Ông An xây dựng một sân bóng đá mini hình chữ nhật...
Câu hỏi: Ông An xây dựng một sân bóng đá mini hình chữ nhật có chiều rộng 30m và chiều dài 50m. Để giảm bớt chi phí cho việc trồng cây nhân tạo, ông An chia sân bóng ra làm hai phần (tô đen và không tô đen) như hình bên. Phần tô đen gồm hai miền diện tích bằng nhau và đường cong AIB là một parabol đỉnh I. Phần tô đen được trồng cỏ nhân tạo với giá 130 000 đồng/m2 và phần còn lại được trồng cỏ nhân tạo với giá 90 000 đồng/m2. Hỏi ông An phải trả bao nhiêu tiền để trồng cỏ nhân tạo cho sân bóng?![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYAAAADICAYAAADhuzYKAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nOzdd1hUV/748fcUhmGGJl1BsSCKYkHQKBp77zWaaKJRYyz5bknZzXd389v9ZnezySbZ7KbtmmiiMcZCDKioKGCvaFQUK4IFEQSRDtPv7w8jGxML4AwDM+f1PD6PTLn3M2fu3HPvKZ8jkyRJQhAEQXA6cnsHIAiCINiHsq5vEDcM92ExUlZegcLNC63qx3WqmcqSMnRmGW4e7mhUdS5uQRAEq5LJZDX/r/MZ6cdvFkBfnseR9R/xi78upe/bx/nkqdAfnqnmytENfPRWEjcscvxiRvOb30ylpauoBARBaBxEE9BjkiQzBrkLgS6u9zxeevV73n9vAz1+9y5rVv8fYVc38M7G03aKUhAE4edEBfCY1J4hDJ04gcggb2rujSQTWce2c4Vu9A3zAfdQpk4I5/Bnm7lgKmf/p7+iZ+xg3vsujZNb/0Xv/uN5b/Npiq6f5v1fjqHDzL9RXG2y58cSBMEJiArAFiwmCrIuYPYPRKNyBeQEh4RSXXqSq3ke9Fv8v4wNKqH8+lk2FUWyoLuCM4d3sW7HHjRhT+CZn0m+xWLvTyEIgoMTFYAtSBJVZSWU/+Rhkymfikqg6HtOnIlA27o1C4a3IP1aHhZJTlS/8XTTluDu2w4/hfhqBEGwLYcdBXT16lWuX7+On58fHTp0sO3OJAnpR/+QK/Br2Qa/AiMWiwVJknEz7zoqVSTNAyUub99IRpCSV6P7o6neQNrOm0SPiCQyQMWKtKuED56Al0ph9bI+e/YsxcXFhIaGEhISYtVtC4LQNDj8KKCsrCyee+45Dh48yFNPPcW6detsu0OZDNmP/iFT0rx9VwzbznKzqoogDyU3cnLRduxD+2bF7N5zmqgJHxAdLCd/3QFKek3iuSm9kekvcD5fR9fwFijlMqxd0q+++ipJSUkMGjSIr776SlQCguDkHO4OQK/XM378eM6ePQuASqWybcyShEFXjdFswaivRm80oVIqCO3yJL3cN7LpQA7NO+Tw7++qWPCPMfiWXuHwGR/G/qo7aqmYwwdP0Wnkm3Tzd6Xs0kUqdWqqMrK42bc1QVaeN+Dqemek0q5du5g6dSq7d++ueUwQBOfgsHcAmZmZTJ06lbNnz9KpUyeioqJYtWqVTfdZVXSVLz94l2t+HWHDO/xbvYT502Jw9+/KHz9+j7++9hYLvvJk8h/+zNOdm1N56QLKUU8xtoMrMgpRuvdgweR+uMoAvQJXtTuuYcH4ubhg7aJOSEigf//+7Nu3jyNHjjBw4EDWrFlDmzZtrLsjQRCaBJmj5AK6du0aM2bM4NChQ3To0IHVq1cTHR1t77AandzcXObOncuOHTsAGDBgAOvXrycgIMDOkQmC0NAcogK4desWgwYNIiMjAwCNRiPatx/i1q1b3L59u+bvvn37sn//fjtGJAiCPTS6vAT6yiukrE0l/4e/m4V2ZmDf3nDzCsrWrfG8z3uWLFlSc/IHqKqq4uLFiw0SryO4fv26vUMQBMEOGtEdgI4zW5bz3pdrOH5BwbRFiwjzAcPtSxw5noFRNoDffL6IsPu88+DBg+zevZvf//73NY89/fTTjB8/vuHCb2L+8Ic/kJWVBcDSpUtZsGCBnSMSBKG2ru78mDdX7KfS8PPn/MN7sugXr9DJrxYbkhoBi8UonUp8W4oNUUktOj8lJV8plwzmO8+Z9FVSSeZGafGk96TMh2zDaDRKn3zyieTh4SEBkkajkeLi4hok/qakrKxMWrJkiaRQKCQvLy/pyy+/lEwmk73DEgShDozVZVLG/k+k3iokiJS+ysiXbt06Kb0/qa/kpnSROoz7g3T+VtUjt9MoKgCjLkt6uae/BEhT/3Xovq85v3evVFiLbX322WcSIAGSm5ublJCQYN1gm7iFCxdKgKRSqaSVK1faOxxBEOqpMHObNKE1EoyUDhjuXMRVnF0hdQAJrxHSxqxHnzEbRb4B083j7DxaCATRsa3/fV/T4ckn8ePR8xBeeOEF3n77bQCqq6v55ptvrBxt0yRJEv/7v//L0qVLAfjnP//Jc889Z+eoBEF4fD9kISjN4KO/rCAHT/o/PYEof69HvrNxdAL/N40mj+qQMJlMuLi4PPQ1v/3tb/H19WX9+vV07drVGhE2eR988EFNxfiXv/yFRYsW2TkiQRCs4xi/HjMKb5mMkpyzjHtzKXNHdMNH9eiJRI2iAlD4RxETDicv3uRCViHQ7oGvfdTJ/6758+czf/58K0XoONq2bcvgwYPtHYYgCFbTk39uTSTWRcGlnX9k9JCnWbe0O8vXbWFu3xYPfWejSAWhdGnFU4tnsv236zi0bA3H53Shq4cGhYw7yy2W5XAg+Qb9pvXDw+p7dw6zZs1i8ODBaLVawsLCGn1KD0EQHk6SJO78jP+biLJlr4nEhLxJ5vWTbDl2jedjm//sfQ2SCiIlJYWCggIARo0aRbNmzR78YoULw158n/+4hLNiTRxPDXuehQsn0kINGEo4cqyAp//4Bp6NOA1FYxcQECBm+wqCA7GYq9FVAtxNRFlORkoSp68D/u0ZEBnyyPO1zeYBDBw4kD179gCQnp5e67b4yqtprN955r8PNGvFsAF9CWmmfuj7iouLuXTpEt26dUOlUtU7bkEQhMbu2t7P+OPHX7El7gCFBDN69lACZOWkJ+6kMLAvL/zp9/xyTAxebg9vMrd6BVBdXc1bb73F3//+dwyGO7MUNm/ezNixY625m585f/48zzzzDC4uLgwePBhXV1fkcvsMclIoFHh42KaxSi6Xo9FoUCqt131j+WH1scctL71ej8lkQqvV3vd5uVyOVqtFoVA81n4eRK1Wo1Y//ELBmiRJIj8/HxcXF/z8ajPr5v5kMhkajcZmFy62PB5lMhlyubxRJ4l8GFsdi3DneH/c35TZbKa6uppWrVrd87ihsojC4iosPzt7y3BRe+Dj64WqFru2egXw+uuv884779zzmLu7O99++y0jRoyw5q7ukZmZyeTJk8nKyqJ58+b4+fkRHByMl9ejh0JZm9lsRq/X22TbkiRhMBhqTtqPy2QykZ+fj1KpxNfXt9ad7D+N6cqVK+Tl5VFeXm7T77kxqaqqIjMzE7VaTVhYmE1PJo2VTCZDrVbX+rNLkkR5eTkKhQI3Nze7XaTBnRO0LWNQqVSPlW7dZDKRl5dHRkYGr776KhEREXTt2hWNRmO1GK06Cuitt97ivffe+9njFRUVzJs3j5UrVzJkyBBr7rKGt7c3gwYNwsXFhZCQECorK5HJZPTs2ZPY2NgGzXtvsVgwGo02277RaLRaJ25lZSUffPABzZo1Y8aMGfj6+tZ5GyaTib59+wJ3Tghubm688sorP3udxWKhoqLCapXXT+l0OnQ6nU22fT83b94kISEBHx8fJkyYUO8reEmSqK6uttkxYzKZqKystMm2LRYLVVVVmEymWr3eYDCQnJxMs2bNCAsLw83NzSZx1YbFYqGystImx6MkSeh0OkpKSur1/oqKCrKzsykqKqKkpIQ1a9bw7rvvWv0iwyqjgHQ6HX/6059477330Gg0vPPOO6xZs4b9+/fTpk0bbt68SW5uLqNGjWLTpk02uUKUy+V4enoSHBzMS794n0MHt5CddYLk5GRyc3OZPn064eHhYgGUnygvL8ff3x9/f3+ioqIIDAys0/tzcnKYNm1azd+SJNUsO9nQnc4NPbIpKyuL9PR0goODmThx4mNfmTXFkVl1jbm0tJScnBzCwsJYsmTJYzWdWYOty7wu25ckidzcXLZv386uXbsIDw/Hy8uL3Nxc+vTpU9OP+rgxW30U0PXr1/n73/8OwNtvv83ixYtZv349AC+99BIWi4XXXnsNo9HIr3/9a86dO1ff2B8a191/b71fRmSnoXj7taF9+9OcOnWK9957j0GDBjF48GBatmxp11vPxkT2k+Us69KWe/36debMmUNaWto9jycnJ7NgwQK++uqrBm2Ca+h26Ltt33fbwcUx9WhKpbKmrJRKpVX7spoqSZIoKysjLS2NpKQkLl26RFBQENExQ9AbPLBY4mzWz2KV0g8JCeHAgQMA9OrV62fP/+IXv6C6upp33nmnwW75Ms7qkctDaB4YSERkJ/Kub2fLli2kpaUxbdo0evfujZubW5PtvLI3nU7HlClTSEtLQ61W1zS9/Otf/+I3v/kNmzZtYs6cOaxdu1bcdQnCfUiShNls5sSJEyQkJHD58mUsFokBA4ZxLa8T+474EuB306YxWOWSxc3NjdjYWGJjY+9bo6tUKt544w0qKio4fvy4NXZZKxYL5Oa5sOdQKP0H/4ZOkUMxm818+OGHvPnmmxw6dIjq6uoGi8dRXL58mYEDB5KWlkZ4eDgHDx6seW7gwIEkJSXRsmVLEhISmDx5Mnl5eXaM1nbuTr4RhLqyWCycO3eOTz75hHfeeYfs7Gy6du1Kz95L2JTch5MZXuTk1q5f5XE4zT3rspUlZOX0BpfJRMf05tKlS3zyySesWLHih5rXNh2TjqagoIA5c+Zw5MgRQkNDWblyJZGRkfe8ZuDAgXz55Zd4eXmxdetW5s2bVzMk2JHodDosFgtKpVLc5Qi1VlpayubNm/noo49ITU0lKCiI2H7T0UtjSd59/yHUtmKzVBB3X9dQV0l39/Ow/V3PNQF+uLiO4OlnerF371Z27drFiRMnGDVqFIMHD8bDw8OpmoVkMhmenp64u7sjl8sf+V2VlJSwd+9eALp06cITTzxxz+iVu+U/ePBg4uLiGD58ONu2bcNoNNZriGljZjKZsFgsNW3a4m6gdn7cnu1MZabT6Th27BibNm3iypUraLVaBg0azbHTEaTs9aSk9Ocj2GpzXqurBkkFcfd1de1YrK+6dGSeOWfhzDkvxo58AblyN1Xlx/nqq684evQoI0aMICYm5oGTmRyNm5sbr732GgqFgmbNmj2y7Ly8vJg3bx4AH3300c/K+8d/R0ZG1rxWqVQ6XMVa385zZ+bq6sqYMWPw9fV1mj44k8nEhQsXSElJYffu3ajVarp3j0LrOYhrN3zIzasALPctC1sfY07dBZ+YVIG7ezSTx3ajojSN1NRUrl69yrFjxxg/fjzt2rVz+JEdCoWC5s1/njDqQQIDA1m2bFmtXtu8efNav1ZwDmq1mhkzZtg7jAZTXl7O1q13Whry8vIIDQ3Fx38AhaVtSd5vASrsGp9DVQB3a8gWQS7cyK/dpJqKChnrvlPhru3L9Ke7k3Y4ibS0NE6dOsXw4cMZNmwYvr6+TjnLUxCE+qmsrOTkyZPEx8dz+fJl/Pz86D9gEq3bDuA/y29jNDWOPkeHqQDkcnlNR9yC5/34099qP/JEb5DQG+CzlVqiu0/Hy/d7lBxj/fr1pKenM3bsWHr27GnXWYuCIDR+ZrOZa9eusWPHDlJSUpDJZHTr3gdJ8QTp57zYnHzb3iHew6EqgLtDUGs7Lf1+vj9pQqnswohBHYmIOE5qagqff/45hw4d4tlnn61pLnGGtktBEGrn7pj+xMREdu7cyfXr1wkJCWH8+Als2u7DqQwLUPdUH3qdDrPZbLOLT4epAKzJZJKzJdkV6MPsGZFcupjM0aNHOX36NGPGjGHw4MEEBAQ4RCVgMpnIycnBxcWFwMBAhxupIzQuFosFk8mETCZzmIEB1dXVnDlzhm+//Zbz588TEBBAWPgQWoaO4C/vlwL1b+4xmc1IkmSzTLGiAniExB3N6BY5lcFDLnDk8DbWrVvH+fPnGTduHF26dGny47+rq6v59NNP8fX1Zd68efj7+9s7JMGBlZSUsGHDBlq2bMmAAQOafLNqQUEBiYmJ7N27l5KSEgYOHIi7V08StqpJSy+1d3iP5LDzAKy1z1tFRlL3QFBARzzcvenR7gRnzpzkypUr9O7dm6lTp+Lr69tkr2QkSeL27dsoFArMP1xt1GcbP/6/s4zttsXx5ugqKipITU2le/fuxMbGNuj6DdZUXV3NyZMna1I4NGsWyKxnZxC30QedQUV5uXVm8Yp5ALX0OEnNauNmoZmbhf60ajWViMhwigp2s337di5cuMCUKVOIiopCq9U2uYrAGuX2oHkAzqIpL4jS0Gz9O7U1g8FAZmYmSUlJ7N+/H3d3d/rEDuHy9Sg+Xnb3dGq22ucS8wAamZ17ynBxac24EbPo1Ok4u3btYunSpURFRTFjxgyCg4PtHaLQQPR6PRaLpck3Ywi1o9PpiI+PZ/fu3RQUFNCxY0cM5hiu3+zA6bO2WQDK1kQFUA9GI2zZ4YJKFcOMyV3ZtzeBw4cPc/HiRcaMGUPfvn3x8fFpclc3Qt3cbTITHeeOTa/Xc/HiRdavX8/58+fRarUMHvoUbtqerNtQgtHUNE/+ICqAerszd0DO51+pCQ2ZwpMDLpF+YhdffPEFx48fZ8qUKXTs2FGcHAShCSsqKiIxMZGUlBSqqqqIjY2leXA/1mxwobyiFGjaF3miArCCq9ddcFF1w83Th+jW33PixAlu3LjBoEGDGD9+vNPkFRIER2E2m8nIyCAhIYGTJ0/i6enJlKlPs/9IG9LSXSivsN2Srw1JVABWcinbgEwWSMthzzBwcDfOnN5CXFwcR48eZebMmURERDTK5FdKpZJBgwbh4eEh2rIFm1MqlQQFBdUq8aA9mM1mCgoKSEhIIDU1FRcXF6J6xFJU2pflq10xm6E+E7oaK1EBWJEkwbYdJSgUwUweNxuz/hj79+/nn//8J08++SSTJk1qdOPs3dzcmDlzpr3DEJyEr68vv/rVr1Cr1Y3ugsNoNHLw4EG2bt3KhQsXCAkJQeH6BCZiSD9TZe/wbEJUADZgNkNSioZm3rGMHdeePbu/Zfv27Vy9epVnn32WsLAwsRaq4JRUKhWhoaH2DuMeFouFsrIyNm7cSHJy8p22/r4D8WrWn/hECzq9Y578QVQANlNeYaa8QsaGLS2YMfnXnE7fwoULR3nzzTcZPXo0o0ePxsfHx95hCoJTMxqNHD58mO+++47Lly/Tpk0b2ncYzKak5uj0Ek29k/dRRAVgY6WlJpZ+aaJj+2FMntyOXbu2ExcXR05ODqNHj6Zz587ibkAQ7KCoqIjU1FQSEhLQ6/X07Nmfm7ej2X+kGTq947TzP0y9zjy1mZLsKKkgrOXcRYmi4na0DZ1JQMBujh8/zrlz5xg9ejRjx46160gho9FYk5yrPkQqCOf5zI7AbDZz5swZ1q5dy6VLl/Dz82PQoDFs39WcS5cloPGsX23NY+x+ne71+sXXpvfeHqkg7k7JlySpUY4wKLxlofCWBxPGPEeVPoXykrSag3DixIl07Nixwe8GdDodmzZtQqvV0r9/fzw8POq8DWdNBdGUUxrYS2VlJVevXsXLy4vmzZs36Ip7kiRRXFzMgQMH+Oabb7BYLPToEU0zv5Ec+t6NrCsVje57FKkgakmhUNRk5qysqrRzNA+3cUsxWk0Uo4aGc/1qEkePHiUnJ4cJEyYwbNiwBp08ZjQa2bFjB/7+/sTExNSrAhCE2rp+/TqffvopMTExPPPMMzZLc3w/ly9fZu3ataSnp6PRaJg0aRIXstux9jsd9l6a0V4cpgKw1oIwDaWySs6mbZ4olePp17sNF84f5Msvv+T06dNMnTqVNm3aOPx6xILzMRqNFBYWUl5e3mBNw5WVlezbt49169ZRXV1NREQEIa0n8p8VZnR6nc1jaMwcpgJoigxGCYPRlbOXnmD0qA6cPL6VgwcPcuPGDWbOnEl0dLRYi1gQHsPNmzeJi4tj//79eHt706nzcDy8o1nzbcUPk7qcm7jEbASu3zCzLdWP0qox9O3bj2vXrrF06VISExOpqnKgMcg/LJtnuc+Vn8Vixmw2P/B5QagtSZKwWCxkZGTw0UcfsXPnTvz8/JkydQHHMzqx7jtx8r9LVACNRM51PRey3CkoGUvv2NlYLPDFF1/w/vvvc+PGDSyW+i8r1xjoyvM49s2bdO8Qwuub8+59Ul/IX8cHolQqUSqVvLbppn2CFBxCRUUFcXFxvPXWW2RmZtKz1xAqTTN56x+QXyDO/D8mmoAamWMnqoCW9Ow+mZCQwxw/fpyqqiqmT59OZGRkk50zYNKVcbWwCA/zz0cy3DjwGRn+83jvvQAA+sc0rnQZQtORl5dHfHw8KSkpeHp6MnLURL4/FcGVa41naGdjIu4AGqmTZ4Lwbz6dJ/uP5tKlS3z44YekpKRgMBis3nmm0WhQq9U2HQLn7t+BKc89Q9dA73set5RdZPWyzezev4d892488+JLxLRQAGXseHcBfYc/xbKUM5ze8g/6jZzNigPZlN04yz9enkj0kqXY83pOp9NhNpsbXU6bxs4WQxrNZjNnz57lo48+IjU1lZCQUJ5+ZgEnznQmPUOc/B+kaV5OOgGjEb7brAeiGNrfg2uXd/L555+Tl5fH6NGjCQgIsMqPSKPR8Prrr6NQKOySmqLidimWVpH0Lc1gxcJh7NjxD3as+yWBSk8GLn6dgyfnUHzxEOvUHZneah+H9+3GeK4El6BwDEnp5AP2WoPN/ENDckMOZWzqfH19GTlyJG3btrXaAAedTseRI0dYunQpJpOJnj17IbmM4W8f6AHnHuXzKOIOoNGTcfRke2J6zaRly5YkJiayfPlyCgoKrLJ1hUJBixYtCAwMtEvzkrpFN17+879ZtWoVK959Fen4l6w6VgSA8dZJMjJCMLVoz5KhgZwpKEZWVU7H/lOJdCvHI6At3o/YvtC4NG/enDlz5tC/f3+rHG86nY6tW7fyxRdfIJfLeeqpp9B6j2d7StNdpashiVQQTUBJKcRv9eCF2QtJTf6KkydP8uabbzJv3jy6dOli936BWqeCuM/3c3fSm7JZGKN/9WfUphMk5FQiPeHHld1bOOev5eWesSjK1nJqby49x0QT42/hoxMFdB8xG40kYa9v2lGPt6ZAkiRu377NypUrOXLkCN7e3nSNeoZVcR5UVlU7zPdh7WPsp60GDpUKwpGn5ldXS3z4n0oC/MYR2fUUZ07v5NNPP2Xy5MkMHz7crpVArVNBPOr7Uarx1ITRMcwDmayEEwfO0mPCv4gKdiEraT9lsVOYMyEGQ/lJLt6y0KdjkF2/Z0c+3hozi8VCZmYm33zzDRkZGURGRhLadiTffKvizhzQxpkKpj5sfYw5VBPQ3ZmzZgce5FtwS8W5Sz0YM/YpysrK+Prrr9m6dStGY1PMXmjm2tFkNqZ+j84MFZf2cNJnAjO6+kDZJb4/68uwoV1xo4S07y/SfehYIgLUlN0+h9HFi+oTF7hl748gNLjMzEw+/vhj0tPT6dOnD92jn2bTNjVNIAFAo+MwFYBCoagZjVFeVm7naGwr76acrSlhzHruVwQEBPDVV1/xySefcPNm3cfPm81mcnJyyMvLs2klUp6bwdt/+AMX1AEc+9er/DP+BNWYKbt1kW/f+g3jRg5j3r+P0HvwAHzkMspy8jEOmcaojmqgGIs8glljY1EDUpUZ/e0KjG1a4muziAVbsFgsGAyGeqVr0el07Nixg7feeotbt24R02sUuw8/yUdLKykpbdrzZOzFYUYBOdtteH6BicTt3nh5jCM0NIndu3dTXV3NokWL8PaufddoVVUVH330Eb6+vsydO9dmS1Z6BEfy+qcpvP6TxyNHLWHVqCU/e71n53F8/H93/2rD/I8/rXmuVex81u6ab5M4Bdu6cuUKu3btIiIigtjY2Fq/z2KxkJSUxIYNGzCbzfSJncTBY62pqBSpUh6Hw1QAzujipWrAmw7tRtGpkxtpaWkolUpmzZpFUFDt28dv376NQqFo8rONhcYvPz+fpKQkgFpVAJIkYTKZ2Lp1K+vWrcPFxYWJk57l281BFBSK4/VxiQrAAVzI8qJzx9F06aph//79lJaWMm/ePNq0aWPv0AThsVRWVhIfH8/mzZsJDAzkyf7T2LDZi4JC0eBvDQ7TB+Dszpx34VbpAKKjozl9+jTLly/nxo0b9g5LEOrNbDazadMmtmzZQrNmzRg56jmSdvlwU5z8rUbMA3AgZy+4oOw0jJiebpw8cZj//Oc/PP/887Ru3fqB77FGuYklIZ3nMz+u2paZTqcjMTGRTZs24evry+Qps/lkmYqi2841s1fMA6glR58HUFunzqroGTWcHtFKjqbtYfny5SxevJgWLVrc9/XWKDexJKTzfObHVZsyMxgMbN26lfj4eAICAhg0ZCYr1mi4Xax3unIW8wCEOjt6wkTB7X707t2bjIwMVq1aRXFxsb3DEoRaSU1N5bvvvkOpVDJy1DNs3KYl57pI7WALohPYQaWfkWOOGEz3KDlpaUdQKpXMnTsXb2/ve64klEol/fr1w8PDQ2S1FGzO1dUVf39/3N3df/acyWRi//79rF69Gnd3d0aPeZbPv3KluESc/G1FVAAOLOOcgsiOA2jbtpSDBw8SFBTE008/fU8F4Obmxpw5c+wXpOBUOnTowCuvvIKXl9c9j0uSxPnz59mwYQMWi4VevSeyIdGT4pKmOMO96ahzBVDbjgjRCdw4nD6noHXL/gQGFrN582bCwsLo1auXVfchOoGd5zM/Lq1WS9u2bYF7j5vS0lKWL19OTk4Ow4ZPJXlPc/LyRR5/Wxxj97QAPM6ba/M60QlsfzpDc6aMf47EzV+wfPlyPD096dChQ03upMflrJ3AdyfOKZVKp/nMtlBRUcHy5cu5du0aXboOY2tqOJVVZlGmiE5gwQpuFhhJ2KalR/RIbt26xcaNGyktLbV3WE3e3RXBNBqNvUNpsvR6PSkpKRw9epQOHTpQbepBZZVI79BQRAXgJLIvG9ixJ5Tu3Xtw7Ngxdu/ejcViqZlqbzKZRDNGHd0tL2vdSTmj7OxsNm/ejEKhpF34JM5nqu0dklMRR64TuV0M7TuMwd/fn/Xr13P27Fn0ej2bNm0iJSWFiooKe4coOLji4mIuXrzIrVu3MBgMrFu3jpKSEsaMncyqdVwOkjoAACAASURBVHIqKkR+n4YkKgAnszrOjNo9GrPZzJYtWyguLmbr1q3s2bOHqqoqe4cnOLhTp07x8ccfc+TIEb7//nvS09Pp3r07OXlh9g7NKTnMKKAf71eMyniw8grw8o5BbrlEeno6x44dq2kKEqkg6kaMAqq7qqoq8vPzyczMJC8vDy8vL0rKozh5xCjK8D7EKKBaksvlqFQqZDIZ1dXVyGQeNt9nU7V7v5kXnhvDujXvcvjwYaqqqkQqiHoQo87q7m45nT59mrKyMtq2i6LSGIrZbBBleB9iFFAtKRQKVCoVcCeXiPBwB9I8iYiI4MyZMzYbEXTt2jXGjBnD4cOHbbJ9oWkyGo3k5uZiMBjoHjWUjLPi9/ogBr0es9mMWm2bznGHqQCEurmUZaJzlyHIZDJu3LhR69vLqqoqXn31VVQqFfv373/g686fP88TTzzB1q1bKSgosFbYggOoqKjg1q1b9OrVi2WrxFX/wxh/GJ3n6upqk+2LCsBJGYywe78rrVq1orKystbrAefm5vL+++9jNBqZPn06ycnJP3vNyZMneeqpp8jPz6d379507NjR2uELTVhxcTEKhYJqQ2fMZnEKqg1bNY+J0ndivr4BtGrVBkmSqKysrNV7WrZsye9//3s8PT25ceMGc+bMYd++fTXPFxUVMWXKFE6fPk1ERARr1qwhPDzcVh9BaGLMZjNlZWUEBQVx/pJIPmhvogJwYkePV5FfGErXrl1p06YNnp6ej3yPWq3mL3/5C6WlpYwaNYobN24wZMiQmud37dpFdnY2ADt27HjoYjSC8zGbzXh7e9OtWzcCAwPtHY7TExWAkwtrH4a3tzdVVVXodHVbbenLL79k/Pjx9zz25z//GYDnnnsOb29vq8XZGBkMBiwWi83aZx2R0WikdevWVBtacrNAtP/bW8NUAJKFonOp/PbFKQweOJT5v1nNVZ2RO92ORgovb2VJ/2EMGzifFYcyEdm/G07idhM6vRu3b9+mpKSkTu8NDAxkxYoVTJgwoeYxuVzO/Pnz+eijj+6b892RiAqgbiRJoqCgABcXF4wmP24VibV97a1BKgCj7hZHzxcx649f8+2K31C640s27M/CApReTeYPL/6b0auSSf7mOXb935vEXShqiLAEoLzcgkbjQVlZGeXl5XV+f7NmzYiLi6v528/Pj88//7xWzUmOQoxfrx29Xk9paSkuLi74+PjYOxyBBqoAZC5auvcZTpcWbri6hdK5nx+hvs2QU8GJ+I1caj2awaFAiyeY0aeCdcv2UUQx6//0PFNf+COpFwrISHiHqQvf4khOMdV5Z/jnH+az6PN9j9y38Gi+vr7o9fp6z59QKBTExcURFxfHsmXLrByd4Cj0ej3V1dUoFAqx+lwj0SArgimVWoL8q8nNPMOKd+aRG/U3XosMQFaZy/nMbFp0mMmdw8GVzpHh5K06Tn7JePo/9QyH//UFtw6vZ3NpCCH560nc24ML1emYTWWkpR6m8IUn8W+ID+Gg/P2UGI3VVFdXYzab67UNuVzO1KlTrRyZ4Gj0ej16/Z2F3e80m4kmIHtruE5gUwUX0/ZSUOXB0WUrSL5QgMWgI7+0mOofpdOVy82UV16jolKOrjiLmxflnFF15/fD/Mg3SijyzxLUbwbt5Sa8/ZsjriMez8QxnmRd+p6cnJxazwUQhPpwdXVFr9eTnZ1NZmamvcMRaMhkcCo/Bj6zkN6DnuCPCxfzzbaTjF7YiQAPbzQ/SnR0q/AW7ppgtBqJK0d2kukRyiuDoim5+B+yj2bRZtb/Y5h/Oa+fN9D3+V5oJQnpR/sUybnqxmKxcPv2bSRJQqFQiHKrA3G83ctihh+XgkwO8h91j6hUKgwGA9euXcPd+yqS1LqhQ2xyHC4ZnFtQGIP7R7HZYAGNNx3bt+W7C+fQy55EjZ6CgnKat4smqFk5O77Pos+k1+kU5MbupTsxDnuGeSO6cDt3BxdLPJkf6XvfRGQiOVftWSwWjEYjarUaV1dXUW51II63/6q8XUnc0hySTlSTXykR2NKNEbNaM7fff+/R3dzc8PT0xGKx1CQgFB7OIZLBVV4/wIf/WM7ZfB2VRVc4ccVIrz4dUco9iBo2GI+LCezOgYpLO1m9V8GUeU/iV5ZORmYrnoyNQE0px88XM2TYcEJ8FORdy0Ae2grLqSzqPm5F+LFbRbfQ6/V4eHig1WrtHY7QRGl9tMx5qSX92rogc3EhdlwIM/v9vIHWzc0Ni8VCWFsZLUPE8Fl7a5BOYLO8hD0fv8M3Cd8QHBzN/N//kf7hwchl0CxiPB+8WcKvnh7G3y2BTPvL/+Ppzv7cPhRHaa8xxLZzA7IoKw1gYO+uqC0WKm7fJv/oaa7PnCf6AB5TVlYW1dXVeHt7O/y4fcH+mjVrBoC3ZwVKg5kcO8fj7BqkAvBsMYYN2WMeEIGG1k8uJGH/wnseVvdZzIY+d/+K5O2t39U81/vZdznwrG1idSY+zWSUFl9Cr9fj5eWFUtkgh4PgxHx9fVEqlWRlZSFTFwBiPoA9iVQQTszHu4qggHIUCgUeHmIBHcH2lEolHh4e5OXlMbAfiG4A+3KoJSHFqIzaU6vljB9VzRfLs4iKiqJXr16o1WpRbrVkMplqcidpNBpRbgA/+f1JPxqhd5ebmxthYWHk5eVx6+YhAgMmkJcvhh8/iMONArIlMSqj9kwmI4cP7UKpVPK73/2OHj162DukJkWSJCwWCzKZDBcXF3G8AdT89n70W/zJS2JjYwkODmb16tWcOHGCWc+N56PPRNk9iEOMAhIan2EDjZw7d44OHTrQtm1be4cjOAlfX1+6detG//79kclknD+7i/59nSdvVGMjKgAnNHmchsrS7bi5uTFixAinStwm2Ebl7Uq++DiXLMmFbh1UXNmXx9d7q+/7WoVCQc+ePWnfvj0XLpzAYjqPWi3uAuxBDPtwMv6+cirLT5KZmUl0dDTdu3dHLhfXAcLj0fpomfu/tV/5rUWLFowbN473338fF9lxpk9qz8o1tVuVTrAeh/rly+VyZDIZJpNIMvUgLz6vJDfnADKZjEmTJuHh4YHZbMZsNouOTKFB9erVi5iYGE6dOoVSlo5KJe4CGppDVQBqtRqlUklFRYW9Q2mUwtoqSEn+htzcXMaNG0dYWBgGg4HExER27dpV63WBBaG+CgsLyc7Opry8HJVKxYwZM/Dz82PLlnhenGMhKNDF3iE6FYeqAIQH6xbpRs9uFzh//hwRERE16/gaDAY2b95MamqqqAAEm9u1axeffPIJ58+fB6Bly5aMHj0agJPHNxLcXFy8NSRRATgBudyCUX+Ow4eSaN68OU8//TT+/mIVBaHhlZaWkp+fT3X1nQ5ilUrF0KFDiYmJISMjg2buR2gVYrFzlM5DVABOoFunEiRjCuXl5cyYMYPOnTuLjl+h0dBqtTz77LOEhoZy7OgeBve7QpfOGnuH5RTEWcDBPdkHZJZk8vPzGT58OLGxseLkLzQ6/v7+zJw5k4CAAHambmZQ35t06igqAVsTqSAclFIpY+hAOfqKRK5eyWLkyJHMmDEDpVJ5T9n8bOq+k5dbbd2dCQx3Rp+JcqudBx1rMpmM6OhodDody5YtY+uWr3lm5mzeu6alstJ5m4REKog6EKkg/mv4YDVKKYm09OP07NmTqVOn3nfC10/LzNnLrbbu5gKSyWRotVpRbrX0sGNNJpMRGxtLcXExX3/9NXHrvyGk+QQuZjlvf5Wtf5viDsDByOUyxo70woVkdu8+QGhoKDNnzsTHx+eBZSKXy2uahZy13OrKYrHU3AHIZDJRbvVwvzKTy+UMHTqU/Px8kpKSCAxMIqL9GM5lNsMZi1jcAdSBs1/JymQwfrQapbSN3bt3ExERwYIFC2jVqtUDy0Oj0fDGG2+gVCrx8fFxynKrD3HnVD/h4eFYLBYCAwMfekzOmjULjUZDfHw8gYHxRISN5Nyl4AaO1v4a3R2A0HiNGu6OzLSNPfv307p1a2bPnk3Lli0feuAoFApatmzZgFEKzmzAgAEMGDDgka/TaDRMmjSJqqoqtm3bRlDQNtq3mUDmZedtDrIFMRzEASgUMGqYGoV5B/v27aNt27YsXryY9u3bixE/QpOl1WqZPn06Y8aM4datW0jGzSyZV0VEB7W9Q3MY4uzgAAb2NWHWbWT//p1ERUWxaNEi2rZtK5olhCbPy8uLWbNmMW3aNEqKb7IlcTmjhlync4RYDdwaRAXQxD3Zx0JFSQJpaWl07tyZ+fPn07p1a3HyFxyGWq1mwoQJTJ48mcrKSr6NW02f6Mt06uhq79CaPDEKqIkKbq7EU3uZopu7KCzIY9CgQcyYMYOAgACgbt9TUVERCoUCT09PFAqFLcN2GGL+RP1YLBYkSarJ3FtbKpWKKVOmEBAQwPr169m86Sv69x9OVVVXLl913IsdMQqoDpxlVEaPblpiY7JITNxIRUUFEyZMYNKkSbi7u9d5W5WVlfzjH//Ax8eH559/Hj8/PxtE7HjEKKD6OXToEHl5eTVLQ9aFq6srQ4cOxd/fn6VLl5KcvJnefaqQLDFcva6yUcT2JZaEFO7RqaOKyA5nSEhYg8lkYubMmUyePLleJ3+4c4VRWFjI7du3MZvNVo5WEO515MgRNm3axM2bN+u9jS5duvDiiy/Srl07jqbtxs8rhV+86CbWE6gHUQE0ISEtqmgZsJXEzavx9fXllVdeYcKECWg0ImeK4Dzkcjldu3bljTfeoG/fvly9ks6Wze/z4uxqfH1EJVAXogJoAloEKen3RBmBzZJJSztM165dWbRoUc1yjqL5QXA2MpkMb29v5s6dy/jx49HpdCRuXkb3TmfwcDfaO7wmQ3QCN3JqV4mh/a9y5PAWbt++zeDBg5k2bVqdO3sfRHRm1o8ot/qxdpl5eXkxbdo0goODWbFiBRmnEunQOpqomKf48usijMam/b2ITuA6cKROOXetnNCWBlr4n2bzpi14e3szY8YMxo8fj4uL9ZbNE52Z9SPKrX5sUWZubm4MGTKE4OBgVq5cyfnzh1C7ljFqyDB27Nai1zfd70Z0AjupcSMMBPns4MTxJFq0aMH8+fMZO3asVU/+guBIwsPDWbJkCYMHD+bUqVNkXVxHr+6XGTnMx96hNVoiF1AjolCAl6dEp/Y5HDmUSEVFOZGRkSxcuBB/f3+bjNFXKBT06NEDT09PXF3FxBrBttzc3PD09ESptP6pRy6XExISwrx58/D392fLli2UlMTzxBO3eCI6mrTjciSp6d4N2IJDVQB3b5HMlqY5nLF3jJlWzU+wc+dOVCoVU6dOZeTIkffN428tGo2GxYsX22z7gvBjEydOZNiwYTRv3txm+9BoNEybNo127doRFxfHzp1JdO6cQ+cO/bDQmrPnq22276bGoSoAV1dXXFxcqKqstHcoddKpoxudO9wiO3MbSenn8fX1Zfbs2fTq1UtclTdSZrMZg8EAIL6jOmjRokWD7EehUBATE4O/vz/r16/n8OHDBATcpnuPoZSXtyEnt0HCaPQcahTQ3SGRJpOpSYzKCPBX4a6tIjryDDt3bsdoNBIbG8tTTz1Vk8a5KXwOZ2SxWDAa7ww3VKvV4ntqpEJDQ3nppZfo3LkzCQkJ7Ej6hvbtOzF98gyWrzJwu7hxLzdZXVWFzGxEq9WKUUC12WdTGZXh7ydn8thqrmTvYvPmI/j4+DBlyhSGDx9e71m9QsNrKsebM9NoNIwZM4aQkBASEhJIT0+nvPxTenUfhFrbjY1byu0d4gNZLBYUgFKpFAvCOAK5DJBZ6NvzErtSUyksLKRdu3bMmDGD7t27N/gon7t3aD+usAXBEXXp0oXg4GCSkpJISEigpCSeHj1ymD55DOvjy52yg1hUAA3IVSUxapgBfeU+dqYcqLnqnzJlCm5u9slvbjAYSElJQaPR0LNnT3H3IdiMxWKhsLAQvV5PQEAAanXDLuwil8vx8/Nj1qxZREZGsnbtWg4e3E9gYCZRkYOp0rfn/MWmOYCkvkQF0EAGPulOWfFRLp0/zPXr1+nYsSOTJk2iR48edu1ENBgMxMfH4+/vT6dOnUQFINiMwWAgISGBa9eu8cILL9C6dWu7xdKtWzf8/f3ZunUrO3bsQFWWQHRMLC7KGE6fdZ7TovN8Ujvx9JDTKrgcpbSLGznHkMlkDBs2jOnTp+Pj4yOWbBSchiRJ3Lp1ixs3btSMoLIXmUxGcHAwM2fOJCwsjPj4eA4e2IW//yUWzB5HfKInhUWO3yQkKgAbahUiMXroDXbt3MTRtHy6dOnC+PHj6dGjh00mwgiCUDcajYZBgwbRuXNn4uPj2b17N/Eb/k2P6MFcv9mFvJvaRj9S6HGIs5ANuLjAlHEWLp5PJiH+FDKZjNGjRzNu3DiaN28uOloFoZEJCAjg2WefpU2bNiQmJnI0LZl27bLp26sfiTuCHbaDWFQAVuTqKsPT3UBMt2scObiNyspK2rRpw6xZs2jfvj2urq7i5C8IjZRGo2HIkCFERUWxfv16Dh48yJUrXzOoTx9c1H1J3SPHZHasJltRAVhRz+4FuKtPcvTIMby9vZk0aRKjR4/Gy8vL3qEJglALCoUCf39/5s+fT5cuXUhOTub493sJDs6idUgvPLx7cCLdvv0X1iQqACvo0c0Fresprl/dSVHRLcLDw5k9ezbt27dv8KFugiA8PldXV/r160fHjh1JSEggJSUFhSKJFgE3WTJ/JGs2SNwuNtk7zMfmUKkgGnqBjhZBchbMNrF58zecOneJFi1a8MILLzBkyJCacf2NPUWAm5sbb7zxBgqFAh8fn0Yfb2MhFoSpO4VCQadOnfD19cXDw6PRl5lMJsPf35+5c+fSt29f4uLiyMhI48KF7xnSfyxp6e0pKVVTUmq7ikAsCFMHDZUKQuMmZ8gAqK74nhUr9lFVVUXv3r0ZP348HTp0aFIjfJRKJaGhofYOo8kRC8LUnUqlYtKkSfYOo86USiWdO3cmKCiI5ORkUlNTSU2NJyoqCk2nXmxL9cVkss33L5PJkGG7Y0zcAdSBUilDqbQwamgJ2ZmJXL9+HT8/P+bMmVOTU/9uHIJjE3cAzsfHx4fJkycTHR3NmjVrOHnyJFptJrHRfXHV9ObgETMVldYdMiruAOrAlldk3bpo8dTewL9ZBnt27sXd3Z0BAwYwffp0/P39rbovofETdwDOSaVS0b59e37729+SkpLC7t27OZ2eRGjoOX69aCxr4325lG29SqDR3QE4oy6d5ER3OcfBA9s5dTyP8PBwpk6dSpcuXeyWw0ewL4vFgtl8J2+MLVZqExo3V1dXRo0aRffu3dmyZQspKSl89tlndI6MpXtkX/YcUFFY1Pg7iUUF8BDuWgsLn7eQvCOezZuy8PDwqFmly9fX1yHSOFgsFkpLS5HL5bi7u4uTWS2ZTCZ0Oh1wZ/y48GiSJGGx3Lk6vrt2R1Mml8sJDg7mueeeIzo6mg0bNnAm4yBabTq9ug9g75FwjCZXfjhMGiVRAdyHxg3C2lTgpT3D16v2IpPJ6NGjB5MmTaJ9+/YOdZKsqqri3XffxcfHhzlz5uDn52fvkJoUmUzmEBcCDUGn03H48GEqKysZMGAAHh4e9g7JKtRqNdHR0URERJCQkMC+ffs4eGAj3SMjsci6gzyCA0ca5zKUogL4ifGjm6GrPE5e7h4ysq8TEBDApEmT6N27N97e3vYOz+okSaKgoABJkmqaNATBFnQ6HTt37iQ/P5/o6GiHqQDuursWcXR0NJs3b2bv3r14eGTTrXsvYro/wbGTDbvWR2041Cigu1diRqOxzvsMaSGnmVc+xQWbOHfuDJ6enkycOJGJEyfi4eHhsMszitEs9SPKrO6c4VhTKpWEh4fzP//zP8TGxrJx40bSjuxDoznB3KdHkbKvFVXVGgpvGWu1PTEKqA5UKhVKpZKqqupa7zMoUEmHsCo83U5z8uQ+blytpFevXowaNYpOnTo1+ApdDU2MZqkfUWZ150zHmqurK7GxsbRr144dO3awZ88eNmz4hqioKHz9e5K8x5+y8kc3JYtRQHVwt2PJYn70MCy5HGQyM/17X+P82V1k5OYSGBjIrFmz6NWrF97e3g59gApCQzOZTJhMJmQyWZOaLPk4AgMDmT59Ot26dSMxMZFjx46h0VyihV97hg6YyMZtRsxm+51nrPItpKam4u/vT9euXR/52uTkZHQ6HT179iQoKMgau6+zLp1cCPK7ga7qANu3napp5584caJYEUsQbMRoNGIymVAoFE6VI0ulUtG1a1e6du3K/v37SUxMJCsrg7RDmcyZPoL0s20pKfPmUnbDDxd67ApgzZo1vPjii4SGhvL111/TrVu3B7529erVvPjii1RWVrJx40bGjx//uLuvk84RGsLaVCIz7+H48aOUlZUxcOBAhgwZQkREhMM39wiCYF+xsbGEh4dz+PBhvvvuO7799ls6dOjAkP4jsFh8yb7SsAMxHrsT+Pjx42g0GjIyMhg7diz79u0jNDT0nk5gs9nM119/zS9/+UsqKyvRarWo1WqrdwI9qMNEq5Hjrqmmc/uznEo/QFFRES1btmTu3LnExMSg1Wrv+9mcgVwup0uXLnh5eaFSqZyyDOrj7jHmqIMDbEEmk+Hm5lYzF8AZy+1ugrnRo0cTGRnJli1bOHToELm5XxDSshMj5o3li1UGdPo7zUKNvhP43Xff5ZVXXmHSpEkcPnyYwYMHExcXd08n8OrVq5kzZw4A06ZNY/z48QwfPvwxPsKDY/vxP6VSRkyUHP9mV8jN2cuO7dm0aNGC6dOnM3ToUIcc1llXWq2WX/7yl/YOo8kxmUxUV1fj6ekp+opqycfHh+effx6z2Yybm5tTl5tSqaRt27YsXryYPn36sGnTJs6fTyf3+jm6dOxPWWUYmdmeTaMTOCgoiJUrVzJz5kyOHTvG7NmzKSwsBODrr78mOzsbgAULFvDBBx80yMzJQU964+dzg9Lb+zh65BQAY8eOpV+/fg43mUuwH2c+idWVq6srbdq0sXcYjYpCoSA6OprQ0FCOHj3Kt99+S3ZmEsHBwcR07U0zb1dOfG+7/VutKz48PJyUlBT69+/PqVOnah4/ceIESqWSX//61/z1r3+1ee4cSZIICqjES7udg/sOYDabiYiIYMaMGbRp0wYXFxeH+NGazeaaW2lra8qTwiwWi83K5ccqKiowGAwYjUbKy8utss2Git0WzGazzZp0nOV47NSpE4sWLSIhIYHTp09jNmdjMBiwWCyMGDHCJvFZdSyWl5cXmzZtYubMmRw4cKDm8QULFvCPf/zDmru6r+LiYrKzszl69Cje3t54eHjQtWtXOnXqxOXLl7ly5co9r5ckCb1e3yR/dNXV1Tb7URiNRvR6fZNso70bu62Vlpb+8CM18+9//9sq29Tr9RiNtZsg1NjY8ng0mUxN9ng0GAwYDHVbQtJisaDX68nNzaWwsBCj0Yirq6tN4rP6YNzQ0FBWrlzJpEmTOH36NC+88AJvv/22tXdzX9nZ2Zw+fRqFQoFGo0Emk933xH+XJEmYTKYmeWAJ9qXT6cjPz0eSJPbv32/vcOxOo9HYbBSdi4sLWq22Sd65e3l5oVar6xW70WjkypUrpKen2yCyO2RSHc9+dU0F0ZBf2qZNm1i7di29evWiVatWtXqPh4dHk+wP0Gq1Nv3B3a1Amxq1Wl3vH1xd6XQ6JEmyWrOmm5ubza70mrqmeCxaw90MqtY8R/24LOtcAdhSRdY+/r1mB0UVP78NbjNqES8OePjShcXFxahUqpphnYIgCI4pj40ffoffuDn0bVP/853iT3/605/q8gZb1hdyFzWuLiWs/b9XWbntAO2n/D+eHx3CxdVf8s5/lnOyQE6PHlF4q+9/NaBWq8VkLkEQHJ7xzHdMXvx3ylvEMig6hLqc9RokGVx9uHgE0qlTB3x+mCUeFNaN6OhAord3oKRjLz555/9hbN6Rb3852GYxCIIgNGrGfOKWfU1O3jX2Jm0ha1IUXQPrl1qjiaxkEcakF4fgTRHbPtvIVXuHIwiCYCe3L31PlnsAnVUKzu7dzYEL16nvOMYmUgFAs4DmaAHz1e85W2DvaARBEBqeZKnizNHLNO+6iN/+ui/K4jS+23EKg7l+TfNNpgL4Lw1ioIQgCM5IX3qTs9fz6dQnhl5jJ9PNw0jKsi85VV6/e4Amk5S7qqiQIkDZM5YeXvaORhAEoeGVntrIJyu+I+BgBip9Ablm4OZuEo/eotewwIe+12Kx/CynUBO4AzBRdGUPn/x7Awr/aP7f6zMRKdwEQXA2xtIbbN11iN9vSCNh7desj09g9bu/oJ1bNfEr1nCu+OELz99vAE+jugOovHKYpV+t4vTtO3/vX/M+/3dcwfnta8iKXMT7T0/mqf7t7RukIAhCA8u/cIGv3/4lHx6HJe1SKAmdiGd1JudO3cCkdSFj0994yVvJx3+cQ0TA/Re1ul8F0KgmghlLckm/cIVqw8/bs5p37EmYv/OsIiQIgnBXRVERF86epQpw8w6kQ3g4KlM+549nUnb3Ra4+RHRuj59WVevtNqoKQBAEQWg4TaAPQBAEQbCFx14SUhAEQWg6Gm0qCEEQBGdWUlJCfHw8Q4YMqXVG48fh0E1Av/vd7/jwww/tHYYgCEKt/M///A9z587l2WefbZCFjRyyAigvL2fJkiW8++67vPbaa6xatcreIQmCIDzSyy+/THBwMHv37iU4OJiXX36ZiooKm+2vUc0DsIb169eTnJzMsmXLUKvVvPTSS4SHh9s7LEEQhEeKiopi7dq1zJkzh6ysLD744AN0Oh1Dhw5l8uTJVt+fQw0DXbduHYsXL+b27TszyZYuXcqCBQvsHJUgCELdnDhxgl27dvHKK68A4O/vz2effcbmzZvp2LEjr732mlX2Y7MlIRtSRkYG/fr1o6ys7NEvFgRBaOJW2IJGaQAABLtJREFUrVrFzJkz6/VehxsFlJ2djdH482UkBUEQHE2PHj2IioqyyrnYYZqAvv32W2bPnk1VVRUA8+bNY8aMGfj4+Ng5MkEQhPqpqqpi4cKFnDlzBo1Gw+rVq+nevTutW7e2yvYdpgIA2LhxI2vWrGHdunUAaLVaduzYQWxsrJ0jEwRBqJvCwkIWLVrEhg0baNGiBcuWLWPUqFFW3YdDVQB3vfzyy3zwwQcAtGnThkGDBvHOO+/g5+dn58gEQRBqZ/LkycTHx+Pi4sKWLVsYNmyY1ffhEJ3AP6XT6SgoKGDhwoUkJSUBd/oJrHXbJAiCYCslJSUsXLiQuLg4fHx8WLVqFSNHjrTa9h2uE/in3NzcCA0NJS4ujtdffx0AT0/PJhG7IAjObdWqVaxfv56goCCbNPv8mEM2AQmCIDRVWVlZnD59Gl9fX5588kmb7ktUAIIgCE7K4VJBCMLDFJ7ZzurEQ5RUg0+XocwbF4tWJQdusP6vyzlrDGTE3Kn0aSWGDwuOzyGTwQnC/UhVuWz58hP+9pe/8/e//53v9l9Eb5ZhMV9n/W9/w1nfvgyNMPPP1z4lw/TzZUkFwdGIOwDBOUgSV77fzrYcFX9bn8YzoyK5s8K0iTMJK/nwQhBr3+xPiGtPSk9P45U/pxL/f/3JP7qP00UqOveIwq/6EnvOV9G9ZxTBbgbOnkwjxyWMMTFt7fzhBKF+RAUgOAVJMnNix2oS1+9k04EcLvxmMS8+O5u2HhVknz2Lf7ux+CsUgAc9+0RT8OFhrvz/9u4npOkwjuP4+6duqbOpaP5PLSPJqUtzkP+CyKGEYBKJlKeIxJunqINFSBIUdPAWCBF0CCK8FIHusIOJ/6382xRTU2Km8+90bu3XwUOBlxJk6L6v63P6wPPwHD4838dZxObMCC0v3lF9s5Zx2xhf2jrorWuiUmvlVet7WpcKKXrbQLivAwqxB/IlpPATARirH9N3w0HL7Xu8bHqGGpHOw8oUZuZmcUWFAjv7W6fTsbzaj/1nMEZTGgnNbqxfPdSaS3B1deIdf0OboZySzGEs7W62VBW9j9MJ8a8O/TsAIXZRFNIMJgCeWIopfV5PY6eVtbIatBotQYqCoigoCmw61wkIDCEoSGGpv5dhj4GGq8XEeT4yMDlHamEdjeZEWu4skn2xilg5E+KAkhJY+B9NCGfyismIA44Ek5SYhOpw4FV3it9lh4MIfRYx0WDrt6LNzSIjIZ7V0S4mt2O5UGDEvbzI0JQHQ+7+/9sqxH6RC0D4BVXdxj77HacHVK8H52Y0l82X0OsjycwvYMtmYWTlF56NKT5YJsi5XkaaMoy1fZvSKxUkhLoZ7RnHWHGLUlMC9vlPfNNGcjZMgwwiFweVlMDCL3g9Nh5V1UFZOYkhKpEp6ZhL8whW4Pi5curNAzTff0qKMsd0+DUaa7Jxjb5mNOw8D0yxBDBJb5+d/LtFRAcqfJm3sTFtp6t7gnxTKhpfBxRiDw7lMDghdlFXGLD0sAgogRpOZOdzMkr7Z921QHfHZ1a9Rzmdl0VyRAhuxwyD82A0JKNlHVvPGOEZecToYO3HOINDC8Qbczh1TOezWEL8r797XBkFIYQQfko6ACGE8FO/AdMiWpryOEunAAAAAElFTkSuQmCC)
A. 151 triệu đồng
B. 165 triệu đồng
C. 195 triệu đồng
D. 143 triệu đồng
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG năm 2019 môn Toán Trường THPT Chuyên Nguyễn Quang Diệu