0dHQgEArbTIC0cI8PHmZmZ0i+a+Ph4lJSUwM7ODnp6eggPD6/23nfj2dnZ0NPTYyKtNk1PTw8CgQDx8fGQSCRQVVV977WoinO5XGqMSkgr1NjVTEpLS6Vtrpo7V1dXTJkyBaNHj2Y7FUbRnEIiD4zcKXz16hW0tbWrDUG6ublJn3YFag5RVsWrChIiX3p6ekhKSoKXlxeCgoJqbUkj61rxeDy8ePGCzfQJIQxozFPHAJCeno79+/fjwIEDcs5I/mbNmsV2Cg2ydu1auLu7N3jJO21tbbpTSJqMkZY0FhYWyM7OBo/Hk9nmpK42KAYGBoiOjoaxsbG802rT/vzzT0ybNg2///57g1rSuLq6Ii0tDcOHD4e/vz9b6RNCGCAWi1FcXMx2GuQtOTk50NbWhqqqaoO2y8vLw6hRo1BQUMBQZqQtYOROYWFhIYqKiuDk5FRrS5r58+fLjBcUFEBfX5+JtNo0fX19cLlcmS1parsWVfFPP/0UOTk5rXoyOiFt0apVq/Dtt99CR0eH7VTI/6elpdWo7dTU1FBYWAixWNzoNZQJYeRPTmVlJXr16tXgljTFxcUQi8Wteh1Otujp6aGsrKzBLWnWrFmDdu3aQSgUKjplQgjDpk2b1uofNGkrlJXf3OOprKxkORPSkjFyp1AikcDMzAzfffddg1rSXLlyRfoHm8hX1YomDW1Jc+bMGSxZsqRVr41KSFs1bNiwVt+c/saNG4iJiUGPHj0wZswYttNhFJfLRWVlJfh8PtupkBaKsQqMy+VK25y4urri2bNnCA4OrjZv7d14UFAQVFRUmEqpTeNyuZBIJNK2Mzt37pTZHkjWtVJSUmr0hHRCSPPF4XAaVRSWlJQAANTV1SGRSFBRUQHgzUNp7z7RLBKJIBKJwOFwZDZmrqiogEQiAZfLBZfLrRZr6r5DQ0Mxd+5c6feXn58fJk6c2ODjbSm4XC79gCdNwtjEg6o7fsbGxti8eTMCAwPh7u4uc95aVdzNza3R3dxJ3aq+LIyNjWFmZgY+n1/ntXj7WtEXDSGtU1XB1VAnTpyAn58fACAyMhKmpqYwNTXFn3/+WeO969atg6mpKbp37y5zX9bW1jA1NcXnn39eI3b16lXpvm/fvl0j7u3tDVNTUwwcOLBGTCwWY/bs2dV+0H7xxReNPmZFuXDhQqOXulNSUqLvatIkjNwpFIvF0l90oaGhWLZsGQ4fPoxNmzZhy5Yt8PX1lb737fj69etpPgRDqu4IhIaGIi4uDhoaGnVei7evVWPvJhBCmjeJRNKoB8imTZsG4M1DhVV3DYE3/Qvf3V9VEfa+zxIKhTXipaWl0v9dUlLSoH3LGt0oKCjAy5cvG/0whyLY2tqioqKiUdeFvqtJUzFSFHI4HFRWVtaYQ+js7FznHMPu3btjyJAhTKTU5lX9eqzqRVhbn0JZ10okEoHH4zXrL1JCSMOtX78e//vf/5o0B61jx45YuHAhAMDMzKxG3NnZGTo6OrWOAs2ZMwdCoRB2dnY1YiYmJujfvz8AoFOnTjXibm5uMDIygqamZo0Yh8OBqakp/v33X+lr/fv3b/bfY9ra2o0u7MRicY0heEIagpE+hXp6elBSUoJEImlQn8JXr17B3Nyc+iwxICMjAxYWFrh06VKD+xRmZWXB1NQUV69eZSt9QggDjh8/Dnd392Y5bScmJgYHDx6EQCCAn58fOnbs2OB9lJWVYfv27bhz5w769u2LL774Atra2gxkKz8///wzCgsL4ePj0+BtbW1tIRAIqIMHaTRGisJ27dohLy8PTk5OuHXrVo24v7+/tDfe2/H8/HwYGRmhqKhI3im1ef/99x9sbGxqDEnUdi3ejn/66aewsbFBSEiIotIlhCiASCSqNvzLtoKCAuzduxdRUVEQiUT45JNP8PHHH1NXinqytrZGUVFRgxtfE1KFkQdNOBwO7OzsGtynUEtLCyUlJTSvkAEFBQVQVlZudJ9CGpIghDCtpKQEp0+fxvPnz2FlZQUjIyO2U2pRRCIRfVeTJmHk55e6ujq0tbVx+fLlBvUpvHbtGng8HvLz89G+fXsmUmuzBAIBzM3NG9WncPr06bTiASGtkKqqaqOKiKtXr+L06dM4duyYXPPR0tLCvn37cOLECTg5OeHQoUP44osvMGHCBEyaNEnmvEPyRlFREVRUVJrlVADScjBSFGprayMvL6/BfQqDg4PRrl07CAQCKgrlTCAQwMDAABcvXmxwn8KSkhLo6urSMneEtDIaGhqNWhJt6NChcHZ2ZiAjwNPTE35+frCwsMCVK1eQlJSEc+fOYe7cudDS0sKkSZPg6emJDh06MPL5LVV+fj50dXXZToO0cIwMH+vr6+P169cAGtan0N3dHYaGhhAIBEyk1aYJBALo6+s3qk9heXl5oyZ5E0Kat4CAAKSkpDR4Ox6Px9i8NS6Xizlz5uDChQsAgG7dumHdunWIiorCtm3bkJSUBBcXF2knheY0J5JNBQUF0NPTYzsN0sIxUhQaGBhIHxZ5u/ddRESEzHlrb8fLysqQl5fHRFptWl5eHvT09Gr0KXxbbdeqsrISJiYmbKRNCGFQcXFxs5zD7ejoiMjIyGqvcTgcODo6Yt++fbh//z4mT56M8+fPo0+fPli2bBlu3brVKlZecnNzw+PHjxu8XX5+PhWFpMkYGT42MjJCeXl5g/sUOjs7o3///nSnkAECgQACgaBRfQrFYjHMzc3ZTJ8QwoBJkyZBTU2N7TRqMDY2xqxZs2qNq6urw9PTE56ensjKysKFCxewadMmFBYWYuLEiZg8eTK6deumwIzl58qVK42a51lQUEDDjYyVZwAAIABJREFUx6TJGGlJs2/fPqxatQq6uroN6lMIADNnzkTfvn2xYsUKeafVps2cORPnzp1rcJ9CFxcXpKam4sGDB83yHw9CCKny5MkTBAQE4PLly+jYsSM8PDwwduxY6Ovrs50a486ePYunT59KHyYkpDEYGT62tLSERCKBjY2NzHlr69atQ0REhMy4nZ0dEhMTmUirTYuLi4OZmVm18/2+a2FsbIy5c+cCABWEhLRSVUuSNtTixYsRHx8v52yaxtraGuvXr8c///wDHx8fREdHw83NDYsXL8aff/4JoVDIdoqMKSgoaBPFL2EWI3cK//vvP5iYmMDc3BwzZsyosb6ul5cXdu/eje3bt9eIV7WmCQsLk3dabVrnzp3B5XIxb9486fl+37UIDQ3FxIkTUVJSgvT0dLZSJ4QwqKSkRLoMZkOkpaXB0NCwSUvkKUJhYSGuXLmCgIAAJCcnY/To0fDw8ECfPn3YTk2udu/ejU6dOlX7DiekoRiZU9ilSxcAwK+//orp06cDqF+fwtDQUOzduxcffPABE2m1WUKhEC9fvkR8fDxGjRoFoP59CufPn4/vv/+ezfQJIQzJzs5GTEwMnJycGrytsbExAxnJn5aWFqZMmYIpU6YgLS0NAQEBWLNmDZSUlDB+/HiMHz++VTTJzs/PR8+ePdlOg7RwjNwpBN60FTh16hQGDx4Me3t7FBUVoaKiolpvPODNr82342fOnMGkSZNQWlraqP5ZpKbExESMGDECz58/R1paGqysrFBWVobQ0NA6r0VQUBAuXLiAX375Bc+ePWPxCAghTEhMTERAQAAWL17MdioKFx0djYCAAISEhMDS0hIeHh4YM2YMNDU1WcvpwIED0NHRwcyZMxu87Zw5c7Bu3Tq4u7szkBlpKxhbUJLP5+PevXvQ09NDSUkJ7OzskJKSgvDw8GqFSHx8fLV4TEwM9PT0kJaWRm1Q5CQ5OVn69HB8fDwkEglUVVXfey3Cw8Px9OlTaGlpsZU6IYRBlpaW2LBhQ6uea1eboUOHYujQodJOGefOncPOnTsxfPhwTJ48GS4uLgpfMm7FihWorKxs1HfuixcvqEsEaTLGikINDQ3cvHkT/v7+OHfuHNzc3KRPuwLVhyjfjWtpaSEpKYmKQjlJSkqChYWF9HwHBQXV2pLm3WuRl5cHU1NTdg+AEMIYhgaLWgwVFRV89NFH+Oijj5Cbm4uLFy9i165dWLlyJTw8PDBlyhTY2NgoJBd1dfVGbVdRUYGMjAyYmZnJOSPS1jA2fNyrVy/Ex8fjjz/+aFBLmrS0NPTp0werV6/G559/zkRqbc6UKVMQHR0NgUBQ7XzX51p07doVEydOxNatW9lKnxDCoMYudQe86XN46NChVjkPPDExEWfPnsWFCxegq6uLSZMmYeLEiTA0NGQ7tRpSU1MxefJkeiCQNBljk/Z69OgBAA1uSWNsbIzx48fj+vXrTKXW5sTExCAlJaXG+a7PtRCJRLC3t1d0yoQQBamoqGj0tlu2bIGOjo4cs2k+LC0t8cUXXyAqKgq+vr548uQJnJ2dMW3aNFy4cAGlpaVspyj1/PlzdO3ale00SCvAWFHo4uKCyspKmUuprVmzBseOHUNmZqbM+Llz5xAbG8tUam1KYWEhnj9/jh9//LHG+X7ftTh79iwkEgmGDx+u6LQJIQqSkpKCJ0+eNGpbGxubZt+SpqmUlJQwZMgQHDhwAA8ePMCECRPw22+/oU+fPli5ciUiIiJYH4J//vw5LCwsWM2BtA6MzSmcMGEClixZgl9++QVA/VvSeHl54ezZs5g0aRJevnzZKoclFCkmJgaWlpZYsGABRo8eLT3f9WlJM2fOHHA4HGpcTUgr9vTpU7x8+bLFtJhh2+jRozF69GhkZWUhMDAQn332GcrKyjBu3Dh4eHg0el7f5s2b4eDgIG0b1hBV88YJaSrG5hQCb35hnTx5Ehs3boSDgwOCg4NrXfbu3birqyvWrFmDDz/8kKn02oRvvvkG//77r7TXYFXbGYFAILM90NvXYvTo0bhw4QIePXrEVvqEEAVQUVFBeXk522m0WLGxsQgICEBwcDCMjY2ly+s1ZC3igoICcLncRrXE8fb2xty5c+Hl5dXgbQl5G6ONAPl8Ph48eIDNmzcjMDAQ7u7uMuetyYoPHDgQkZGRTKbXJkRFRWHAgAHS/29sbAwzMzPw+fz3XoucnBxWe3YRQhSDesI2Tc+ePbFx40bcunULixYtwp07dzBs2DAsXboUV69erde8TR0dnUZ/3yYmJsLa2rpR2xLyNkbvFBoZGUFLSwvZ2dnw8/PDpk2bal327t34lStXsHXr1v/X3p2H1Zz2fwB/n5NzOi1KFA3KYMiQLNEiIWtoiMqjHjWjYYzM9HgyzPAoJsuYh2xjskx4hGGyt6lMsk1akKUkJLRKq46Ws/7+8OtcnemUlrNUPq/rcs0159P3ez73fZS7733fnxvx8fGKSq/DE4lE0NPTw/379yXlfWJiYjBv3jxoampiyZIljX4Wr169wsiRI3Hy5ElVNYEQoiQVFRUtui4wMBCGhoaYO3eunDNq38rLyxEZGYkLFy7g+fPnmDFjBhwdHWFmZibX9ykrK4OdnR3evHmj9LqKpONR2JpCALCyspJUjJ88eTJsbW1lriGsnTKuG1+1ahWcnJxQWloKPT09RabZYSUlJYHJZOJ///tfvVqEDdUprPtZGBsbw8nJScWtIIS0ZY6OjlTgXgZdXV24urrC1dUVL168wPnz5/Hvf/8bbDZbcrzeRx991Or3SU1NxdChQ2lASORCoU8Ko6OjYW9vD6FQKJmeaEptvLrxffv2Yd68eYpKsUNbv349cnNzERcXJ7O/G/ss7ty5A3Nzc+Tl5amyCYQQJSgqKkJubi6GDRum6lQ6NLFYjMTERJw+fRoREREYMmQInJ2dMWPGDOjo6LTonrt27UJ1dTV27twp52zJh0ihC0mmTZsGBoOB2NhYyWtNqY1XG+/SpQuioqIUmWKHdvHiRbi4uDTY3419FqdPn4a6uroq0iaEKNmzZ88QHR2t6jQ6PAaDASsrK2zbtg0pKSlwd3fHqVOnMHjwYCxbtgxxcXEQiUTNuue9e/dgYWGhoIzJh0bhq4vZbDbOnz8v+f+m1CmsjQsEAoSHhys6xQ6puLgYDx8+BI/Ha7C/G/ssrl69iq5du6oidUKIkllYWGDt2rWqTuODwuFwMHv2bJw5cwbXrl3DsGHDsHnzZpibm8Pf3x+PHj1q0n3u3r0rtZmQkNZQ6PQxAPTv3x+VlZXIz8+vt26tdvqydnOJrPiQIUNw9epVjBgxQpFpdjjHjh1DYGAgHj16JLO//16n8O+fRefOnWFtbY09e/aouimEECXQ1tYGg8Fo8fUCgQCdOil0mfoHIT09XXK8noGBAVxcXDB37lzo6+vX+9qCggLY2dmhtLS0VZ8dIbUUPij09PREcHAwXF1dm1WnsJaXlxdYLBZ27dqlyDQ7nAkTJiA5ORkXLlyo199NqVN47NgxHDhwAOPHj1dF+oQQJWOxWOBwOC2+fvLkyfjtt99aXLyZSBMKhbh27RpOnz6NS5cuwcLCAi4uLpg2bZrkc4qKisLx48fx559/qjhb0lEofFB4//59DBs2DFpaWpg7dy6Cg4Prfc2xY8fg5eUFR0fHevG0tDTY2tri9evXtLuqiV69egVjY2PMnTsXJ06cqBe3sbFBamoqysvL68WOHTuGxYsXo6ampsnTF4SQjkFLS6vFNQvLy8s77DnIqsblchEeHo5Tp07h4cOHmDlzJpydnREVFYXu3btjw4YNqk6RdBAKHxQCgJqaGubMmYO7d+82uU5h3biLiwtOnTqFqVOnKjrVDmH79u04f/488vLyZPbn++oU9unTB5mZmbh165Yq0ieEqIBYLMbVq1cxfvx4mopUkpcvX8LY2LhZ1+Tl5eHChQu4cOECsrOzsWDBAqxduxb9+/dXUJbkQ6KUMvZGRkbIyMhAXFwcjh49KtnQUHcNoZubW4NxV1dXmU8YiWxHjhzBmjVrGuzP06dPIzExscHP4tmzZ7RwmZAPDIPBQFRUlMwZBCJ/xcXF8Pb2bvZu4549e2Lp0qU4fPgw2Gw2OBwOLC0tYWNjg/3796OsrExBGZMPgVKeFPr6+uKnn36CQCBodp3CkJAQDBkyBIMGDUJeXh60tLQUnW67lp6eDjs7O+Tm5kJNTa3R/pYVMzMzQ48ePRAeHo4BAwaouDWEEGViMBhQwj8JRA5CQkJw584dnD17FjweDxERETh69ChiY2MxdepUeHh4YPr06bT5hzSLUgaFPB4P6urqiIuLw4QJE3Dw4EEsWrQIY8eOxfXr1+t9vay4g4MDHBwc8PXXXys63XbN29sbHA4H//3vfyWvNdbff4/5+flhy5YtePHihbJTJ4S0AZWVlRAKhS2+/tmzZ9DX129xMWbSNN9++y3mzZuHL7/8Uur1kpISnDx5EsHBwXj27Bnmz58PDw8PjBo1SkWZkvZEKdPHbDYbWlpa2LdvX7PqFNaN+/j4YOvWrfRbbCNKS0tx+PBhfPvtt5LXGutvWbEzZ86gV69eqkifENIGsNnsVl1//PhxpKenyykbIotAIMDNmzdhb29fL9a1a1d4eXkhISEBN27cgI6ODpydnTFkyBBs2bIFOTk5KsiYtBdKe648atQoREVFISYmRjKFOXny5EbP360bt7a2RlFREcLCwjBr1ixlpd2u7Nu3DxwOB4cOHWpSf8qKZWVl4bvvvlNxSwghqqKurt6qKce6sxREMRISEmBsbPzeX+AHDhyIjRs3YsOGDbh69SqCg4MxdOhQmJubw8PDA05OTrQki0hRyvQxAFy5cgV2dna4cOGC1KCutm4el8sFn8+XWTvPxMQE1dXVWLVqFeLj43Ht2jVlpNyu8Hg89O3bF0FBQfjyyy+b1J8xMTFSsRMnTsDNzQ3Z2dlU/oeQD1ROTg7u37+PGTNmqDqVDikhIQGVlZWYOHFii++xZcsWsFgsbNu2rdnXVlVV4dy5cwgODkZCQgJmzZoFDw8PTJw4scXliEjHobS/ARMmTACTycTWrVulXk9PT0dlZSXMzMygp6eHv/76q15cLBaDw+GAzWYjKysLycnJykq73Thx4gRMTEygpqbW5P78e2zbtm3Q0dGhASEhHzA+n09TjArEZDJbPfiKiIiAo6Nji67V0NCAm5sboqKikJ6eDjMzM/j4+KBPnz744YcfaOr/A6e0J4UAYG5ujgcPHuA///lPg8faNXTsnYmJCezs7NC/f3+oq6sjNDRUWWm3eQKBAEOHDsWCBQsQEBDQrP6sG7O3t4ebmxv8/PxU3SRCiAppaGjQrtU2KiUlBV5eXsjKypJrPcm7d+8iODgYv//+O3r37g0PDw+4ubnJPF6PdFxKHRQmJSXB0tISRkZGMDIyanJJmrolVMaPH4/i4mKEhYVh3Lhxykq9TQsMDMSPP/4IPp/f7P6sjd29exdVVVVIS0ujJ4WEkFadbgIAZWVlWLVqFQIDA2mAKUdr1qxBr169sHHjRoXcXygUIjo6GsHBwbh48SLGjx8PDw8PfPbZZ1BXV1fIe7ZnFRUVePjwITQ0NGBiYtKqPsrLy0NWVhaMjIzQu3dvlUznK3VQCLz7DXT48OFISEhoVkmav8dMTU1x//79D77yPpfLRd++fVFUVNSq/uzcuTM0NTVpvSYhBMC7n9VVVVWtusf169cxduzYD/7ntLwIBALY2tri5s2bGDhwoMLfr7y8HKdOncLRo0eRmpoKFxcXeHh4YMyYMY1eJxQKcezYMZw7dw7V1dVSMTU1Nejr66NPnz6YNm0arK2t2+VaxszMTKxcuRIZGRmYMmUKMjMzkZGRAT8/P7i6ujb54YpIJEJsbCxWrFiBBw8eSF4fMWIEdu3aBVtbW0U1QSalfxKTJ09GcnJys0vS1I0FBQUhJycHISEhyk6/zfn555/B4/Fa1Z8HDhxARUUF1YAkhEgIBIJW38PW1pYGhHi3TlMeJ41cv34dffv2VcqAEAB0dXWxaNEiXL16Fbdv30avXr3wxRdfYMCAAfD390dWVpbM69TU1PD5559jw4YNSEtLQ3R0NBITE+Hq6go/Pz9YWlri+PHjGDt2LOzs7PD06VOltEdeMjIyMGPGDLx48QJRUVHYuXMnzp07h3/+859YtGgR9u3b1+STakJCQvDll1/C1tYW+/fvx5o1a2BoaIiUlBQsXLgQjx49UnBrpCn9mf6hQ4fQvXt3DBw4EHFxcc0qSVM3xuFwsHz5csyZM6fVdbXaq/z8fAQEBGD//v1wd3dvdomf2lhCQgLU1NTg5uamyuYQQtqQzMxMHD9+HKtXr1Z1Ku1ecnIy/vjjD+zatatV9wkNDcXnn38up6ya5+OPP4avry98fX1x8+ZNBAcHY9SoUVi6dGmDU9mampqS2sJjx46Fi4sLNDU1YWlpCXNzczg4OODatWtYs2YNgoODweFwlNmkFqmsrISvry+ysrIQFBQEIyMjAECnTp2waNEinDp1Cv7+/rC0tHxvwfDnz58jJCQEZ8+elfpaZ2dnODg4IDMzE5GRkRg0aJBC21SX0qePAUBPTw8jR45EbGysZF2btbU1IiIiZK6Js7S0RGlpab3yKlOmTMHo0aOxefNmZTehTZgxYwZ0dHRw8uRJyWst6U8jIyNoamoiLCxMFc0ghLRBNTU1SEpKUvr0VUclFApbtV6by+Vi3LhxyMrKgoGBgRwza7mamhqUlJTgo48+khm/ePEinJ2dUVlZia1bt8LHx0cyVVxRUYHPPvsMV69exccff4wrV66gT58+yky/Rf766y/MnDkTXbp0QVxcHPr27SuJCQQCeHt7Y+/evViyZAn27NnT6HraU6dOQUdHB9OmTZN6ncfjwdPTE8ePH8e6devg5+entCl2laz+XbhwIXbv3g2BQAAjIyOsX78eXl5ecHR0lBrAAICRkRH69u2Lt2/f1osdPnwYpqamcHFxwYgRI5TZBJULCQlBcnIyXr58KfV6c/szMzMTOTk5OH36NDp37qzMJhBC2rDOnTtj+vTp4HK5rb6XQCBASEgI/vGPf3ywG9la2+7azZVtZUAIvCt03tCAUCQSSWoy6urqYsyYMQ0ObMRicbs4rUwoFCI8PBzl5eUYOXJkvc+iU6dOGDlyJNTU1BAXF4f8/HzJk0RZXFxcGowxmUxwOBwMHz5cqWsuVTIo3L59O3bt2gVfX1/Y2dnB29sb+/btg5+fH3788UesW7dO8rUxMTFIS0uDlpZWvdjDhw8hEAiwYMEC3L17FywWSxXNUbrXr1/Dy8tLcsbx3/urOf1548YNaGtrv3fhMCHkw8NgMNC1a1fw+fxW3UcsFqOkpAQMBoN++WwBsViMo0ePYt++fapOpcnevn0r2dj4ySefYMCAAVLxnJwcyVpCMzOzNjXYbUhVVRWSkpIAvJtOlzXd3adPH3A4HOTm5iIjI6PRQWFDXr58iYSEBPzzn//ElClTmnxdcXExysrK0LdvXzCZTAiFQjx69AhaWlr4+OOPJV8nEAjw8OFDaGpq4pNPPpG6h8q2/EycOBE7d+6UrGtzc3NDXFwcjh49KtkMUbsm7vTp00hMTJQZO3/+PIyNjbFhwwZVNUXplixZAg8PD9y8eVNmnzS1P48cOYLY2Fips5IJIaSupi6YbwyDwcDq1auhq6srh4zah5qaGrndKyYmBpqamvVmftqynJwcSSFsa2trdO3aVRIrLS3Fxo0bkZubi549e2L16tXt4ri9kpISyexc9+7dZW6i6tq1K1gsFqqqqpCZmdns9yguLoafnx+mT5+OXbt2NdovIpEIFy9exOzZs9GzZ0/o6+sjKCgIYrEYSUlJMDc3h6mpKczNzREfHw8AePz4Mezs7DBs2DAMHz683rIxlRWPOnfuHDp37oxly5ZJ/qIbGRlJNp/ExMTUq6vXUGzQoEEYMWIEZsyYASsrK1U1SSmOHDmC1NRUHD9+HBoaGo321/v6c/To0cjJyaFBISGkQUKhENXV1VBXV6edxM2wdu1a2NraSh3r2lL79+/HypUr5ZCV8ty6dQvFxcWSvzMRERF4/fo1UlNTceLECRQWFsLBwQHbtm2DiYmJ3N5XJBJh27Zt+M9//tPkHfQMBgMLFixAUFBQoxtXeTweKioqALzbRCPr+0FTUxNqamoQiUQoLi6GSCRq0vRvdXU1QkND4e/vj7S0NGhoaKBLly74/vvvoampKfMaJpOJ6dOno0+fPpg6dSo0NDRgY2OD+Ph47N69G76+vvj5559x9+5dZGVlQUNDA//973+xbNkycDgc/Pnnn0hJScHMmTMlOapsUKitrQ0TExP8/vvvUuc3GhkZYfXq1ZK6enV/M2oo1rt3bwQFBcHZ2RlJSUno2bOn0tujDLdv38aKFSsQGxsLDQ0NAI331/vi586dg4ODg1LbQAhpf1xdXeHv74+hQ4eqOpV2w8/PT/JzujXu3buHFy9eYP78+XLISjkEAgGuX78OPp8PLS0tpKam4vz588jJyYG6ujp8fX3xxRdfoFevXg3eo6amBmpqas0ufM5kMtGvXz9Mnz4dQqGwSdcwGAwMGzbsvYO3qqoq8Hg8AGhwuRqLxZKsH3379m2T1krW1NQgMDAQZ86cQXl5ueS9/P39wePxsGHDhkb74c2bN+ByuejZsydYLBYuXLiAPXv2QCQSobKyElpaWtDS0sLu3buxdu1a9O7dG3v37gWLxUL//v2l2q3SMvPnzp3D4MGDcePGDYwdOxaAdF29TZs2Sa2Jayw2e/ZsnDlzBvb29khOTu5wldcLCwthb28veexbq7E+aSy+adMmCIVCbNq0SfKbDyGEyBIUFAQ9PT253e/Jkye4e/duowvt2zt5rZ3cu3cvvL2929Wa+ZKSEiQnJwN4V5v45MmTuHLlCpycnFBdXQ0dHZ0GB4S3b9+Gj48Pbty4ASaTCQcHB2zdurXe2rfGODs7w9nZWS5tqUtDQ0PyJLGhAadQKJTEWCxWk56uq6urw8fHBz4+PhCJRLh69SoWL16MzMxMHDlyBAsWLMCQIUMavP7evXvgcrmwtrbGjRs38M0336BHjx64fv06Xr58ib59++LWrVtYvHgxhgwZgkePHuHJkyfo1q0bRo4cKXUvlQ4KP/30UxgYGMDFxQX5+fnNqlMoqyZfWFgYhg4diqVLl+LQoUOqbJpc8fl8ODk5Yd68eYiOjpYM7Brrr/fFt23bBjMzsw92JyAhpOnYbDaEQiHevn0rl/vxeDxUVVXRL6TvkZeXhytXruDIkSOqTqVZHj9+jGfPngEAbGxswGazMXr0aJiamiIpKQnnzp2Dh4dHvTWmaWlp+P777zFz5kx4eHjg7NmzOH/+PMrLy3HmzBm5/mLSEurq6tDR0cGrV6/qndRSq6amBiKRCAwGAz169Gj2zmEmkwk7OzsEBQXB0dERRUVFuHfvXoODQh6Phxs3bki+PydOnCjZVJKUlCT5Hvv0008ly+sePHiA4uJi2NjYoHfv3lL3U/mBlPv378fcuXPh4OCA+Ph4mWviLC0tsWXLFqk6hXXXyz19+hQRERE4deoULC0tYWVlhS1btuCHH35QZdPkQiwWY/HixejcuTN++eUX5ObmSrW5oTWEjcVNTU3B5XKxd+9eVTaNENKOVFdXo1OnTnI56cTY2BjGxsZyyKrtyM3NBZvNlusu2t9++w2enp7o0qWL3O6pDAkJCXjz5g06d+4MS0tLMJlM6OnpYdasWUhKSsKdO3fw4MEDyQwh8O4JW0xMDFavXo1JkyYBAP7xj3/A3d0dly5dwu3bt1W+0aZr164wNjbGkydP8Pr1a5nrBUtKSiAQCKClpdWqtZIWFhawsrJCTExMo788FRUV4fbt2wCAwYMHw8bGBsC7wWnt5hIDAwM4ODhIdiQnJiaCx+PB2tq63npFlQ8K58yZg27duiE6Ohqurq7NqlPYUE2+qKgojB8/HiwWCytWrFBaW+StdkD45MkTREdHg8lkNqkO4fvilZWVGDp0qNRuMEIIeR95DQo7okuXLqFz585wcnKSy/2ePXuGyMhIPHnyRC73U5bq6mpJKRpjY2PJkXxMJhMzZ87Ezp07UVRUhNDQUFhbW0tmq4RCIUaOHAlLS0vJvbS1tTFlyhTExMRI1vI1xf/+9z/s2bOnWWsKZ86ciXXr1jW6do/D4cDc3ByxsbHIyckBj8er9/V5eXmorq5Gnz59mjXl/XdsNhv9+vUDi8WCvr5+g1/36NEjZGdnQ09PDwsXLpRMbxcWFiI1NRVsNhuLFi2SPJXlcrlITk6GhoYGrKys6s0WtolTqCMjIyEQCHDp0iWZZ/fWrav391htTb74+HhJvPaJWEBAALZv3660dsiTWCzGwoULcfnyZURFRUFbWxtAw22u9b74/PnzIRQKcfToUaW1hRDSMbx69arVR7U1RB5FslXpiy++kNuAEAACAgLw3XffNTogaIvy8/Nx7949AMDIkSOlHj4MHDhQ8iQrMjIShYWFkhibzcb48eOlav+JRCKUlZWhW7duTR5giUQiVFRUIC8vD7m5uU3+U1JS8t57q6mpwd7eHtra2nj27BlKS0ul4kKhEGlpaeDz+ZgwYQIMDQ2blHND7SgvL4ehoSGGDx/e4NfEx8eDy+Vi9OjRUlPMGRkZyM3NRf/+/TFu3DjJ63l5ecjIyIChoaHMjWNtYlBoYWGBAQMGgMfjNbtOYUM1+TIyMvD27Vts3boVu3fvVlnbWkIsFmPp0qWSb6zagW1T6xA2FA8PD0dISAjs7e3lsiuOEPJh0dbWRo8ePeT+tDAzMxOenp5yvWd7duvWLaSlpcHHx0fVqTTb3bt3UVBQAAaDgdGjR0uVeNHU1MTcuXPBYrHw5MkTyRPFhtQWwJ43bx769evXpPdyv+I2AAAST0lEQVRnMpn49ttvkZeXh8LCwib9efXqFX799dcm7XQeOXIkbGxs8OLFC9y5c0cqVl5ejsuXL0NXVxfu7u6StgsEAkRERCAwMBDFxcVNasfTp08RHx+PL774QqrwdF1VVVWIj48Hg8HAtGnTJA+PRCIREhMT8fbtW4wbNw7du3eXXPPgwQOUlpbC1NQUXbp0wa5du/DgwQNJXOXTx7WuXbuGnj174l//+heCg4ObVacQkF2T78yZM+jXrx+mTp2KzMxMBAQENHt7u7JVVFRg/vz5KCsrQ1xcHCoqKlpch/Dv8Vu3bqFTp044ePCgKptICGnHFi9eLPdp5OHDh+PMmTMN1mNri0pKShS2BCcgIACbN29ud7+819TUICwsDDU1NeBwODIHMxMmTEDfvn3x+PFjHDp0CNOmTWuwqPnly5chFovh4+PTZv7t1tXVha+vL+bMmYM9e/Zg7Nix0NPTg0gkwtmzZ5GSkoIffvhB8kQUAG7evAk3Nze8efMGT58+xdatW8FgMLBjxw5s27YN06dPh7e3t+SJYH5+Pnx9fTFp0iR89913DW4ILSgoQGpqKvT09CSbSIF3U/g3b94Ei8XCuHHjJH0nEonw8OFD8Hg89OvXD4GBgdDX18fgwYMl17aJJ4UAYGhoiHHjxuGnn37C999/j/j4eAwZMkRmnUJZsYbi/fr1Q1JSEtLS0mBvb9+kR8Sq8vTpUwwbNgyGhoaIi4tDly5dWtTmhuI8Ho8KVRNCWk0R59S2pwFhZWUlHB0dFbJ7OjQ0FDweDx4eHnK/tyIlJiZi+vTpkp3S1dXVWLFiBTZs2CDVTz179sTUqVMBANHR0Zg0aRIuXrxY735ZWVk4d+4ctm3b1uZqD9vY2OCPP/5AXl4e5s6di507d8Lb2xv+/v7YvHkzfvjhB6mBXOfOnaGpqQkmkwkDAwNJmRo9PT2UlZXh8OHDsLCwgK2tLRwdHbFs2TK4uLhg3759jZY2unfvHgoLCzF8+HCp6fXCwkKkpaVBX1+/XsmZ2u/dw4cPQ0dHB56enlK5MsRt6BRqHo8HDocDNpuNvXv3YtOmTXB3d5eqUzh//nwEBATUi70vLhQKMW/ePMTHxyM6OhpmZmYqaWNDajfasFgseHl5yaXNdeNdu3ZFfn6+5KxJQghpDRaL1eozkRvD5XLBZDLb7GCxpqZG7vVwq6urYWdnhwMHDkgGTh+i169fY+vWrZg3bx5GjRql6nQaJBKJkJWVhTt37qBbt24YMWJEg2Vz8vPzUVJSgk8//VRqx3JZWRlSUlJQUFCATz75BIMHD1bokX88Hg8ZGRno1auXzCfdbeN57P9js9nw8fFBQEAArKysJFOfQNPqFDYWj42NRVxcHL788kvY2dnh66+/hp+fn8qLXJeUlOCbb77Bn3/+iVOnTmHgwIFya3NtfOnSpdi8eXOHqt1ICFEtPp+PxMREqd2i8vT777+joqKizVaQUMS/HVu3bsWIESM+6AFhWVkZdu/ejTlz5kgNCB8+fAh9fX2p9XGqxmQy0b9/f/Tv3/+9X/vRRx/ho48+qvd6ly5dpKZ+FY3NZjd6MlGbelJYq3v37ujUqRPy8vKQnZ0NExMTVFdXIyYmRmp6NDs7G5aWluByueDz+VJ1DBuL5+TkwMvLC+np6QgKCsL48eNV0UycOHECS5cuxbhx43D06FHJugp5tvnUqVNwcnKCqakpwsPDld5GQkjHVFlZiSVLlmD//v0Ke5rX1HNjFYnH4+HXX3/Ft99+q9B1bbdv38bChQuRmpqKHj16KOx92jIul4sVK1ZALBZL7bgtKChATk4OAgICVF7AuqNrU08Ka6WkpMDIyAg+Pj6wt7eHWCwGh8PBX3/9JTUASk9PR2VlJczMzPDs2bMmx3v37o3Q0FD4+vpi+vTpmDRpEvz9/TFixAiltO/SpUtYu3Ytnjx5gk6dOsHc3FxqoW16errc2ly7hvDEiRN0egAhRK4CAwPBYrGU+rPlzZs30NHRUdr71SoqKlLYtF5NTQ2WL1+O3bt3f7ADwpqaGqxevRoHDhyoF2MymQgICGhwQwqRnzaz0aSuXr16Yfny5dixYwecnZ0RFhaGjIyMBsvV3Lhxo8GSNY3Ff/31V5w4cQJDhw6Fra0tJkyYgMuXLyukTSKRCCEhIRg2bBicnJwwduxYvHr1CikpKTLzlkebfX198fz5c+zcuVMhbSKEkJqaGqUdl5mRkYHFixcr5b3qWrRokULXee3evRumpqZwdXVV2Hu0derq6vjll18gFovr/REKhVi+fLnKnxp/CNrk9HGt2qKdRUVFAN5NjdrZ2aFHjx71yq+0Nv706VOMGTMGfD4f2tracHNzw5w5c2BpadmkA61l4fP5iIuLw4ULF/DHH3+AyWSisrISZ8+elVoz0lheLW1TZWUlunbtikGDBiEkJKRF+RNCSFNwOJwGz4KVNz6fDxaLJfWaWCxu8c/pus6dO4fs7Gx4e3u3+l5NdffuXXh5eSEtLe2DfUpI2o42PSh8+fIlPv74YyxduhS//vorAODgwYNYtGgRxo4dK7PwZWvitTEzMzPY29sjNDQUpaWlmDp1KgYPHgwTExOYmJjgk08+kSrICbwrsvn48WNkZGQgIyMDDx48wJ9//okBAwZg9uzZEAqFWL9+favyas61Y8aMwe3bt6WKUhJCiKLUlvtSxfGZBw4cgEgkwtdff92kr8/NzcXr16/rnRRRXFwsOadXGd6+fQsnJyds3LgRbm5uSnlPQhrTpp/FGhsb48cff0RgYCBCQkIQExODlStX4tChQ8jPz5d5xFtL43Vjb9++haamJtLT03Ht2jWMGTMGycnJWLRoESZPngwNDQ2oq6tDT08PXbp0gbq6OnR1deHo6Ih//etfiI2NxWeffYa0tDQkJyfDwsICu3btanVeTb129erVSEhIwN69e+X1URBCSKNOnjyJGzduqOS9Fy5cKHPq9fDhw9i6dWu913NycpCSklLv9W7duiltQCgWi/H999/DxsaGBoSkzWiTG03q8vX1RVxcHFxdXaGlpYWzZ8+2qjyLrPj7Sr88f/4ccXFxkvizZ88wadIkuLi4YPTo0fjqq69w8uRJTJs2TTKd+/z5c/Tq1Uuhecm61sLCAgUFBfjqq68wduxYpX5WhJAPl5eXF9hsNjgcjkKKW7+PrCeUX3/9NUQikdR5ugAkPy9Vafv27SgrK0NYWJhK8yCkrjY9fVyXgYEBqqqqUFRUJPkGrx2AWVtbIyIiosH1do3FLS0tUVpaKrO0iyKvVcS9s7KyMGDAAIwYMQKhoaHy6HZCCGkWRRe17giio6OxevVq3Lp1C7169VJ1OoRItJtBYVVVFXR1dTFo0CDcv39f8vqxY8fg5eUFR0dHBAcH17vufXEbGxukpqaivLxcqdfK+94CgQDdu3cHg8FAampqvWsIIURZaGDYsCdPnmDOnDkICwvDmDFjVJ0OIVLa9JrCujQ0NHDz5k2kpqbC09MTwLv1dN7e3ti3bx/i4+Nlrrd7XzwtLQ1aWlpKv1be97aysgKXy0VCQkJTupMQQhSGz+cjNDQUBQUFqk6lTSkrK4Onpyd++uknGhCSNqnNrymsy9zcHNu3b8e///1vvHnzBpcvX5ZMn9ra2ja63q6h+OnTp2FiYqL0a+V57+DgYGRlZeH8+fPQ1tZW3gdCCCENeP36tdLK1LQHb968gaurKxwcHPDVV1+pOh1CZGo308d1bdy4Eb6+vpg3bx7++OMPyeutqVOoqmtbe+/x48fj+vXrCA4OxqRJk+Tc04QQ0nJisRh8Ph81NTWqTkWluFwuPD09YWVlhX379qk6HUIa1C4HhcC7J2f+/v5Ys2YNNm3aJHldHnUKlX1tS+/t4OCAyMhI7N27V6kHahNCSHOw2WzweDxVp6ESXC4XixYtwqhRo7B//365FNkmRFHU1q9fv17VSbSEnZ0d+Hw+Nm/eDJFIBDs7O8TExGDJkiUIDAxEZGQkSktLMWHCBMk1jcVVdW1L7z179mxERETgl19+oSeEhJA2TSgUAgDKy8vrlYfpyN6+fYuvvvoKw4cPx2+//UYDQtLmtas1hX+3adMmCAQCbNiwAQ8fPpRaY6joeoDyuLal9z527BgyMzOxY8cOTJkyRal9TgghLXHmzBlkZWXhu+++U3UqSlFSUoJvvvkGpqamNCAk7Ua7nT6uq3Yq2dTUFPfu3ZMcmt3R6hSWlZXB1NQU+fn52LFjB+zt7eXfmYQQoiACgQAaGhodvlzNo0ePsGzZMjg7OyMgIEDybxIhbV2HGBQCwKVLl2Bvbw99fX3cu3cPhoaGADpOncJbt25h3LhxAIDw8HD07t37PT1CCCFtk66uLkQikarTUIjIyEisXLkSO3bswOeff67qdAhplg7z68uUKVNQUFCA6upqGBsb48qVKx2mTuGBAwdgYWEBfX193L59mwaEhJB2rby8HEKhEM+fP4dAIFB1OnIhFosREBAAPz8/REVF0YCQtEvtek3h3xkYGKC8vBympqaws7ODuro6wsPD222dwv79+8PMzAxcLhczZ87Eb7/9puwuJYQQhQkICIC7uzssLCxUnUqrFBYWYtWqVSgrK0NycjJ69uyp6pQIaZEOM338d8uXL8fu3buhr6+PyMhIjBo1ql3VKSwvL4e7uzv4fD42btwIDw8PJfUcIYQoV3s9Fk8sFuP48ePYsmULPD09sXHjRqirq6s6LUJarMMOCgGgoKAAo0ePRk5ODpydnXHixAkcOXKkTdcptLKyglgsRmJiIoYNG4bw8HCoqam1sicIIaRtU1NTA4PBaDfTyU+fPsWqVavA4/Fw8OBBDB8+XNUpEdJqHWZNoSyGhobIzs7Gjh07cPbsWWhra8Pb2xuHDh1Cfn6+1Fq+mJgYrFy5UmbsffHWXFs3Pnv2bCQmJuLevXs4evQoLl68SANCQsgHQSgUgs/nw9/fH6GhoapOp0FcLhfbtm3DrFmz4OLigqSkJBoQkg6jQz8prIvH48HKygopKSnQ0dHBsmXLEBISAnd393r1AGunc93d3WWuA6wbb82169atQ3h4OJydnSESiSAUCjF16lQcOnRI1d1FCCEq8fr1a7BYLOjq6qKysrLN7FIuLi7G0aNHcfLkSdjZ2WH79u3o06ePqtMiRK4+mEFhrdevX2PWrFlITEwEm82GUCiEQCDApUuXZNYK5HK54PP5MmsRmpiYoLq6GjExMc2+dvTo0SguLoZQKASTycTEiROxa9cuejJICCH/j8FggMPhgMfj4fnz5zAyMlJ6DtnZ2Th8+DDCwsLg4uKCVatWYeDAgUrPgxBl6NDTx7IYGBjg5s2bqK6uxrRp0yTHL33++ecIDAyUrGdJT09HZWUlzMzMoKenh7/++kvqPunp6RCLxeBwODJjsq598+YN/P39YWNjg1evXoHJZMLNzQ0PHz7Enj17aEBICCF1iMViVFVVIS8vDz4+PmCxWEp538LCQpw8eRJLliyBk5MTDA0N8ejRIwQFBdGAkHRoH9yTQll8fX1x8OBBFBQUAHi3FrGkpASHDx+Gq6tro1PCtSVpGpoujo2NxZw5cwAAFRUV6NSpE3r16gVPT0/Mnz9flc0mhJB2R01NDSwWCwKBAEVFRSgoKMCgQYNadU+hUIinT5/i8uXLuHz5MrKysjBlyhTMnTsXn332GXR0dOSUPSFtGw0K/+bYsWPYsmULMjIyIBAIwGAwoKWlhe7du6OgoADdunVDcXExVqxYAWtrawiFQmRnZ2PdunVgsVgoLCyEgYEBysrKUFVVBQBQV1dHv379sHDhQgwbNkzFLSSEkI7h8ePHuHXrFnx9fcFgMCASiSASiVBWVoa8vDwMHjwYwLsjQgsLC8Hn81FVVYWXL18iKytL8ufly5fo0aMHZs6cCUdHR9jZ2YHNZqu4dYQoHw0KG8Hj8XDhwgVEREQgJSUF2dnZePPmDWq7rPa/tQed1/0vm82Guro6NDQ0VJM8IYR8gBgMBvr27Yuamho4OTlBQ0MDT548wcWLF8HhcKChoYF+/fph0KBBGDRoEExMTDBw4EBoa2urOnVCVI4GhYQQQggh5MPbaEIIIYQQQuqjQSEhhBBCCKFBISGEEEIIoUEhIYQQQggBDQoJIYQQQghoUEgIIYQQQkCDQkIIIYQQAhoUEkIIIYQQ0KCQEEIIIYSABoWEEEIIIQQ0KCSEEEIIIaBBISGEEEIIAQ0KCSGEEEIIaFBICCGEEEIA/B/vtN2aDgMXyAAAAABJRU5ErkJggg==)
A. \(0,34\pi\)
B. \(0,16\pi\)
C. \(0,32\pi\)
D. \(0,4\pi\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG năm 2019 môn Toán Trường THPT Chuyên Quang Trung - Bình Phước lần 3