Cho từ từ đến dư dd NaOH 0,1M vào 300 ml dd hỗn hợ...
Câu hỏi: Cho từ từ đến dư dd NaOH 0,1M vào 300 ml dd hỗn hợp gồm H2SO4 a mol/lít và Al2(SO4)3 b mol/lít. Đồ thị nào dưới đây mô tả sự phụ thuộc của số mol kết tủa Al(OH)3 vào số mol NaOH đã dùng![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqEAAACzCAYAAAC5I8XnAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nOzdeXxU9b3/8ddsyWSfhCyQZbLvIYAgKFpFUQRpFauAkbp11aveqnWptr29XrX9aW3trVZtxRUBcUOoe7VXEQVEBYGQPZns+zJZZp85vz8wUzVnokJIQvg8H4/8k5OT73fO+p7v+Z7vV6MoioIQQgghhBDjSDvRFRBCCCGEEMcfCaFCCCGEEGLcSQgVQgghhBDjTkKoEEIIIYQYdxJChRBCCCHEuJMQKoQQQgghxt0RhdD6f/6Ba668jldqHGNVHyGEEEIIcRzQH/6qHXzaGsuis+dQHGcYuxoJIYQQQogp77BDqKe+iaBp6Zx8ziKmH0GUDVxAN831DkzpSYQFaK91Wzuw9GpITYsj6IsLvD00W2yY0pIJ033+O1s3DY0epucmfP63fex7/zN6fYBGT9rsU0iNPPSn9q46yqo60ITqcdm9JBfNJ8nQTVlpJUOaUBTvEG5tNBkJqUxPCj0KH14IIYQQYmo7vPjo7uL/3t7Ivb9/mbgbH2f9z75DsO7rV/umnH2VPP6Ln7LBUsx9L/+FBRFqf+Vlx4MXcd7GVJ5/dx1nx36+rrWKJ2/6Geuq87h3y0MsjAR7424eeuBtwsyncEluAu7a/2Pjk+vYvKOXoHDA3YJ92rn86BfXsLI4lr7qD3ny9rt4amcv2cu+yx1/mk9SuIXXn7iN+5/aiW7OUk5fcBKFLW6Kbv0J586cPnYfXgghhBDiOHAYfUJ9tFj20xa1lP/dtJYl2lJ2tDoYy7k/vc5Oag/W0abXETDbetvY+Q8LHvcHvL295d+1c3VRW1pHm05LkA6ghc2/epya1FP4wbWnEdG6izv+48c8VV/In17fzObNm9n8ylauTPyYX/z0Zt6ssjHjpDX86Z4fkTfjFG78yyMsTwNi53LjAw9x2aw0vv/Th3nq3l9y7sVGNt72CP+qto7hpxdCCCGEmPoOI4RqCU2Yy/fOPIXZc0/np5d9n6wYA5oxrFRowkJWXXoScW4PvgB/0/zBs7QvuIUbT57Ou2+8Q+/nvw+JO5mLr1xIgscHOqjbeifvmE7jD9ecRjhD/N9f72Ttp8X88r5fkOtvB05g9d3/w/f6t/KbOzfTA7hsLhQUPC73F2tGjDEEjb0XL1D03eu54ewB/vTUFpoGx3ADCCGEEEJMcaOEUAXvYBMv/O5yli45izNOuYYXK3oP/b7qH/z2iu+xePEZnPmfmxjwfDmCKh4rOx65le9fex/PPfcgPzrjNE65fSMH9/0f911yOqecfwObDx5KbfbGf3HHxYtYvHgxp553M69UDgEKjiEXPk2gaNvDu1sqKPrZCkrOORnf9lfZ6W8MdTI06MSnDULr6+KNxxrJ/t7JhAH4mtn+cTnxpy9hbvRXt0Q+5yzJpfXAe1R5wKDTgGKjq7mBlpaWz38a6bK7UDTDm83ACZcvZtr2HexsseEequThW1Zw1lnn87utB3EGStBCCCGEEMe5UUKoh7J/rePJT7L4n79t4Ilffo/kGC+t+1/gtrtfIPOaR3j00T9zrnsTV151L9XOf6/pbv6Axx55nC1/v5sXymZw439fzMBT/8EFN77FSTf+mvlDH/HUy7uxDpRy7y3/D8f37uXRRx/lP2dV8+uf3cxH3Tb0QbqAravefc/z+rQzWFGQTP75FzBL2caGl3bzxTZLjSEIz74Pea0+hsTUzxPnYBdNQwOQEE3oiE8eROS0IOzuRjqsoA8yoHg+4e83/Zg1a9Z8/nMTz5W14AsN/veGM2WRz8fseucTysrriT//76z7zXw+2LmNml7vt9kXQgghhBDHjVFCqIG4WBNDtVv57wdeYO+MQubHRVDxwmZ2e5dSck4mGRmzuO62yzF9tJ5NHw751wwyL+WmX5UwP/8k1vz0Qgrn5zA3LopzfnQ9p847mRPSowjp7abijc1sqZrLRWvmk5GRwarbrmd+39tsfLUCN3rUG0KdvPviszTvf5en1q5l7TPv0uzr5rX33qfFBXweXbU6HZ2N9VhtA2j0n3/MyATSI01469voH5EPtdgHHIQFZ5IYDW6nC43hZH7x+Gbeeuutz38e58riFLRDji90E9CgaOyU1w2Qnl5Mpm4XTz/zISfPKcAcM4ZvawkhhBBCTCGj9glNWHg1Lz99O3N6X+aKy3/Aw+804vb00DNUR5fn0N8YklIwa3zYbK5/r6jREmTQo9Xp0WsBjwdFZyA4WA8oKNp2eqx9DPb10+8sp3W4Q2doEmmhBpxDhwa/12g0I4No3/u81RxLbKiRqk8/4ZO9bZgLT0Dz8dvsqnMDQWg1GlAgMiISncGI4n9tKpEzT5tN347X+bD1K//XeYC33q8j4+SzyNaCR9EAOoKMIRgMhs9/QjHqdIfq9e8PixYvEdPiiYgJZbBuL1WtGipr2ukalJZQIYQQQgg1gUOoYqe74SMa4y/g7ie28MgSK6/v2EvK0vNJ3LeevzzxGQpgeXcb1dlLOG/hlztZej1u3G43Xh+g+PC4Xbg9PsCHx+3B5YH0JRcw37uNB377KlbA8dk7fBh6At89Owedz4XL5cH3pdfuu3n7L29gz7uSdY/9L3996GEefuhB/rb+PlZFfsajG/4PL6DDg9NuI3zOAk6apsHeOdxXIIQFP7uTW85u4o/X/ZIPuz//teMgf7nmGl4MvYz7frWcSMCjePG43Xg8XwiS9nYa+63YFf4dQl3ddDsLOXn+DCCCU0t+w9qt95C270M+bes5zN0ihBBCCDG1BR4nVGNgoPJf3HTbbbhNQSipy/nlzxaRlRPOw/c2cssfLmPxs7F4TfO4/v7fsuALGdRr+5Rn//ouTZ1WNv7lv9hja2ZXh42Ip/6Texrn8M/3OqhiE//s3sC9j/+Z267+OcsX/wmdLp1L7vodp5v28cvHPqG5L4LNWz9h5pq5hOKi/NVHuO1vL9IfXcXMBUX86DtmtPTx/sat7Op3Y3nqZr7X/BwRH+2hubuG57ddzknL3Pxz5z48CxYf+rCmHG544HkyH/odP/3eYhJCAI+WnKVX8eJ/n8/c6Qaatz/Ob3+1gVbHIH+94WfEPLCRCyJ3ctdtN7K1oR/tQzdwi+mP/OGiAgY/+oA9OfO5pCgeR38XvUNutK4ujDPnkhsacrT3nxBCCCHEMUmjKErAIT69jn7aWzux+0AbOYP0uOHZgXz0tjTSY/egj5hBavyXZw1SfHa6W3px60Gj0YJXg0+roPG50RmMeFxeNPgwRicQHarD1tVIm9WFYpxGZpIJvIN0tPTj1YM+xMQ0UyhaFJz93XQNOFF8CiHR8UwLDwK8DHZ30edU0OPC7tUQhA6tHgwhMYR4P+S+Kzcw/fr/4odnmvFPMKoM0VDXhlsBCGZ6RjJhnzdvuod6aO8aQhesw+3yEJVgJkpno72tE48uGNwu9LHJRDs/4aGfPUvQD6/i6nPMvPPANdy9uQYiT+A/7rqNiwpj0RzGIFhCCCGEEFPdqCF0qmjfuZ477/2YBVdfy0VnZzIW7ZMD9aW8cN8fqZlxLtfefhHTAZ/HjcengEZPkEHSpxBCCCFEIMdFCAXo2r+DnXt1nHbpfCKP+L/5aNq9nb1VUZxzyax/t64KIYQQQohv5LgJoUIIIYQQYvKQZ8ZCCCGEEGLcHRMhtKamBpfL9fV/KIQQQgghjgnHRAh9++236evrm+hqCCGEEEKIMTLpQ2hfXx9lZWU0NTVNdFWEEEIIIcQYmfQhtLKyko6ODvbt2zfRVRFCCCGEEGNk0ofQgwcP0traysGDBye6KkIIIYQQYoxM6hDq8/loamrC7XbT1dVFZ2fnRFdJCCGEEEKMgUkdQltaWmhvbycoKAibzUZtbe1EV0kIIYQQQoyBSR1Cm5qaaGtrIygoiMHBQaqqqia6SkIIIYQQYgxM6hDa0tJCb28vBoMBu91OXV3dRFdJCCGEEEKMgUkbQr1eL01NTSiKgkajQavV0tnZSVdX10RXTQghhBBCHKFJG0K7urqoqalBr9cDYDAYaG9vp6KiYoJrJoQQQgghjtSkDaGNjY1UV1cTFBSERqNBr9fT1dVFZWXlRFdNCCGEEEIcoUkZQhVFwWKx4HQ60Wg0eL1eFEVBURRaWlpwOp0TXUUhhBBCCHEEJmUItdvtlJaWoiiKv/WzubkZn8+HxWKhpaVloqsohBBCCCGOgEZRFGWiK/FVHo+HhoYG7HY7b775Ji+++CInnngiP/7xjzEYDKSkpBAaGjrR1RRCCCGEEIdJP9EVUKPX68nIyACgrq6OmJgYUlNTKSoqmuCaCSGEEEKIsTApH8d/kdPpxOv14nK5JroqQgghhBBijEz6ECqEEEIIIaYeCaFCCCGEEGLcSQgVQgghhBDjTkKoEEIIIYQYdxJChRBCCCHEuJMQKoQQQgghxp2EUCGEEEIIMe4khAohhBBCiHEnIVQIIYQQQow7CaFCCCGEEGLcSQgVQgghhBDjTkKoEEIIIYQYdxJChRBCCCHEuJMQKoQQQgghxp2EUCGEEEIIMe4khAohhBBCiHEnIVQIIYQQQow7CaFCCCGEEGLcSQgVQgghhBDjTkKoEEIIIYQYdxJChRBCCCHEuJMQKoQQQgghxp2EUCGEEEIIMe4khAohhBBCiHEnIVQIIYQQQow7CaFCCCGEEGLcSQgVQgghhBDjTkKoEEIIIYQYdxJChRBCCCHEuJMQKoQQQgghxp2EUCGEEEIIMe4khAohhBBCiHEnIVQIIYQQQow7CaFCCCGEEGLcSQgVQgghhBDjTkKoEEIIIYQYdxJChRBCCCHEuBu3EGr/bAOrzzuPK297mgZAaXyLa69czQ/u/Ae941UJIYQQQggxKejHq6Cg1FP4+dUentr8Dn/4fQfRejdF5/0Hs3OyCPsW/6ezs5P6+nr0+pFVVxQFnU5HSkoK0dHRI5bb7XYsFgt2ux2tdmT+9nq9mEwmMjMzVctubGykvb09YNkGg4HU1FQiIiJGLB8YGKC+vh63241Goxmx3OPxkJCQQEpKimrZNTU19PX1odPpRizz+XyEhISQlpZGSEjIiOW9vb00Njbi9XoDlm02m4mPj1ctu7y8HJvNprrNfD4fkZGRpKamYjAYRizv7OykubkZRVFUy/Z6vWRmZmIymVSXHTx4EI/Ho7quz+cjJiaGlJQU1e3S0tJCe3u76rpwaJ/l5uYSGho6YpnD4aC8vDxgvRVFIS4ujqSkpBHLfT4fjY2NdHd3q24zRVHQarUUFBSobrOBgQGqqqpU1x02Y8YMEhISRvze4/FQX1+P1WoNuL+MRiP5+fmqn6u7u5u6urqAx7hWqyUlJYWYmJgRyx0OB/X19QwNDQU8vyIjI8nOzlb9TC0tLbS0tAQsW6/Xk5qaSmRk5IjlQ0NDWCwWnE5nwLJjY2NJTU1VLdtisdDd3R3w/DIajaSlpakeK1arlYaGhoDHqcfjISkpiRkzZqiWXVlZyeDgYMD9FR4eTmpqKsHBwSOWd3d309TUhM/nC3h+paenq+4vn89HWVkZLpcr4PllMpkwm82q+6S1tZX29nbVzzS8fnZ2tur10OVyUVZWFrDeiqIwbdo0UlJSRixXFIWmpia6uroCrqvRaMjPz1fdZoODg1RWVvq39xe3u8/nw26309TUxMknn0xycnLAzyeEOHLjFkJ1plQWLruMoMZ/cdXjn/KbDY9zfobxW/+f999/n/vuu4+oqKgRyzweD+Hh4Vx33XWceeaZI5a3tbVx//33U11drXpxGhoa4rTTTuOuu+5SLXvLli1s3LhR9SbocrlISEjglltuYfbs2SOW19TUcO+999Le3k5QUNCI5f39/Vx88cVcd911qmU/8cQTbNu2jbCwkZHd6XSSmZnJbbfdRkZGxojle/fu5YEHHmBgYED1ZmK1WrnhhhtYuXKlatn3338/lZWVGI0j95fD4WDu3LnceuutxMXFjVj+/vvvs3btWrxer+pNdnBwkN///veceuqpI5bZ7XbuvPNOenp6VMOa0+nkzDPP5IYbbhixXRRF4bXXXmPTpk3odDrVG5nH4+Ghhx4iJydnxP/u6Ojgl7/8pT94qa27YsUKrrrqqhHb1OVysWnTJt58803Vfe31egkNDWXt2rXExsaOWF5VVcUNN9xASEiIasDVaDRcfvnllJSUjFh3cHCQxx57jJ07d6oe406nE7PZzNq1a1WPhV27dnH33XerHuNer5eQkBCuvvpqli5dOmJ5Z2cn//u//0t5eblq2TabjXnz5vHHP/5xxDKA119/nccee0z13Ha73cTExPCLX/yCBQsWjFheX1/PPffcQ3Nzs+o2HxgY4Hvf+x633nqratnr16/n9ddfDxiYUlJSuO2228jNzR2xvLS0lPvvv5/e3l7V49RqtXL11Vdz6aWXqpb94IMPsm/fPtUvkE6nk6KiIn75y1+SmJg4YvmOHTv429/+htPpVA3QAwMD/Nd//RdLliwZscztdvP73/+e1tZW1W3mdDo55ZRTuOmmm1T3ydtvv80zzzyDRqNRPb+cTid//vOfmTVr1oh1e3t7+c1vfoPD4VCtt8vlYvny5Vx77bUj6ubxeHjxxRf5xz/+EfD8CgoK4u9//7vqNmtqauL222/3f6FwuVx4PB4cDgcDAwM0NzfT39/PsmXL+NOf/hTwi4sQ4siNWwgdZgoJxpQZgjHk2wdQgNjYWGbPnk14ePiIZV6vF6PRqNqqBmA0GsnOziY0NFT14mW320lLSwtYdmJiIrNnz1YNgm63m+joaNVlAGFhYeTl5ZGQkKB6oxoaGlK9YA5LS0vDarWq3qhcLhdJSUmqIRHAZDJRUFCA3W5XveAPDg6qhqFh2dnZGI3GgKEmIyND9TPBof1VVFSEz+dTDaE2m031Bgeg0+nIz88PGJ5dLhdmszlgi+H06dMpLi5Gq9Wq3iSHQ5Uao9HIzJkzA4ZQr9er2goK+FsLi4uLVbeL1+slODg44DYLDw9n1qxZBAcHBwyhaoEfQK/Xk5aWhs1mUz3Gh78sBWodjomJCXiMD9/c1VrVAIKDg8nKyiIoKEi1bIfDofoladj06dMDntsej4eIiAjVkAgQGhpKbm4u06ZNU92uNpst4FMGALPZzOzZs1VbOt1uN/Hx8arLACIjI8nPz2dwcFD1OB0cHAz4lAEgKysLjUajen65XC4yMjJUlwFMmzaNwsJC3G636rlts9lUnwoBaDQa8vLyiIuLU91mLpeLtLQ01f8LEB8fz8yZMwOGUJfLFfB6GBQURGFhIS6XS/X/u91ukpOTVc9tjUZDUlLSqOeXXq8PuM2CgoKIi4ujt7cXq9XKwMAA/f39DA0NodFo/KF0+/bt3HHHHaxatYrFixcHPF+FEIdPoyiKMl6FWfe9xrPv7eZflU7OuPAmrkitpCykiNnTw1G/JcKLL77IY489xumnn86tt96K2+3GbrcHvIlqNBqMRqPqzWD4UYvP5wtYR71eHzCYOByOgI+u4FD4MBqNqhdVr9eLw+EIWLaiKAQFBQUMkna7HY/HE7DeWq2WkJAQ1Yu22+3G6XQSaFcrioLRaFQNDnAoIH/dNjMajarbxeVy4XQ6A64LEBISEvAR7NDQUMB6AxgMBtWwBocCssvlGrXssLCwgI9Bh4aGRl03KChI9UY33ArkdrsDrqvRaAgLCwv4CNVmswVcT1EUgoODVfeXoig4HI6vPVYChYNvcn4FCtA+nw+Hw4HX61Vdd/iReqAw53Q6cTqdo5YdEhJyWOcXHDpWAp1fDodj1P012vk13Ip2uOeXzWYLuM3g0Jcxo9F4WOc2HPpCpba/FEXBZrMd0bntcrlGLTs0NDRgFwebzfa153ag/aV2bn+xjsPn1zCbzUZtbS21tbVUVFRQV1dHQ0MD/f396HQ6EhISyMnJIS8vj71797Jjxw6ioqL8XSyWLVvGypUrA3apEEIcnnFrCb32xl/QHJLFXdffxMmv3sVNv7iQXedfyi+uHfmoZjQGg+Gwv5GOdvP9JoxGY8CL4tfR6XRHVHagYPxNHMk2A46o3oFaxb4JjUaj2ir2TQUHBwdsDfk6Wq02YKvb1xn+InQkx8qRlD1Rx4pWqw0YML+JI9lfR3p+Hcn+0uv1R3ScHsk2O5L99dWg9m0dybmt1WqP+rnd3NzMvn37KC8vp7m52d+H1eVyERERQVZWFjNnzvQ/oUpMTPRvj4qKCs466yyysrLYsGEDzz//PFVVVVxyySWcfPLJh11vIcSXjVsIvfwHl6KZlklhXBjeC6/lvtzleJJmURRz+DdMIYQQwu1209/fT3l5OZWVlRw8eJCWlhb6+vqw2+0EBQURHR3NokWLmD17NpmZmcTHx2MymUa01HZ0dDAwMEB0dDTLli0jPT2dZ555hg8//JB77rmH7373u6xevfqwvygKIf5t3ELoiSf8+2UdXUQSxScnjVfRQgghppienh46Ojqorq6mtLSU0tJS2tvbcbvdBAcHEx0dTU5ODllZWRQXF1NYWEhERMTXthwHBQVhMpn8LeN5eXn8+te/ZtOmTWzZsoWnn36a2tpaLr30UvLz88fjowoxZY37i0lCCCHEt+Vyuaivr6elpQWLxcL+/fspLS31v1AUHx9PYWEhM2bMICcnh8LCQtLS0lT7m49myZIlzJ49+0svshmNRi6//HJyc3PZsGEDO3bsoKamhpKSEpYsWXJEXSqEOJ5JCBVCCDEpdXV1UVVVRUNDA3V1dZSVldHQ0IDT6SQ0NJSMjAwyMjIwm81kZmaSl5cXcLSNbyorK4usrCzVZSeddBJpaWm8+OKLvPLKKzz44INUVFSwevXqUUdWEUKokxAqhBBiUnC73dTV1VFZWUlVVRW1tbU0NzfT3d2Nz+dj2rRpnHjiieTk5JCTk4PZbGbGjBmH/ULb4Zg+fTo//elPycrK4umnn+bVV1+lurqakpIS1fGphRCBSQgVQggxIVwuFwMDA9TU1FBaWsrevXtpb2+nv78fp9NJcHAwcXFxzJs3j6KiIoqKioiOjiYqKmrUGcWOxJ49e7BYLOTn55OXl6f6NwaDgXPOOYfMzEw2bNjAe++9xx//+EdqampYuXJlwLGqhRBfJiFUCCHEuPD5fPT09NDb20t1dTUff/wx+/fvp7+/H7fbTUhICCaTiby8PHJzc5k/fz5ZWVkBxzo9Gt577z3eeOMNLr/88oAhdFhWVhY333wz+fn5PP/886xfv57S0lIuvfRS5s6dOy71FeJYJiFUCCHEUTM4OEhbWxsdHR2UlZWxd+9eampqGBwcxGAwEB8fT25uLsnJyRQXF1NQUEBycnLASQuOtuEZ0UabQOCLQkJCWLlyJWlpaWzcuJFPPvmEhoYGSkpKWLZs2RGNhyrEVCchVAghxJhqb2+nvr6euro6ysvLqauro7GxEbvdTnh4OGazmbS0NHJycsjOziY1NTXgdLDjbXhWvG87ecGJJ55Ieno6L7/8Mlu3buWRRx6hvLyclStXfm2LqhDHKwmhQgghjojX66W+vp7y8nL27dtHc3MzbW1tdHV14fV6MZlMzJo1i+LiYv8MRdOnTz+i2b2OloGBAX/XgG8rNjaWH//4x+Tl5fHkk0/y1ltv+WdaWrp06VGorRDHNgmhQgghvhW3243NZqOmpoaPP/6YAwcO0NXVhdVqxeFw+AeLP/vss5k/fz4ZGRlERUURExMzYY/Zv6nQ0FBMJtMRvXF/6qmnYjabeeaZZ/jXv/7Fgw8+SGVlJatXryYhIWEMayvEsU1CqBBCiFF5PB76+/vp7+/nwIEDfPzxx1RVVdHb24vL5SI4OJjIyEiys7OZM2cOs2bNIi0tjdDQ0MOeX36iXH/99Xg8nm/9OP6rzGYzN998M0VFRWzatInnn3+eiooKrrjiCubNmzfpw7gQ40FCqBBCiBGGhob8fTsrKiooLy+npqYGq9WKXq8nNjaWjIwMsrKyyM/PJycnh9TU1KM2dNJ4GcvZjwwGA+eddx4ZGRk888wz7Nq1i9/97nd8//vfZ/ny5ZOmH6wQE0VCqBBCCODQDEXV1dVUVVVhsVj8P3a7ndDQUFJSUli4cKH/ZaL09HRiY2MnutqTXlFREbfeeitbtmxh69atPProo5SXl7NmzRoKCgomunpCTBgJoUIIcRyrqalhz549VFdX09raSlNTEx0dHWg0GiIiIjjxxBOZOXMmaWlpJCQkkJKSMq4zFI23F154gaqqKs4991xmzZo1Zv83OjqaK664goKCAp544gm2bdtGfX09q1evZtmyZd96jnshpgI56oUQ4jjh8Xiw2WxUVlayZ88eysrKaG9vp7u7G5fLRVBQEPHx8Vx44YXk5+eTkZFBXFzccTUD0EcffcS2bdsoKCgY0xA6bP78+SQlJbFhwwbefvttHnzwQcrKyrjkkktITk4e8/KEmMwkhAohxBTW19dHX18fVVVVfPLJJ5SWln4pdEZGRjJ79mwKCwvJy8sjMzOTyMjI47ZlLiQkhMjIyKP6QlVSUhI33HAD+fn5bNq0iddee42qqiouvfRSTjnlFHQ63VErW4jJ5Pi8ygghxBTl9XppaWmhra2NyspKPvvsM8rLy7FarWi1WmJjY0lPTyc9PZ3c3FwKCwvJyMiY6GpPCoqi4PF40Gq1R73LgV6v57vf/S7Z2dls2LCB7du3c++997JixQpWrFghfW3FcUFCqBBCHOPa2tqoq6ujvb0di8VCRUUF1dXVDA4OEhoaSkZGhn9Gn+zsbP9jdvFlPp8Pm82G2+0et6GlcnNzufnmm8nLy+O5555j3bp1lJeXc+mllx6V7gBCTCYSQoUQ4hijKAo1NTUcOHCAqqoqGhoaaGpqore3F5/PR2RkJMXFxRQVFZGVlUVycvKknaFoMtFoNMyaNYvo6OhxbYkMDw+npKSEjIwMnnrqKXbt2kVDQwMrVqzgggsukP0mpiwJoUIIMcl5PB6GhoaoqBOY1EUAACAASURBVKhg7969VFRU0NbWRk9PD06nk6CgIEwmE0uWLGHmzJnk5OQQGxvLtGnTJrrqxxStVsvq1avxer1HPFj94ViwYAFms5lnn32WN954g8cff5zy8nIuv/xyMjMzx70+QhxtEkKFEGKS8fl89Pf3Y7VaKSsrY+/evZSVldHV1eUPnREREeTm5vpfKsrKyiIsLOyYm6FospnoVscZM2Zw3XXXkZ+fz7PPPsu7776LxWLhkksuYdGiRRMSjoU4WiSECiHEJDA0NERzczPt7e1UVlZSXl5ORUUFfX19aDQapk2bRkZGBunp6eTk5JCbm0tGRoa8ST2GhsO/x+PBZDJN2AgBer2epUuXkpuby9NPP822bdu4//772bdvH2vWrCEpKWlC6iXEWJMQKoQQE6S1tRWLxUJTUxOVlZWUlpbS0tKC0+nEaDSSnp7OwoULSU5OJi0tjYKCApnq8SgaGhriySefpL29nauuuorU1NQJrU96ejo33XQT+fn5/OMf/2Dz5s00NjZSUlLCwoULJ7RuQowFCaFCCDFOXC4XtbW1VFVVUVlZSW1tLS0tLXR3dwMQGxvLwoULyc3NJSUlBbPZTFpa2nE7Zud4c7vdlJWVYbFYGBwcnOjqABAWFsaqVasoLi5m3bp1bN++nYaGBpYuXcqqVauk3684psmVTQghjhKPx4PVaqWqqooDBw5w4MAB2tvbsVqt/r6dCQkJLFiwgDlz5pCTk4PJZCI6Onqiq35c0mg0BAUFYTQa0Wq1E12dL8nLy+OWW24hIyODLVu2sHHjRmpqarjssssoLi6e6OoJcVgkhAohxBhxu90MDAzQ09NDZWUlO3fupLKykv7+flwuF0ajkcjISP8LRfPmzSMlJQWj0SgvFE0CDocDl8uFTqcjLCxsoqszQlRUFFdeeSXZ2dmsX7+ejz/+mIaGBlauXMny5csJDQ2d6CoK8a1ICBVCiCPQ399PZ2cnra2t7Nu3jwMHDmCxWBgaGiIoKIhp06aRlZVFSkoKs2fPpqCggMTERDQazURXXXyFw+Ggr6+PwcHBSdsFQqvVctppp5Gbm8vGjRt5++23efjhhykvL2fNmjUy+5U4pkzOs0wIISaxtrY2GhoaqKqqoqqqitraWhobG3G5XERERGA2mzGbzf652DMyMoiKiproaouvER0dzUUXXYTD4SAiImKiqzOqhIQEfv7zn1NQUMDGjRt56623/I/nzzjjDPmSI44JEkKFEOJreL1e6urq2L9/PxUVFbS0tNDc3ExXVxc+n4+YmBjmz59PcXEx6enpzJgxg8TExKM+/7gYWyaTiZUrV050Nb4xjUbDkiVLyMzMZN26dWzbto0//vGPHDhwgIsuuojExMSJrqIQo5IQKoQQX+H1ehkcHOTgwYPs3r2b2tpaurq66O7uxuFwEBQURFxcHCtWrGD27NmkpKQQExMjwyeJCZGZmcmNN97InDlzWL9+PS+99BJlZWVcccUVLFiwYKKrJ0RAEkKFEMc9j8fD4OAg3d3d7N27l88++4yamhr6+vr8b7GHh4dTXFzMrFmzKCgoIDU1lfDwcAwGw0RXX4wRj8dDd3c3Pp+PuLi4SdsvVE1kZCTnn38+mZmZPPHEE3z88cfcc889XHTRRZx33nmEh4dPdBWFGOHYOcOEEGIMDQ4O0tnZSX19PQcPHqS8vJza2loGBgYwGAzExMSQmZlJdnY2OTk55OXlkZycLDMUTWEtLS3ceeed9PX18cADDzB9+vSJrtK3VlRUxK9+9Ss2bdrEa6+9xt///nf279/PZZddRn5+/kRXT4gvkRAqhDhudHZ2Ul1dTU1NDRaLherqahoaGrDb7YSHh5OWlsbpp59OWloa6enpZGdnywtFxxmv14vH40FRlImuymGLiYnh6quvprCwkOeff5733nuPhoYGSkpKWLp06THVwiumNjkShRBTls/no6ysjIMHD2KxWGhpaaGuro6uri40Gg0mk4mTTz6ZgoICzGYzSUlJpKeny5vFxymfzwccmrt9KrR4n3baaWRmZrJp0ybefPNNHnzwQcrKylixYgXZ2dkTXT0hJIQKIaYOr9dLX18f+/bt4+DBg9TW1tLc3Exvby8ulwuDwUBKSgpnnHEG+fn5pKWlERcXJzMUCQDsdjsOhwNgygz8npSUxDXXXMOsWbNYt24dW7Zs4eDBg6xatYply5ZNdPXEcW58Q6jHTnNNOb3EYk5LIjJYi62nlXZPBGnx4YzW9jDZplATQkw8RVEYGBigubmZ8vJyDh48SFVVFT09PXg8HrRaLZGRkZxwwgkUFBRQUFBARkaGvFAkVCmKQnBwMEFBQVPq+AgODmbx4sXk5eXx6KOPsnv3bh566CEaGxtZvXq1dDkRE2Z8Q6itg3fWXst/PxPMpWuf4I7lZmr/bwP/b08qj9x1EaO9u+f1ev19dNT66mg0moCP0BRFGbV/z9et+9Uy3W43Xq8XjUaDoigB5xlWFAW73R74Q3HosU+g6fpcLhcej2fU9UNCQlTr7vP5cDgc/jp+0fDvDAaD6oVWURRcLhderzdguRqNhpCQENVlXq8Xp9M56roGg0G1X5KiKDidTv9jMTVarRaj0ai6zO1243a7Ry07KChI9VGbz+fD5XIFLNvlcqHX6wO+ZTo0NITD4Qh4LGi1WsLDw1U/t9vtZmhoCJ/PF3B/hoSEBGydGRgYwO12q66rKAp6vZ6wsDDVz+10OrHZbCiKErDssLCwgNvcarX6zwe1sg0GA2FhYarbxeFwYLfbA5atKAqRkZFf2mY2m43W1lYaGxspKytj//791NbW+qdbjIiIIC4ujhkzZjBr1ixOOeUU1fES7XY7drvdX66iKP5ze1h8fHzA/dXZ2QkQsN7h4eFERkaqLuvr6/tS2V9drtVqiY+PD7jNuru7Ax5nGo2GiIgI1eN0uKXY6XSOeqzEx8ePWAaHjvG+vr5Rj/HIyEjV49Tj8dDb2xvwOPX5fBiNRqZNm6ZattVqZXBwMGDZOp0Ok8mkOjary+Wit7f3S8epx+PxX1+9Xi8mk4nExER++MMfAnxpv7e3t49a9vCQXWplDw0N0dXVFfAc8Xq9xMbGYjKZVD93c3NzwOvK8HUh0HFqtVrp6enx7xudTsf3v/99tFotH3zwAU888QQ1NTX88Ic/JDc3V7V8IY6m8Q2hkalc9od1tNbexGf7avEsTyVp4Wmc1+MiUDunRqNhaGiIXbt28cgjjwAjQ6jT6WTZsmXk5eWNWN/r9bJ+/Xr6+vpUT1KPx0NGRgaLFy9WDVW7d+9m9+7dX7p42O12f9Bxu91cdtllpKamjli3v7+fv//977jdbtULiNfrZfbs2Zxzzjkj6ub1ennnnXf49NNPVYPD8EXlJz/5ierYhK2trTzxxBMBO6D7fD4WLlzIokWLRixzOp288sorlJeXq67v9XqJjIzkZz/7mWqArqysZNOmTaqhZfhmceaZZzJv3rwRy61WK1u3bqW+vl41ILvdbpKSkvw3iq/66KOPePPNN1Vvgl6vl5CQEJYtW6b6lmhHRwdbtmyhs7NT9XN3d3czc+ZMLrvsMtWy33zzTbZt26Y657Tb7SYmJobVq1eTnp4+YrnFYuH555/HarWqlj00NMTZZ5/N8uXLVcvetGkTZWVlqtvc5XKRnJxMSUmJarg4cOAAW7duxel0qh5rQ0NDrFq1ioULF45Y5vP5WLt2LW1tbarHgsvlIjc3l1WrVqkGsl27dvHWW2/h8/m+dI4MfzF0uVz8+Mc/Jjo6moqKCpqamqiqquLAgQM0NjZisVjQ6/VEREQQEhJCZGQkYWFhxMXF+W+6CQkJqvV+55132L59O1qt1v/FzGaz4Xa7/V9cf/3rX5OUlDRi/fb2du6+++6AX2C9Xi9nnXWW/4b/RU6nk5deeoldu3apHuNer5ewsDDuuOMO1SBZVVXF/fffr3q9Gg6h559/PkuWLBmxfGBggHXr1lFaWqq6v4bPr9/85jeq16zdu3fz5JNPqh7jwyFy9erVnHTSSSOWd3Z28thjj9HQ0KD6ue12O7NmzeLnP//5iGUAb731Fq+++qpq2R6Ph+joaC677DIKCgpGLLdYLDz55JN0dXVhMBjQaDQ4nU5/I8Hg4CDLly/nJz/5Cd/5zndGrP/MM8+wfft21bJdLhcpKSlce+21quf2gQMHWLt2LQMDA6rndn9/Pz/60Y84//zzVT/3X//6VyorK1XPbafTSWFhIddccw1xcXEjlu/cuZP169f7nwpoNBp0Op3/p62tjVdeeYWamhpWrlzJsmXLVM9TIY6WCegTGktOqpu99Q10u8FtaSXhnCUE6n2j0Wiw2Ww0NDTQ1dWl+jdWq9U/hMpXeTweNm/eTHNzs+q3VIfDwWmnncapp56qelHft28f69ev95/AX6yXoig4HA6WL1+uGkLtdjuvv/56wJv7cGvEWWedNeLi5PP52L9/P//4xz9UbxY+nw+dTseaNWtUQ2hPTw9bt24lODh4xE1SURT/LC9qIdTtdvPJJ5/wzjvvBAw18fHx/OhHP1KtW3NzMy+//LLqxczn86HX68nIyFANoXa7nQ8++IBPP/1UdX/YbDaKi4sDhtDq6mo2b96s2sfP4/EQGRnJnDlzVEOo1Wrl3XffpaamRvVzDw4OjvqyQlVVFe+++67qoy2Xy0ViYiJLly5VXbe3t5ddu3bR2dmpeoO2Wq2jzgm9f/9+tm/frhpaHA4H+fn5nHfeearrdnR0sGPHDmw2m+rns1qtqjfmYZ988knAbWa323G5XAFvsE1NTXzwwQf+FjiNRoNWq/WP29nb28vg4CAhISFUVVXR0tJCR0cHkZGRnH766QwODqLRaAgPD8doNKLX62lra6OpqQm73Y5Wq2Xp0qWqX0pqamp4//330el0/jAZFhaGwWDwP3lxuVyq9Xa5XDQ2Nvrr+0WKouD1eunt7VVdV1EUuru7aWhoUL0meTweIiIiAj6JsNvtNDQ0BAyCWq2W/v5+1XW9Xi8dHR00NDQEDDWjdX0aGBigvr5e9dwe/pJns9lU13W73f7pTgO1GKoF/mG9vb0By3a73V/qz/lVTqeT1tZW/5el4cfuw9tQp9ON+rl1Oh16vT7gl/LRrgvDwS/Q+nq9/rDL9ng8/uN3tLKHv/x/sc5JSUmYTCZqamrYsWMHFouFgwcPsnr1atUgL8TRoFHGfRwKF2/9ZgVPNC/lpptPony/hu+tOpFA371eeuklHnzwQcxms386ta9W2e12M2/ePFJSUkas7/P5+Ne//sXQ0JDqhcLr9fof26ldGCsqKqiqqvrS78LDw/0XMq/XS3FxseqjFIfDwaeffjrqI9bp06eTmZk54iLk8/mora2ltbV11MduJ5xwgmpY6+/vZ+/evQEvjoqikJycTFpa2ohlHo+HqqoqOjs7Az62Dg4OZu7cuarLOzs7KS0tDfioX6PRkJ6ervqI1OFwUFlZSV9fX8D9FRkZyezZs1U/V2NjIzU1Napl+3w+DAYDWVlZxMbGjlg+ODhIRUVFwGMlJCSE2NhYzGazatnD0ziq3Sx8Ph9BQUEkJyerhofBwUGamprweDyqx4rH4yE+Pp4ZM2aolm2xWOjv7w+4v0JCQkhJSVE9xvv6+mhpaQl4nHo8HpKTk1UfkyqKQnV19aiPCyMiIkhKSgoYrltaWnC73XR1dVFRUUF5eTk1NTUMDAz4b7JhYWGkp6cTFRXFRx99hNFo5L777kOr1fpbLb/a7cbn82EymUhKSlINim1tbXR3d3/pMxsMBv/fKoqC2WxW3WZOp5OGhoZRu/GYTCZiY2NH/I3P56Ojo4OBgYGAj8R1Oh2pqakBW6abm5tHvS5MmzYt4Bex9vZ2hoaGRn20rPalGg4dK+3t7aM+nYmPj1edd93lctHW1hawK8Bwt49AQbSzs5Oenp6AZev1ehISElS/cNjtdtrb27/UFWA43A2XHRERgdvtZv/+/YSGhnLSSSf5t1FXV9eo28xgMDBt2jTVL+U2m43e3t6A3Xx8Ph/R0dEBWyDb2tpwuVwBjxWj0UhMTIzqdWdgYIC+vj7V/wuHujb95S9/4c033yQ2NhZFUZg+fTqXXHIJS5cunRIjBIjJbQJCqMKehy/nP19sJH/2VVx343nMTFTvWwjw4osv8thjj7Fo0SJuueWWcaynEOJo8Xg89Pf309vbi8ViYc+ePZSVldHf3++foSgiIoLExERycnKYO3cuZrOZlpYW/vCHP2C323nggQcC9h8U4nDs3LmTP//5zyQkJPCHP/whYH/9qeSuu+7igw8+4PLLL6e5uZk33ngDrVbLsmXLuOSSSwL2DxZiLEzA43gNppy5JDudnLZm8agBVAgxdVitVrq6umhra2P//v18/PHHNDU14XA40Ov1/peJUlJSKC4uZs6cOcTFxX2pBainpwc41CI+2gtoQhyO4S5WgR7rT0Uejwev1+t/2piRkcGmTZvYvHkzFRUVrFmzhgULFkyp0QLE5DHuIXSw4yO218fw2y1PkBfzzcdhO5ZnrxDieNXU1ERTUxP19fWUlpZSWVlJa2srHo+HmJgY0tPTSUpKIjMzk4KCArKzs0cdn3F4FAGbzTbqCApCHI7h7jChoaHHzYQFNpuNvr4+fzekCy64gMzMTNavX8/OnTv5/e9/z/Lly7nwwgtVX/IT4kiMawitrWzg9nue5szzzyMyYmoMBCyE+DeHw0FtbS01NTUcPHiQhoYGmpqa/EMKxcfHc/LJJ5Ofn09OTg5JSUkkJiZ+42kEo6OjOe+883C5XAGHyhLicNlsNhwOx3EVQleuXMl3vvMdCgsL/b8rLi4mMTGRl19+mS1btvDcc89RWVnJD3/4Q4qLiyewtmKqGdcQaoqJ5Ic/up5FC7OY+j1thJj6fD4fAwMDHDx4kF27dvmnxOzp6fH37Zw+fTqnnXYac+fOJTk5mZiYGNURHb6J2NhYSkpKAPXxOYU4ElqtluDgYNWX0aaqE088UfX3sbGxXHnlleTl5fHss8/yySef0NnZycUXX8yyZctk/nkxJsb1KIqJNbEkVn1AXiHE5OfxePyDb+/Zs4d9+/ZhsVjo6enBZrMRFBREVFQUBQUFzJ8/n+LiYqZPn05YWNiYveQh4VMcLd/5zneYPXt2wAktjjc6nY5TTz2VvLw81q1bx2uvvcaDDz5IaWkpl1xyScCRQoT4puSrjBBiVHa7nba2Nurr6ykvL6e0tJTa2lqGhoYIDg4mKiqKjIwMzGYz+fn5zJo1i8TExKMy1a7L5aKjowOfz/etHuML8U0YjcaAM4NNVbW1tVitVtLS0lSH9YJDraLXXnstZrOZl156iVdffZXy8nJKSko444wzjotRBMTRIVdwIcQI7e3t1NbW0tTURG1tLZ999hmNjY3+SQ7MZjPp6elkZmaSnp5Obm6u6vinY62lpYUHHngAm83G//zP/6jOEiOE+ObWrl3Ltm3buOOOO1i8eHHAvzMYDFx44YXk5uby3HPPsWPHDv70pz9RWVnJ97///VEnGhAiEAmhQgi8Xq9/YoaGhgb/y0XDLxSlpKRw1llnkZWVRUZGBklJSRPyKM7j8dDV1cXg4KB/3m8hxkpZWRnvvvsuKSkpnHvuuUelNX+yCQoKwmg0fuPPWlRURGpqKq+99hovvPCC/6WlkpIS1al9hRiNhFAhjkOKomC1Wtm3bx+lpaXU1dXR3NxMd3c3DoeDoKAg0tPTOeussygsLCQjI4Np06ZN+LzSRqORiIgIurq6Ak5rKcThqqmpYePGjcyfP5+lS5dO+RDq8/n8U71+m64tERERrF69mry8PJ566ik+/fRTmpqaOP/887nwwgtVZ8wSQo2EUCGOAx6PB5vNRlNTE6WlpZSXl1NdXU1XVxdutxudTofJZGLOnDkUFBQwa9YszGYzoaGhk6q/1/A82Q6HQ8YJFWMuODiYyMhI1amQpyK73c7Q0BBer/ewPvOsWbO4/fbbefrpp/nnP//J008/TVVVFZdddhm5ublHocZiqpEQKsQUNTAwQFdXF7W1tVRUVFBaWorFYsFms2EwGIiKiiIzM5OcnBxycnIoKipi+vTpk771Z3jOb3lLXow1j8fjn4f+eKAoClFRUcTHxx928I6NjeXnP/85eXl5PPfcc3zwwQdYLBYuvvhiFi9ePOrkE0IcH2eaEMeJ1tZWamtrsVgs1NXVUVZWRkNDAz6fD5PJRHJyMmlpaf4XioqKio6pVp/IyEguuOACFi1ahMkkw72JsTUwMEB/f/+36iN5LAsJCaGkpITBwUFSU1MP+//odDrOPfdcsrKy2LBhA++++y5/+ctfKCsr4+KLL5ahnERAEkKFOIZ5vV4OHjxIeXk5jY2N1NfXU1VVhdVq9c9QtHjxYrKyskhLSyM5ORmz2XzM3mDDwsI4/fTTJ7oaYoqaPn06J510EtnZ2RNdlXGh0+nG9LPm5ORwww03kJuby/PPP8+rr75KTU0NJSUlLFq0aMzKEVOHhFAhjiGKotDR0UFpaSllZWVYLBaam5vp7OzE5XJhNBr9LZw5OTmkpaUxffr0CX+hSIhjwfz58ykqKiI4OPiY/aI20aKioigpKSE3N5cNGzawa9cu7r//fioqKrj44ouJioqa6CqKSURCqBCT2PAMRU1NTZSVlXHgwAGqq6vp6enB5XKh1+sxmUzMnz+fgoICCgoKSEtLIzw8HIPBMNHVH3NOp5Pq6moGBgaYNWvWMdWVQEx+x9tg9S6Xi/fff5+Ojg7OPPNMEhISxux/n3DCCZjNZjZt2sTrr7/Opk2bqK2t5YorriA/P3/MyhHHNgmhQkwy/f39dHZ20tTURHl5Obt376apqQmn04lOpyM2Npbs7GxSU1MpKChgzpw5xMbGHhfTDPb09LB27VrKysp49NFHSUlJmegqiSnE6XT6hyg7Hr7gOJ1O3njjDfbv309+fv6YhlA49NLSNddcQ15eHps2beLDDz/EYrFw0UUXsXz5cnlpSUgIFWIyaGhooLm52T+E0v79++ns7PTPUJSVlUViYiJms5mZM2eSn58/qYZOGk8ejwe32z3R1RBT0O7du3n11VeZP38+K1asmPIjMAx/PkVRjuqQZ4sXLyYjI4ONGzfy3nvv8cgjj1BbW8uaNWtITk4+auWKyU9CqBATwGazUV1dTU1NDbW1tVRXV1NfX4/VakWv15OUlMSiRYvIyMggNzcXs9ks0+J9TqvVHhetvmL8NTc38/777xMTE4OiKFM+hLpcLrxeL3q9/qi3/Kanp3P99ddTUFDAc889xyuvvILFYmHFihUsWbJkym9roU5CqBDjpK+vj3379rFnzx7q6upob2+np6cHh8NBSEgIZrOZJUuWUFRURHp6OrGxsdKJ/ysURfG3hCqKMtHVEVOMTqfDaDROyf7UahwOB0NDQ3g8nnHpfhAaGsqKFSvIycnhmWee8T+er6ur4+KLL5Zh145DEkKFOArcbjc2m43m5mYOHDjA/v37qa+v94dOg8FAZGQkxcXFnHDCCZxwwgnExcURHh5+3D5m/yZ0Oh2RkZFER0dLa6gYc3a7HbfbTXh4+HHxdrxOpyMuLg6n0zmuwbugoIDbb7+dzZs3s3nzZp599lkqKiooKSlh/vz541YPMfEkhAoxRqxWKz09PTQ3N/Ppp5+yZ88e2tracDqdGI1GoqKiyMjIIDs7m6KiIgoLC4mJiTluZmcZCzExMVx11VXYbDbi4uImujpiihkYGKC3t/e4aWWPj4/nt7/9LYqijHvrb3h4OJdeeinZ2dk888wz7N27199P9Lvf/a68tHSckLufEEegtraW5uZmGhoaqKiooKysjI6ODrxeL1FRUaSmpmI2mykoKCAnJ4esrCxp6TwCBoPhiGZ2EWI0xcXFrFmzhsLCwomuyrjQaDQT3vXgpJNOIiMjg+eee4433niDhx9+mJqaGlauXElWVtaE1k0cfRJChfgWhoaGqKmpobq6GovF4p8Wc3BwEIPBwIwZMzj99NP902KmpqZKaBLiGHHqqady6qmnTnQ1jjvx8fFcc8015ObmsnHjRl577TXKysr4wQ9+wNlnnz3pX1pSFIUXXniB0NBQ/9MuecL1zUz6raTRaORtWDGhWlpa+PTTT6msrKSlpYXOzk66urpwuVyEhYUxc+ZMiouLyc7OJjExkbi4OHmUdJTY7XbeeecdOjo6WL16NWFhYRNdJSGOWQMDA6xfv5729nauu+46YmJiJqwuGo2Gs88+m/z8fJ599lneeecd/vrXv1JVVcVFF1005mOYjiWNRsPWrVvp7OxkxowZJCYmkp6eTnZ2tn94vckepCfKpA+hHo+HwcFBOjo6qKurAziq45mJ45tGo8Hj8fgHii8rK6OlpQWr1YrdbkdRFCIjI8nOzvY/Yo+OjiYiIoLQ0FC0Wi3d3d20t7fLcTrGDAYDzc3NPPvss1RVVZGdnU1aWhoul2uiqyaOccMBYXjIIoPBgF6vn9J9Qw0GA01NTbz55ps0NjZy+umnk56ejsfjmbA6aTQajEYjy5YtQ6/X88orr7B+/Xp2797NqlWryMvLA5hU+0Wr1eLxePB6vXi9XlpbW2lqamLv3r2EhoYSFhZGbGwsmZmZZGdnk5+fT3R0NAaDYcK7QkwGGmUy7U0Vd911F3fffTczZszwT/U1yassjmFarZbGxkb/DEVw6GIdEhJCREQEkZGRREREYDQa0el0/huV1+vF5/PJsXkUabVa7HY7FouFwcFBCgsLCQ0NlbAvjthwCG1paaGrq4vk5GT/WKFTlVarxeFwUFdXh8PhIDc3l5CQkAn/zBqNxv/ks6uryz+qSFhYGJmZmcTFxU2qc16j0eD1eqmqqvJPmTw8+P/wD+AfbSEoKIisrCzmzZvHggULSE1NPS5GYghk0reE5ubmMnfuXGJiYsjMzMTnghyjggAAD0pJREFU80mztjhqNBoN4eHhhIWFYTKZMJlMhIeHExoa+qUuIYqifOlHjsmjb/jmOHPmTP82l20vxlJGRgY+nw+dTjflg8Hw+TT8EtZkOZ+G66DRaMjJyWHevHnU19fT3t5O7v9v786jo6jSPo5/uzudnayErIQQBIEAsgtCAAVRQQFR0EEEkTEIsomgIDqyySCyKqLwCrKpiCyyI6sioCQDBCQhAbJBQvZ0Z+u9u94/CIgOZgQcEifP55yck0pVdVdVuqt/9dzbt+69t9pdHFwLobm5ub86dtd+dzgcWCwWXFxcCAgIICgoiPr16+Pp6Xm98v6//lqrTLWvhNrtdtLS0tBoNNL/S9wVZrOZsrKy600m/+1b2olbd+0DU4g/W018bVXnfVapVFitVnQ6Hf7+/tUusF0Loa+//jrZ2dlotVpsNhsqlYrAwEDq1atHREQEYWFhBAcHEx4eLoPy36DaV0I1Go0M0yCEEELUYCEhIVW9CZVycXHB2dmZBg0aEBUVRVRUFEFBQfj7++Pr61vVm1dtVftKqBBCCCFEdeVwODh58iQ+Pj74+fnh5eUlQzT9QRJChRBCCCHEXVe9OlcIIYQQQogaQUKoEEIIIYS46ySECiGEEELcNgdWqxWHdG68ZRJChRDVgrWkgLSUFNKy8rD+oTUs6MtM2K9NleooMViRzwEhTOiK9Jhsf+TdYKek3IBFEtRtsnLk45d5dsBY9mXKUH63SkKoEKLKGfMz2P7+VEbHxDDw0U68tvokxZUmUTM/LZpE39c3UoqFzPgveKFHeyatTaTqbjooRNUry0lm1YT+tOn6Mt9mGP/D0gr5O+fxxND5nNLLO+f25FMU+hzvvfcPugRLpLpVMoaAEKJqGYs5u/87yjqMYPPM1mRtHEuvqYMJCD/G2w/efFDnsqTdrFm/lZwGrXDBSPyPR4k7f4n2dgW5f5KouRR06Sc49XM2xYovFpu90qVNmefYsGY1ZzMeQ6XWVLqsuDndsWNcyjDQ8MGuuP0XEpXhchwnzzsR9WArfNUACnkJ37P925MYPX0Iavc4T7eqU7F0KfFbt3E0qxy1HYLbP0q/+8Mrf4LC06xZc4ACBVA788DAV+gQcvUsmp+wn13fpeDwUGO2u9Pl6edoak9g0/bvKXK44zDbCevcl97Nat/2/klsF0JULcVOWOdoHu7dGhcgsvc4+jRXiE1MufnyutPsO1pO/Yfb4OvtoBRvuo0czcDW4WgtDrmyFjWYirodBrF46XjaRTpjNFfSPGzMIC42GW2rjkQ28sBuk6bkW1Z6ns3HjrJ9xXzeWHUY6598CPWpB5jUvx+j5m3kyg2FaquxhPzsy+ya9zIDnhnKvsxrcxwYinI4vmk+q79LRVdmqbR7Usru9xk9ejp7L2STnZ1NduI2JseMYsGBDABshhLO7/qAl1+cxe6UbIw2wGakMHkn00e8yJI9KegMd1ZBl/O1EKJqufsR7O53fdJWrsfDxYcOzRreZOEivj98BtdG0XSwHGZzju1q5dNiwIoaW2kSyyfPY0diKS2emMSkl7rgfbf2Q4hqwlpiwGqH378NvJmEsyfI1DShR+sLrP6pgKv5ScGedoiZcz8gPtcJrbMvbYZNZfIjEXdr0/9CbFxIyyKo/Si+Gjae2O+O8mOehS5Bzn/aM2g9auHn547G0+2GsKYitG0fJrftQ8d6UPrOIl4d+z7rv5hEM1dvHhj2GsE+OeypP4dhLX//sXWxqxgz8WMCYlayfFw33AEwsHfucEaMH0/Q6jUMatefNyfEsyf1CuOmT6SNFqAtMbNnk/p9Fl6j32Fwe5c72kephAohqpW8pFjyag9jaCev38xRKIi/SLFrfXpER1Bba0VxcsMDQKNCsVo4uOprlB5jeHVgC47NGcPCbReQ+o4QN1IwXcnlcpqKLn2aEOluwqZxwd3TCShi9+otXPHsxbiYZ4iyn2bpgtUkWKp6m6ueQZdFamoq6ZcLMdoUwImwyFa0DFZjsLjRvuujtL5ZALUZKDHZsZv0XM64TKEFwE7B5QyuFJXfUKlU0F9JIzU1jcv5BgA8Au8jumMEHmbrTc5jxZS7dWDqpzMI3r2AMRO+ohAAC7pSI+X6wmsbgC73EqmpqWRcycdgB8hh87zFxKn7MXH0tQAK4E7PsRN41HSYxYu3owcMpUbsDgfWX/XRd8ZTrcZUXHT7B7SCVEKFENWH7gJHYnPpOXoSYb85Oynl5zl6fDvJ6g647t/L2RMZ6NJPsC+uDd2aOKFRq+g8ZAxDenTEjdYUHjnEZ1/vJ6t3Q+pKdzchrlLKOHf8U3641Bb1wX0cOXYO/RU7h/f+QECPaB6fNIWwny9y/thqDiTlofYu4T99vel/m42SjBMsnzeHQ+dL0edGMnHnIvoFWkjYOpf3/i+WIo0BvUdX5n80lW51Pa+vaS1OZPn48Swrasywrt4c3bCN002HsLiXN4c/+5SN+sbMWPoBg+5zI/Xgx8z85yYuOdTkmOoyceF8hrX3xGy2ody0pK1gNUHj6FF8/IWBTi++xdsPtWXp0w1wVisoKg1gInXTfEYt3AS+9bEXFVDn+cV89oKduIw86nfvwj2/PTe63kuXh+qyI/E4GbZBRDirsVku8eOOHah8KkK2kkyC3kBDpzs/sUoIFUJUD458jh7eg0vvN+nb0BlLWQ5FtiCCrn03yaJGn5XEv5KSiXXYKbh4kfxiPZt2NCEqoitajQoPP1+0AChotT6YLBYcdkBCqKhB1GoNKvXvNHQ6NBRdyeRCbBLnf3JgzE4gP8PBji1biGp7H/qj65m2Zg9dRixifowLgzerqNnjnpk4tWstmzI7s2Hna9RNTSCljo1z25fwzlcFTPhiP91D8lkz+ileHTWHL7+cReOKHGrKS+HUzwmkn08mc+A3rFwVSfQDo3jL8iHb1qxAeWYU3/6QSA+3PP7x3n66zd/DZy2cObroeUaOnUjTHYvRVhb0FCtlBi1tnnydpcf2M2TSMFqGb6GrqwdOKg1QRnK2J8Nm76G7xwFmvTWbbdv2ktsvGoNiQe3hepMQqMbZTcFs1VFqAScnNTbTBfauXcFZl4ptUXQkFJbTSHvnEVJCqBCiGtBxcMkEXt1uolPrAuKcdKi82jHwxecJqlhC5duQoTO+ZmjFdPyyYYyI787y6YNxtR6nqNQMahecACVjJ2vjzUSPe5yQP6+LlhB/CQ5rCUZDKW6env8+U+NO91dW0v2Vq5PGQ9Pp+qGN+Z/NpIXhCENnrEQ7egsTHm/I8ZnpWJQWuN1Zt7+/OHeaduhIyOcL6TsghV5DRjKrgYV1O45RWHs4nUIAAnhq1N/4vNdydpyZSuMH3ACo1fAJXhv/DUmfwMABrfAqTObeuvVpPfLvhPlnEeIH+bp84nfu4YylC7NaXF2v04gY7l85ks0H03lQramkby8oVgMQxFNvf0HaxYd5d/ibWGLccQqzA7V5LKY365YuYFGeniyDChdPBUdABFEe3sQmpFIEBP7qER3o84z4ejcl3B1MRhuuXj2YvnEFD19/HSQxM3oQVqP5jo+u9AkVQlQtQxabZr/AoCnrOLN/Ix/PncG7s5cTZ29C04BLrJ46iuf+tpB44429ohRKjRbsZgMlAJp7efbZbvy8ZiT9+vblsbHriBw+nRGPN6iojApREyhcOrqWEa98xOm4/cwdPYW9lx1AKYdXvs3AAW+wK0X/qzVKyk3YrCbKdIDmHrp1qsOJ+UPoM3AgS86YUU5vYPq7a0g3VckOVQNqAlo9x/oNnzKls5VVb7/Agt3ZuPuWk5nxIykVOUzl5oav1hU3lxsrlw7MFjsOxYHdBqhVKArYrQBOqNQFFJdbcXVTUVz4PT9nV6zm5oqXkxte7q6oNSrUag2afyuIOuPk5ITWuSIZejVk7JJFdCjaxLR531Ci1ALrRZaNm8VXKZ70H/sJ7zzVFrvDikMTTJ8nO1IWt4W9F3/d4deQuJ2NcVai+/UmFFA0GsCOxXhjOdyE1aGgcb7zqxOphAohqpaLL+2efJvtj0zH1bniTKtxxb/ePWgooUXnh7Bo00kvtNAyzLViJRWtB89hvckDPwC1D9FjPmB113MUlNnQeIfRrmUDanQBR9RAKvwbdeaVxRsY46bBbNJQz18FuBDevDNPXI4lr7iMcsUHj4rqmn/XcWxoDsG1AKcgBs/5nLbn0ygy2/EPDeet4jzKnP0JqKlXcw49qfE/kGjuSM/BbzAl7TlO5eh5auDzNFk3kzmLujPzmSbEf32Y0p4v0K/5L00viq2M/MxcCgtV5OTkk6fLI1+nIzc7nYKCUrJzdeS56wkaOZienzzDwinLiZzWE+ORLSREPcmCTh6c3JZHQV4uhcVmFD+Xq6OB2IwU5McRdyKJ0sjG1AvwxsdVjXNoX5Z8Gk+nvy+huFwFJZl8d+gQtueHUFd1mW2nz1BaoCU1v4QHYxYyPakXS0ePxWXuZNp7AYWxvDv5Q4ofm8m64c1xlBWSlpGNTpfHpbQMyppH4KmUkZv4L05dySEwM4P8Mk8CPG+/uUkzbdq0aXf4LxJCiNun1uIdEEJoSBCBgYFXfwL8qeWsAsqI+3Id+51a8dIjzXDT/NIu5ezujZ+X2y/NORo36oSEExERQXiQn1xhixrJ2cOXkLqhBAcHE1Y3iFpaFWAn/dAG1iTWYkD/7oS6q6/f1EHt4omfjyfOFW8kjWstAkPrElGvHnV8fagdHEpIHd/r82sclZr8+J3M/sc/Wbt1Nyn1hzInpjf1G7QlOkrFgRXL+HzHDs66PMb891+ivusv5yhzwXHWvr+TLLURs7mEM4eSOV9mxFKSTMGlAuLOZlFaaKBBn+GMfLoZSRsXsXLzLr7NaszMJW/QSH+YFZ8co9BuwiuyA+0b1b7avb3gDEvenc7OU+c4eeoEtVr2pUWQFlDh0fABukQ6cAS2p2VkKP62LA5tXc/X+/ZjDmqGR9Zpkst9uL/b/XR7pD9NrMeZ9d4ydm7bytZv0+k8aRELR3XHRwvpB5czZ9kPmD2MpCZcILzLEzTQH2LGzI9INLpRmJpAcej9dG3oe/uHV1GUGt3lWAghhKgJFJA7it02BUUB1U06aCqKctO/397TKJUN8Hrj5tzSP7Pybby6b6hUd/31ISFUCCGEEELcdTW1wC6EEEIIIaqQhFAhhBBCCHHXSQgVQgghhBB3nYRQIYQQQghx10kIFUIIIYQQd93/A3VE/PNqpL4rAAAAAElFTkSuQmCC)
A. 3,3.
B. 2,7
C. 1,7.
D. 2,3.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG 2018 môn Hóa học- Chuyên Phan Ngọc Hiển- Cà Mau