Cho hình lập phương ABCD.A’B’C’D’. Có bao nhiêu mặ...
Câu hỏi: Cho hình lập phương ABCD.A’B’C’D’. Có bao nhiêu mặt trụ tròn xoay đi qua sáu đỉnh A, B, D, A’, B’, D’?![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAToAAADpCAYAAAC0n/tpAAAACXBIWXMAABJ0AAASdAHeZh94AAAgAElEQVR4nOy9eXicZ3nv/5l9166RNFptSZZseZG3xAvBiUlipyYkpA1wgKaEQqFQyo+2tKeF0tBc9HBOe67TpktSekqBQkOB0jY0SaEOcRLixE5ix3K8at/XkTT7Pu/vD5/nYUaLN8kZjfx8rmuukd535p1nlvf73s9938996zRN01DkFclkko6ODuLxOCaTCU3TiMfjpFIpdDodADabjfb2dgwGQ45Hq1DkHmOuB6C4dlKpFBcvXuT8+fMcPXoUu93Ojh07qK+vJ5lMomkazz//PKFQiPvuu4/3vve9FBQU5HrYCkXO0Od6AIprx2g00tbWxvT0NM899xzDw8OsXbuWrVu30t7eztatW2lqauL555/nL/7iL3jppZdyPWSFIqcoiy4PMRgMbNq0iVAoRDqd5tZbb+WBBx7AarXKx9hsNp566inOnTvHqVOnOHToUA5HrFDkFmXR5SnpdJrXXnsNgJaWliyRAzhx4gTT09OsXbuW5ubmXAxRoVgxKKHLQ9LpNJ2dnYyPj1NTU0NlZSVwKUiRSCQYGxvjiSeewO/38/DDD/Pggw/meMQKRW5RU9c8JJlM8tprr5FIJEilUvzTP/0Tx48fJxaLMTMzw+HDh7n77rt57LHHaG9vz/VwFYqco4QuD0kkEhw7dgyfz8ev/uqv8tGPfpSamhqSySTRaJRNmzbxxBNPYDQa+dznPsfGjRtzPWSFIqcooctD0uk0L7zwAul0mn379rFr166s/R6Ph7/6q7/i61//Ou3t7UroFDc9ykeXh0xOTtLZ2Yndbqeurm7efovFIoMT09PTb/fwFIoVhxK6PCOVSnHmzBlisRi7d+/G7XbP2//973+fsbEx6uvrlTWnUKCmrnlDKpUiHo/T09PDkSNH0DSN2tpagsEgMzMzMjDR09PDX/7lX2Iymfjt3/5t7r777lwPXaHIOTq11jU/mJyc5N///d/5x3/8R7q7uxkbG2Pz5s1UV1djsVgAmJ2d5cyZM+zbt49f+7VfY/fu3dhsthyPXKHIPUro8oR0Ok0sFiMajZJKpdA0DYPBgF7/c++Dpmkkk0ksFgt2ux2jURnsCgUooVMoFDcBKhihUChWPUroFArFqkcJXR6TSiWJRMJoWjrXQ1Eolp1wOMzExATBYHDJx1Le6jwlEAhw7tx5xscn8HiqaGlZh9PpzPWwFIpl47nnnuP06dPs27ePvXv3LulYSujykFAoxBe+8CUOH36DcFgjnfbz4IN387/+11dV6XTFqiAQCPBHf/RHzMzMsHbt2iUfTwldnhEOh/i3f/t3nn32Daqr/xyHYwPj40/xk598j8HB97N79x6MRhMOhwObzYbNZsNut2O327FYLBQUFGA0GnE6ndhsNqxWK2azOddvS6GQJBIJvvCFL9DZ2UkwGGRkZGTJx1RCt8IJh8OMjIzQ19dHd3c3Fy6co6PjPJFIITZbM3a7FZernZmZn/L66/9JOg06nQ6j0YjRaMRgMMh7vV6P0WiU+8U2k8mEwWDA5XJhMpmyhNFqtWK32zGZLomn2WyW24xGoxROlbOnWA7i8TgnTpwgFoshMt8ikciSj6t+nSsMv9/PyMgI4+Pj9Pb24vV6mZ2dZWpqivHxcSYnJ5iZ8eH1xvD7T6PTbcHrfQXoY82aNdhsNqLRKKFQiGg0SiwWI53ODlaITmGZ6PV6bDYbRqMRs9mMxWLBZDJhMpmwWCxyu9FolNsNBgM2mw2dTicfb7FY5ONtNhsGg0FajSaTSVqR4rlGozHrOYqbm5GREb7+9a/zkY98hP/6r/+it7eXsbExwuEwdrv9uo+rflk5JhgMMj4+jt/vx+v1MjQ0xODgICMjI3R3dxONRtE0DavVSklJCVu3bsPhcHDu3EV6er7L1NSPMRov8s53VvOe9xxCrzcQi8XkKop4PE4ikSAej6NpmhQ+sV2soU2lUsRiMVmlOBaLEQwG5XOTySQAc/PLM//X6/XSChTTYyFoZrMZs9ksp9QGg0FahZnPEdajxWKR1qjJZJLHzrRAxXPNZrMUW71en7VaRJE/TE5OcuTIEVwuF3v27GHDhg309vYyPj7O8PDwkloCKKF7G0mlUoTDYXnz+Xz09fXR0dHBwMAA4+PjhEIh9Ho9VquVsrIy6WMrKSmhrq6OlpYWGhoa8Pt9fPzjv8rw8Hn277+Lj3/8V9mzZ89lXzuZTBIIBEgmkwSDQSKRCLFYjFAoRCKRIBAIEI/HiUQihMNhotGo/FuInaZppFIpuQxt7jbxOpqmEQgE0DSNyclJUqkU6XRa7hOIvzPvhUiazWZsNhsOhwOj0YjL5craJ3yODocja+otfJMLTdnF/3q9HoPBILcZjcZ52xeyfBU3jtdff53XX3+dRx55BIANGzbw3HPPMTs7u+RyY0robiDJZFKe/LFYjOHhYS5cuMDZs2fp6upiYmKCdDqNwWDAZDLJE9tqtVJZWcn69etpamqivb0dl8uVdezpaTvr12/EarWzfft2qqqqLjsWg8GAwWCQBQCu9/3EYjEikYi09mZmZqSARiKRrH1+v18KaDQaJRqNZuVEaZqWdcvcJkTR7/czOzsLXFrvu9jjM48p7oUP0WazUVhYKP2Mwv/ocrkwGAwUFBRQWFgoLUshmC6XC4vFIkVv7g3I+ltYkgs9TnF5zp49S0dHB1VVVRQUFBAOh9HpdJjNZumjvvXWW6/7+ErobhB+v1+KWmdnJz09PUQikawTOVN8Ghsb2bhxI62trdTW1lJSUoLJZFrwZMk8RiqVltbSjUYEHRwOB6WlpfPGNJeFtqVSKXw+nxSxWCxGOBwmFAoRj8fx+XxEo9FF94nnJRKJKwqJTqeT1rOwCDIfv9BzF/qsHQ4HTqcTp9MpxbGwsBCz2YzT6cRqtUrrUghkYWEhVqsVm82G0+lUgncFvvvd7/LNb36T7du385GPfASdTsfFixfljEJZdCuEYDAoBa2zs5PBwUF8Ph+JREIGBZLJJDqdjvLychobG2lsbGTLli243W5sNpv0N4lp1uX4udClpKXzdjJ3fFd7IhsMBsrLy9E0DbfbnSXal7sX02NAvu9IJILf7ycYDEqrMh6PEwqFiEQi0qqMRCLz9sXjcfx+vxz7QgIo7qPRKLOzs/OmuzqdTk53xd9zt2X+n5naY7fbpYAKy9NgMEjhtFqtWfuEP3I18q1vfQu73c43v/lNNm7cKM+TV199ld///d+ns7OToaGhJb3GkoTuxIkTXLx4kdHRUYqLi9m9ezctLS0AnDp1isbGxlWbrT88PEx/fz8DAwMMDQ3h9XoJBoP4/X58Pp+cvlmtVmpra6mvr6e6ulq2JywsLMTpdFJcXHxdznO9Xo/b7SYajVJcXIzJZLoB7/LGIcRiqaTTaRKJBJqmkUgkpAgmk0k5/U2lUnKf+F88L5lMEg6HCQaDxONxaUUmk0lCoRDJZFJaFZFIRG4T4ir8l4uJZebfYhosotbiJqZowpeY6VcUwZfMlKHMMlwi4COm42azGbvdLkXTZDJJ4RTBoJWUVD47O0tvby9btmzh9ttvz9p3zz338Fd/9VecO3eO8fHxJb3ONQvd1NQUTz/9NMeOHaOyslJelfR6PT/72c949tlncTgc9PT08OlPf3rVCN3ExAQTExOMj48zMDDA6Ogok5OTTExMMDk5KXN97HY7FRUVcgpaW1tLWVkZZWVlFBcXU1pauuSooE6nw+Fw8OCDDxIKhaioqJg3lbxZENFYYF4T72shFotJ4RORaVH7T0Sh4/G4jFBHo1FZI1A8Tzw+EokQjUZJJBLSok+n04TDYflccfP7/TJIdTl0Oh2apknhs1qtMiVIuD/EbEDsE2k8IrVHiKTYJ1KGxPNEkVaHwyHF12azZUXBxTRdPGcxuru7ePrppwgEfGzZsp39+++U6SHJZJKBgQEOHz7MkSNH6Ovrw+12E4lEsNlspFIpTp06RUdHB93d3QC89NJLfP/736etrY3W1tZrPoeuSejOnj3Ld77zHQ4fPkxFRQU7duxg06ZNrF27lmQyyauvvsqPf/xjXnrpJQ4dOnRNA1lJiIiocIRPTk4yPDzM0NCQTP+Ix+OYTCYKCgqoq6ujqKiIwsJCysrK8Hg81NXVsWbNGoqKim7IGC0WCzt37rwhx74ZEbl8S0FYi8KvKAQyEonI7cJCFBFtsS8UCkkrU1ikwlKNx+NZFqgIbgmhzYymJ5NJ4vH4vLEtlBYkhNJqtcpAjU6nw+VyyQuIiHALYRQRbSF24nPT6/XSmhweHuTZZ1/lP/+zH78/TFtbN5pmYv/+23A4nDLNaWJiAk3TaG9vp7y8nGAwiM1mQ9M0QqEQMzMzHDhwAL/fj8vlYnBwkMbGxuty01x14c3e3l6+8IUv8MMf/pAPfehDfO1rX1vQBH7xxRfZt28fTz75JO95z3uWlOT3dpE5ZZmZmaGvr4/e3l56enro6elhZmYGQOZ5iWlCUVERdXV1NDU1sWbNGhobG1XpcsWSECImkr6FiCUSCZnyE4/HpWtE3IsEcbFP+Dczb8LPOfc+M/UHkAKbuW1uGhD83MoEpJVYWFjAmTNv0d1dxK5d38VgcNLd/VU2bBjn937vo+zZs7TF+dfLVVt0jzzyCE8++SSHDh3iz//8zxed59fU1FBRUcG2bdtWpMiJL1d88cJHcPHiRc6dO8fZs2elz0X4SYqLi6UfZO3atTQ3N9Pc3My6desoKCjI2XsRkVaVxrB6EL8zkTu5FEQAJjNn0u/3Z0WuQ6EQ4XCYWCxGIBAgnU4zMzMjp9pCNDMFbm4QTPgsp6amOH3ai88XpaRkNy6Xh1QKKisf5MKFLzM8vLSAwlK4KqH79re/zYsvvkhlZSUHDhyYl9OVicvl4qGHHqK6unrZBrlcpFIpRkZGOH/+PJ2dnZw/f57x8XFp6osvUK/Xk06nsdlstLW1sW3bNlpaWqitrZVZ+kIIc0UikaC/v59YLCanzEvxUSlWHy6XC03TpGAulG+Y+fdi6UAiqVwIZG9vrzyHBgcHmZqaklPqS9PYAPG4FwCdDkKh86xZ46a8vOxGvt3LclVC973vfY++vj4OHDgwryv8XEpKSvi93/u9FWPNjY6O0tvbS0dHB52dnczOzsqpqkgzSCQSmM1mKioqaG5uZu3atTQ1NVFZWZmVJ7VSolWaphEMBnniiScYGBjgtttu4z3veQ/19fW5HppihXGlvMErYTKZmJycpL+/n7Nnz3L+/Hmmp6fl9Fqn01FYWChXvNTX12O327h4cYTDh3diNJowGIJ8/vNfYteuxVfu3GiuKHTpdJquri4ANm7ceEUHuMFgyFkEMJVKMTAwQG9vL0NDQ4yMjMigwtTUFDMzM9J6MxgMeDwe6uvraW1tpb6+nuLiYlwuFwUFBTKvaaWSSqUYHx9naGiI6elpEolEroekWAXEYjGGhoYYHh6WAbjJyUmZtCvOITHjqaqqorq6mtbWViorK6moqKCgoIBXX32FL33pi1gsVvbt28eePTuxWnPnv76i0ImlPQBlZZc3PWdnZ+nv72fz5s1vi88oGo3KNA9xPzY2xtjYGBMTE0xNTckk06KiItasWYPb7aa8vFzeV1RUUFtbS2Fh4Q0f73Ijlo1dTYKxQrEQfr9fpkhNTU3J80dUy5meniYajQKX0k48Hg8VFRWUl5dTVVVFVVUVpaWl1NXVZfmrI5EwNTV12Gw2tm3bkfPz64pCJ/xRwBXL6PT19fHDH/6QLVu2LM/o5uD3+/H7/QQCAWZmZuQauMHBQXp6euQichEqr62tpaCgQKZ8iLy2mpqanH/wCkUuCIVCBAIBvF6vTJsaHBxkcHCQ4eFh/H6/XJ7ocrnweDy4XC5KSkooLy+nvr6euro6uUxxMaLRGJoGOp2eWCwmDY5ccUWhc7lc1NfXy9poizE5Ocm5c+dkOHqpiITNeDxONBplamqKrq4uuru7uXjxIkNDQ0QiEVl5wmaz4fF45PrDqqoqmfaxefNm5ahX3HSInDpxDokMg56eHk6cOMHQ0BCJREKeQ6KYhMiHq6uro7Gxkfr6ejZt2nTNqVNzo7W55KqCEb/+67/OwMAAR44c4T//8z85ePCgFDSdTsfs7Czf/OY3GR8f5ytf+cp1DSRzzWM8Hmd4eFime3R1dTE+Pi7TKUR2uFg2Y7fbaWpqorW1lfXr19PY2IjD4biucSgU+Upm7lwsFqOvr4/Ozk4uXrxIZ2cno6OjaJoml9+JEmBiuVh9fb1cebBmzZrLZlfkG1cldO973/soKCjgscce45Of/CS33noru3fvxmQy8dZbb6FpGgcPHuQzn/nMdfcf8Hq9nD17luPHj3Px4kVmZ2dlro64Fze32826detYt26drM8mlsLcTIUXRfa8SP5U3Lwkk0mGhoZ46623eOONN+jq6pJLz+Ym/qZSKaqrq1m/fj2tra00NTXh8Xjk2lpxHq0mrjph+Pbbb2f9+vVMTk4yOzvLzMwMxcXF7N+/XyY3XssSmqGhIVnpo7u7m5mZGVmvTCyfSaVSGAwG3G63TNJtbm6moqICh8OBxWKRBRZvJnQ6HU6nk4cffhi/309tbS1utzvXw1K8jQQCAbq7u+nt7aW7u5vR0VFZ9y8QCMh1tclkUrp1hCtn7dq1VFVV4XA45IL/1SZsc7lqhbBardTX11NfX08sFsPn82GxWK7KqZ9MJhkZGWFoaIi+vj5GR0eZnp6WvRBEXo6mafJLaWhokBU/SktLKSoqori4mOLiYhVh5NLazF27dpFOp2W5ccXqJRQK0d3dTXd3N8PDw3i9Xnw+n6y+K6qvGI1GCgsL2bBhQ1a1nJKSEgoLCykoKKCoqOimO4euyxSyWCzSgohGoxw//ioDA/1UVlbS3r4dl8vF6OgoU1NTTE5OMj4+zvj4OGNjYwwODuL1ekkkElgsFkpKSli/fr1M+XC5XJSXl+PxeKiurr5hi+LzHZ1Op9bVrlLS6TRer5epqSkZHZ2YmGBwcJD+/n7Gx8dlsq5er6ekpISmpibKyspwu93U1dVRVVWF2+2mqqpKBeJYYj26VCrJf/zHj/jOd17g4sVp6uoK2bfvBGvWrKW3t1fWagsEArLES3FxMW1tbTidTkpLS6murqahoYG6ujpqamqW630pFHmDWF8qUqfGx8cZHBxkYGCAgYEBBgcHSSQSstpIWVkZLpcLp9NJQUGBrJZTW1tLXV3dqimNtpxct9Cl02kuXLjA//yfj+PzHcDj+f8YHDzCH/3R71NZaaO0tBSTySzLuYgS042NjWzYsEHWa7Pb7TLHJhgMZtXfF4vVxQqFzG03O+l0mkAgINcXitpjipWPqFMnatWNjY3xxhtvcP78ebq7u/H5fNJaM5lMst+FzWajoqJCVqdubGykrq4u128nL7huoUulUjzzzH+gae1UVh6itLQJg0FPMPgepqaeJBaLYbPZZZ19h8NBIBCQEaFnnnlGNiq5VN6lUH6pooKDqJUlqocUFhbKUkmLVUq9mj4Ai23LF0SHrb/5m79hdHSUHTt28K53vWtFFlJQZOeTTU9Py1zQCxcu0NPTI4VNiJuwyIxGI+Xl5bS0tNDc3Ex7e7v6jq+T6xY6nU6Hx1ONTteBpsUwGkHTEsRiw7hcBTQ3N2OxWLO+QJEHNzMzg06nw+v1Zu3PrAhyue5K4m8hfgaDgeLiYpnoKBbii/Z4BQUFcp/D4ZCCms95QslkUkbdqqqqiMViuR6SYgFmZma4ePGizAcdHByUaR+iUKZIoSosLGTNmjWsW7dOFpcoKSmRTZRutuyC5eS6PzmDwcChQ/fy7W//G2+88Xv09lYTi41RWenjT//0G/IqJpqTiLZ3QFbRwHA4nNVTVNTEgvlNSha6n5yclHX4RQ6QqLt/uV6e4jE6nU5alWJVheh0JTo4iem32Cdq8QurMxc/QJEPJcrjqDy6lcHIyIhcfdDf38/k5KSs+SbuxfdVUFBAY2Mja9euZfPmzVRXV+NyuWT3MBVEWD6WZNEVFhby4IOHGB7+Czo6jrB+fSsf//jHOXDgwLxSz6IjPCCrHyzWLR6Q3eZFUb90Oi3LTYsSMaI5SSqVklVYRe2seDw+rw7/Qp2rNE2TPkRRe1+UkRb19MU+sRJD3IvmJuLxDodDOozFczM70Isa/BaLRfpcDAbDNTcsEcIuBHw1JnjmA5qmyQofYs3ozMwMMzMzstJHOBwmnU6j0+moqKhg3bp11NbWUl1djdvtlmlTFRUVqypFSBgTwLym5blgyabIli1bqK6u5PTpU1RVudmzZy86nU5ejZZal06UkBYVT4XQiYXCmTX3xdo+0ZhE7BMiKoRVrKPNFOPMBifC0S+cxaKHaCYLfXFCsK4kdEIgRQBBLMMRCdALia5oci3+Fv1KxZjV1PXGo2kaIyMjeL1evF4vY2NjjIyMyNvY2JicjVitVkpLS2lqaqK0tFSmTIm0qcrKylV9cRK/a3FurvhF/VfikliA0WhC05AlnZYL4U8DKC4uvq5jCOtRNCQRdfhFyzrRrET0/UylUgSDQVm3PxqNypLR4l74VTLr7QsRFZalmJZnNji5XGXXdDqd1cpO+BgdDocUTTGVBmROYldXF6+88oosuuByubLa42W2zxPbF5vmi30K5IwhEAgQCoUYHR3l9OnT9PX1yeiopmnyolRZWSkDb2VlZdTV1dHQ0MCaNWtuutQpkU4mzp+8FzrBSqpUMBfRuMNqtS4pAVkIo2hMLawq0QxZWIFCJMWSNuGDFBak+KwyCxlAdj8LQJ5IoltSZpOTeDxOT08PkUiE48eP09/fj91ul/uFL7GgoEBaky6XS3YuE8Lpcrmw2+1SVF0ul7QshTWemdaTeROCOLeBc+YtnxDBATEz6O/vp6uri7Nnz3Lx4kXpDxbui9LSUtkysLS0lNbWVlpbW2lpaaGioiLXbyenZOrBSvgtqDDONSDC/tcrlsKXKCxL0aJOCGcoFMLn88m1vj6fT9bpF88RYmswGCgqKsJms1FQUCDXLWZebBKJhJxmXSuiHZ7ZbKawsFCm/zidTukoF1WYhZgK0bRYLLK7vIiKz70I5vqHPxe/309fXx/nz5/n3LlzXLhwQTaGEWMV7hij0UhdXR0bNmxgw4YNNDU14Xa7lSW8glFC9zYixOlyFt1CFt/cx4puTuJe1BwTAik6PYVCIWZnZ2VvDLFdiG3mSTz3XvwtgjoTExMLpgLN3bbQLbNNpBBOYV1m9uQQ0eyCggK5jtpiscjGy9fLG2+8wdjYGFu3bsXj8QCXhK2rq4szZ85w8eJFRkZGZGBL9BQR0y2Px0NzczMNDQ1UV1fT3Nws+50K98BKE25FNkrocsBymPKVlZUA0k8oUk3m+hIz008yfYuapmX5IIPBoPRNLuTPFNZnOByWwimsy6tJAxKCMDdaLXyE4iYiypkpQ+LvTP+lyIkUwRvhmhBFWEtLS/F6vTz++OP09vYSi8Uwm83/L3hWzcjICMFgkEAgIFOg4vE4FotFillDQ4MMJojXEq+jyC+U0OUpmeXtl5rHJ4InImiT6aeaG+UWS5cyo9miZ6gI6GRGvIVYzk0JEkEf8dwrTW2FWJrNZun8FylAIvVHCKOIeI+MjPDss89SXl6OwWBgamqKgYEBKioqMBgMpNNp7HY7NTU11NTU4PF4ZIOXsrIyiouLl9xbVbEyUEKXp2iaRiQSkWWaRG7f9SAsrKUgotdzhU5MB0UKjBA6sV08J1NYM3MqhRUq/s4UXNF0WUS8RSc0nU5HKBSSQRyPxyMjy2NjYyQSCd7xjndQUFCA2+2WfUSqq6tVL5FVihK6PCUajfKzn/0Mv99PXV0dLS0tOT1JRcR2KYgpeOYqGSGCPp9P+iEzrUIhlGKqLXyc4XCY7u5uTp48SSgUwmQyEQwGcbvd3HXXXXzwgx+kuro6q3OVYvWihC4P0TSNUCjEt771Lbq7uzl48KAsrJjPCD+d6AtcVVV1XccRwYSXX36Z3/iN32B0dBSj0cjMzAwPPPAAv/M7v5P3n5Xi2lDx8DzGbDbLqKSK+v0ckTO4f/9+vvnNb2IymZiZmeH+++/n/e9/vxK5mxBl0SlWLWazWba99Pv9tLW1SWtRcXOxZItupWVAKxSCzKRnEaFVSb03J0v+1kV4H36+plShWCnMTbhW3JwseepaXFwss9bj8Tg+n2/Jg1JcHWJFxEoog7OaSKVSeL1euWY4M9kaLs1cRGMnRX6wZKETy3QAmUWvuPEYDAZqamrQNI3y8vLrbhyumE8sFuPYsWOyppyoZG2326XoRaNR2bfB7Xavqlpyq5ElC93c0kPKB3Lj0el0uFwuPvGJTxCLxSgoKFBO9mVE0zSCwSAvvPAC//iP/0htbS0f+MAH2LlzJ9FoFK/Xy3PPPceRI0e48847+fznP88tt9yS62ErLoOKuuYpRqORhoYG+b8KAi0fDoeDBx54gBdffJF0Os2+fft4+OGHaW5ulgv9f+M3foM/+ZM/4c/+7M+Ix+M8/vjjsmCAYuWhzK88Jl/rvuUDJpOJY8eOkU6n2bhxI83NzcDPk5oB7rzzTpqbm3nttdd4+umnczlcxRVQQqdQLMDQ0BD9/f3odLpFe6c6nU7sdjuBQICxsbG3eYSKa0FNXfOUWCzGG2+8QTAYpKqqioaGhrxu37iSiMVinDp1ilAoxPr16xetFjwxMUEoFJLlpRQrF2XR5SFiresPf/hD/u///b8cOXKE6enpXA9r1RCJRDh27BjJZJJt27bhdrsXfNz58+cZGRmhtLR0UatPsTJQQpenpNNpJicnGR0dZXZ2VpYoUiydSCTCK6+8QiqVYufOnbLI6VxOnDjB8PAw69ev57bbbnubR6m4FpTQ5THCMS6q8Couz9WujgiFQhw9ehSArVu3LtgjZHZ2ltdffx2A3bt3s2bNmuUdrGJZUUKnWLVkNiUKsTYAACAASURBVFEGsjqsLUYqlaKrq4toNEptbe2i+Yn/5//8H06dOsVHPvIRHnrooWUdt2L5UcEIxapGlGQSVYej0ehlHx+NRuno6ABgz5498wIRoVCI//2//zePPfYYH/vYx/jMZz5DbW3tjRm8YtlQQpfHZDbQVmtdF0bkvMHlLbrp6Wleeuklnn76aZ5//nkAOjs7+R//439QVFQke/NOT09jtVp55JFHuOeee2R+nWJlo4QuT9Hr9RQWFlJSUoLD4Vhyg5zVSuYF4HLJ1aI/bWtrKx6Ph2QySVlZGTabDb1eTzqdJhQKUVVVxfbt23nnO9+pPvM8Qn1TeYhOp8NqtbJ//35mZmZobGxUvQ+WSGFhIXfccQd33HFHroeiuAEooctT7HY7999/f66HoVDkBSrqqlAoVj1K6BQKxapHTV3zlFQqxeTkJIlEAofDgcvlUsUfFYpFUEKXh4jCkN/+9rcZHR1l+/bt3H777aoemkKxCEro8pREIsGJEyfo7u7G6XSyc+fOXA9JoVixKB9dHmO1WrHZbKqNn0JxBdTZoVAoVj1K6BQKxapHCZ1CoVj1KKHLUzRNIxKJEA6HicViVyw/pFDczKioax6i0+mw2Wy8+93vxuv10tLSQnFxca6HpVCsWJTQ5Sl2u513v/vdpFIpzGYzNpst10NSKFYsSujyFFGmSaFQXBnlo1MoFKseJXQKhWLVo6aueYhY6/rkk08yMTHBxo0b2b1796KNlhWKmx0ldHlKPB7n5MmT9PX1YTab2bx5c66HpFCsWNTUNU8ReXShUEjl0SkUV0AJXR6j1+vlTTWwVigWZ8lCN/cEU5aFQqFYaSxZ6Ox2u2z7lkwmr9ggWKFQKN5ulix0DocDp9OJpmnE43G8Xu9yjEtxFWiaJm8KhWJxVNQ1TzEYDNTU1ADgdrsxm805HpFCsXJRQpeH6HQ6XC4XDz/8MLFYjMLCQkpLS3M9LIVixaKELk8xGo2sXbs218NQKPIClV6iUChWPcqiy1M0TSOZTKJpGnq9HoPBoHLpFIpFUEKXpyQSCc6dO0c4HKasrAyPx4PD4cj1sBSKFYkSujxE0zQCgQB//dd/TV9fH/v37+d973uf8tkpFIugfHR5ishbjEajJBIJlUunUFwGJXR5TOZaV8XC6HQ6DAYDcGl5orog3JyoM0Sx6nE4HBgMBiKRCLFYLNfDUeQAJXSKVY3omKbX6+U0X3HzoYQuj0mn02o6dhWIz0en06kUnJsUJXR5ik6nw2w2Y7FYMBqN6gRWKC6DSi/JQ8Ra10996lMyj071i1AoFkcJXZ5iMploa2vLWhmhUCgWRgldnqLT6TCZTLkehkKRFygfnUKhWPUoiy5PSSaTDA0NEYvFKCgooKSkBIvFkuthKRQrEiV0eYhY6/r1r3+doaEhdu/ezcGDB6mtrc310BSKFYmauuYpqVSKwcFBenp6mJiYIB6P53pICsWKRQldHqNy5xT5wEr4nSqhUygUy45Op8tqg5rr1TtK6BQKxbJjNBpxOp0ABINBkslkTsejhC6PEWtd1XpXxUpDr9djtVoBiMVipNPp3I4np6+uuG50Oh1WqxW73Y7FYlE16RQrjpVUTEGll+QpZrOZ9vZ2PB4Pzc3Nql+EQnEZlNDlIWJR/yc/+clcD0WhyAvUfEehUKx6lNApFIpVj5q65inpdJpAIEAqlcJisWC1WlWpJoViEZTQ5SmRSIRnnnkGr9dLS0sLW7dupaysLNfDUihWJEro8hBN0wiHw/zoRz+iq6uLgwcP0tDQoIROoVgE5aPLU1QenUJx9aizQ6FQrHqU0CkUilXPsgidXq9Hp9OhaRqpVGo5DqlQKBTLxrIInclkwmw2E4/HCQQCy3FIxVUQjUaJRCLE4/GcL5pWKFYyyxJ1NZlMGI1Gkskk4XB4OQ6puAImk4n29nYqKirUWleF4gosi9BpmoamaSuiSsHNgE6nw+l08tBDD5FIJLDb7RQUFOR6WArFikXl0eUpBoOBysrKXA9DocgLVNRVoVCsepTQKRSKVY+auq5whO9z7t/hcJjDhw8zOzvL2rVraWtro7i4OJdDVShWLEroVjDpdJo/+ZM/oaysjHvuuYf6+nrgkuBFo1EOHz5Mf38/t99+OzU1NUroFIpFUEJ3g0mlUszMzKBpGkajkXQ6TSqVympmYzab54lUOp2mq6uLRx99lDvuuINbbrlFCp3Y7/P5mJ6eXhFdlhSKlYwSuhtMNBrl2LFjzMzM4PP5MJlMuFwuzGazTMsJBoNs2LCBpqYmioqKMBgMRKNRfvSjH2EwGDh06BAtLS3zjm0wGDAYDHJlimJhMqf+qlvazYkKRtxgNE1jdnaWn/70p3zuc5/jb/7mb+ju7kbTNBKJBKFQiL//+7/ntttu49FHH2V0dBS4VG/uJz/5Cdu2beP2229XCcFLwGw2o9PpSCQSaoniTYqy6G4wTqeTBx54gJdeeolkMsmePXv45V/+Zerr60kmk6TTaRoaGnj44Yf5wQ9+wNatW/mVX/kVvF4vzz33HD/4wQ9obm7O9dvIW/R6PYWFhRgMBkKhENFoNNdDUuQAJXRvAxaLhddeew1N09iyZYv0tRmNP//4hd/OZDKRSCR44YUXuO2227jllltkI+C5pFIpUqmUamB9BcSKHfUZ3byoqevbwPDwMD09PZSWls7ztaXTaZ544gnGxsZ473vfy/79+/H7/RgMBj772c8uWjVYr9dTVlZGZWUlRUVFmEymt+OtKBR5ibLobjCxWIxTp04RiUSoqKjglVdeIR6PE4lECAQCnD59Gp/Px+/+7u/y4Q9/mMrKSkKhEHv37qWmpmZBAdPpdNjtdt773vcSDAbxeDyUlJTk4N0pFPmBErobTDgc5vjx46RSKerq6giFQpw7d45kMsn4+DjPPvssTU1NHDp0iHXr1gHgcDgWjLJmYrVaecc73vF2vAWFIu9RQneDiUQiHD16lGQyycc+9jE+/OEPZ7UlvOeee7j77rvp7e3lscce453vfGcOR6tQrE6Uj+4GEwqFOHr0KACbN2+e13t19+7dFBUVcerUKS5cuHBNxxZ5YcrJrlBcHmXR3UBSqRRdXV1EIhG2bt2Ky+XK2p9Opzl//jyJRAK4lIpytSSTSYaGhojFYhQUFFBSUoLFYlnW8SsUS2ElXYCV0N1AYrEYp0+fBuAd73gHFRUVWfu9Xi9f+tKX8Pl8fPrTn2b37t1XdVxN0wgEAnzta19jcHCQvXv38gu/8AvU1dUt+3tQKK6XlbQiRQndDWB6eppXXnmFZ599lsOHDwNw+vRp/vRP/xSXyyVXS5w5cwav18vv/M7v8NGPfjRrLeuVSKVSDAwM0N3dTVNTE/F4/Ea9HYXimjEajXI1TzAYzPmKFCV0NwC9Xo/RaKSqqop7772Xe+65h8rKSqxWq0xeTSQSNDY28oEPfIC77rpr0Xy5xV/DgM12qYG11WqZ5/tTKHKJXq/HZrMBl9Z7K6FbhRQVFXHgwAEOHDhww14jHo8xOzvL9PQUXu8UkUjkhr2WQnGtZPaPyfW0FVTUNS9JJBK8/vobdHZO0dUV5tVXz3Ly5Ek0TSOZTJJMJueVglIo3k7ezt/ezMwMJ0+eZHp6etHXVUKXhwwPD/O5z/0BBsNDbN36JENDLTz++Df4xje+zrlz5zh79izd3d1MTU0t6rtTIqhYLfzkJz9h7969fOUrX1l0ZqOmrnnC1NQU3d3dXLx4nhMnTmM0tlFaegC7vRpN0zE5+Xc89thjtLVtksU9W1pa+MVf/EW2bNkCXEpnOX36NC+88ALhcJiCggIKCwtxOp2yTl5bW1vWcjJN0wiHw6pMlCJnjIyMcOLECTRN4957783aNzAwwAsvvADA/v37F13zrYRuBZJMJpmenmZgYID+/n4uXLjA5OQk4XCYYDDAxMQ08TiYTCWYzaDT6QmHpwkGJxgZGZG17qqqquY5gaenp3nzzTeZmprCarViMpkwmUzo9XrS6TS/+Zu/SXFxsfSvBINBHnvsMfx+P3Ap189qtaLX63E6nbS2trJr1y6ZwxeLxZiammJ2dpaioiLMZjNOpxOj0bjgjzCzD4ZCsRBPPfUUf/u3f8vdd989T+jOnTvHW2+9xc6dO7njjjuU0OUTfr+f5557jtdffx2v18v4+DihUIh0Oo3D4aCqqoJkcpaenj9C08rx+9+kpSXNL/3SFzCZzLJqcX19PW63O+vYQqBE+fVAIEAkEiGVShGNRkkmk1nCE4/HOX78OLOzs6TTaSmOcEn0kskk27dvl0IXjUbp6Ojgpz/9KU6nE4PBgMViQa/Xo2kaHo+H+++/H7vdDlxyWgsxF6LrdDrR6XQYjUacTifFxcVZDbqvRxx1Oh16vV5Fp/OMF154gSeffJI333xzXh4qwMmTJ5mYmOArX/mK/E0thBK6HBCJRPB6vfj9frxeL8XFxTQ1Ncm6cyLP7rXXXsNms1FZWSkrlJSWluLxePD5/Lz88stMT5/H5Spm//53ct999xMMBtHpdITDYcxmc5ZA6HQ6GhoauO+++/D7/SQSCSKRCNFolEQiQTAYpLq6OmusJpOJzZs3EwgESKfTUgxFjwqLxZIlOuFwmK6uLl5++WVZb0/4A2OxmCxgkClW58+f5zvf+Q52u11agHq9Hr1ej8fjYdeuXbS3t8vXmJycpLOzk9nZWaxWK2azGYvlUoqNSOspLy/PGlcsFiMUCuHz+WTQRpW2WtkEg0GOHj1KX18fgKy+LfB6vfT399PU1MR73/veyx5LCd3bgKZpTE9PEwqF8Pv99Pf3093dzcjICN3d3bS1tfGJT3yCqqoqAFwuF7t27aKrq4vi4mLWrVvHpk2baGxsxGw2y+P+wi8cZHp6ioqKSqzWS1cz4V9bqCOYTqejvr5+0cTkRCKRVQwUwGaz8b73vS/LAozFYiSTSWKxGK2trVmCYTAYKCsrY8eOHaTTaekvFCJZU1OD3W7PEqFQKMTY2JhsHiSWxMViMZqbm2loaMga08DAAN/+9rc5efIkhYWFuFwuXC4XJpMJg8HAAw88wF133ZX1vqenp5mdneX48eOy14bVasVisUhhFJ9tOp2Wlq5Op5MCKvpzGI1GWZ5dceP4wQ9+gNvtZtOmTQwMDBCJRAgGg3Kp5OnTp3G73ezduxe9/vJxVSV0N4C5U6t0Os2Pf/xjXn75ZQYHB4lGo9JisVqtDA8PE4vF5ONNJhObNm3iq1/96mWtDperAJerYNH918pCryXGcrW43W7e9773cejQIWZmZuSPU/THMBgM816noqKCnTt3EovFiMVi+P1+0uk08XicmpqaecnU8Xgcp9NJRUWFFEeRWuD3+/H5fFmP1zSN8fFxotEoTz/9NK+++qpMv0mlUhw6dIgPfOAD0pqNxWIcPXqUkydPYjAYcDqduFwuHA4HVquVwsJCbr311qz3kUwmCQaDslFRZh6ZXq/HZDJlXUQ0TSOdTsv/VYOjn6NpGqOjozz11FP88R//sfzeIpEIJ0+eZM+ePRgMBgoLC7nnnntYv379FY+phG6ZmZmZAS7VlBMWgrDopqamSKVSWCwWNE3D5XKxbds2NmzYkBXpFP6pfMVgMFBQUDDPr7YYe/bsYc+ePVnbdDqdFEiRYS+ora3lzjvvpK2tjWg0SigUYmZmhlgsxuTkJEVFRVmvG4vFpI/OZDJhsVhkkCaVSuFwOOaVtZ+YmOCNN94gFotl+fXS6TRGo5F/+Id/yHqdCxcu8Nu//dtUVlZisVhk1Wcxlb7llltob2+XYub3+5mYmJAXvZKSEoqLixctm38zEY1GeeSRR/joRz/Kxo0bOX/+PHV1dUQiEdk6FGDr1q1Xfcz8PZtWCKOjo3R2dtLb20tHRwfj4+Ps3LmTe++9l7Vr1wKXrtYbN27k9OnTNDQ0sG3bNpqbm6mpqcFms8mTbzVzOWtlsX2LVXPxeDy43W5plYkpsvg70ymt0+kwmUw0Njbicrk4ePAgbW1tMscwEAiwcePGea+l0+lwuVwkk0kikYgM0uh0OoqKiuaNORqNEg6HmZiYQKfTMTo6ik6nI5VKUVFRgcfjYcuWLfJ54+PjPPXUU7z++utyyi2mXzqdjn379vHQQw9lvcZLL71EX18fxcXFWCwWiouL0TQNh8NBSUkJRUVFK0YoxWeVaeFeDbFYjBMnTmC322WRC5fLRVFREdPT05w5c4aDBw9e83iWRegym4/cLImo3//+9zlx4oR0cgeDQemH0zSNzZs3Zwnd9u3bqa6uxmw2U1RUJCOSimtH+NiuFr1ej91up6ioiObmZvbu3SuDK8lkEpvNliUQNpuNAwcOcOutt5JIJEin01lTcBF9zsTlcvGud72LaDRKPB6XC9lDoZCMHmee7H6/n4GBAQYGBqTlL84hvV5PW1vbvPdx8uRJXnjhBdnVzGQyyXOuvb2du+66i8bGRvn41157jZMnTxKNRuW0O3P63dbWlmV1J5NJ/H4/DodD+iWvF5PJRDweZ3JykpKSEjnNv1LEvL+/n89+9rOUl5fz1a9+FafTydmzZxkbGyOdTjM8PJw15b9alkXoLBYLFotF+mFWC9FolP7+fvR6PWvWrMn64oeGhnjttdeIRCIYDAYcDgc1NTV4PB7q6+vnRS+Fw1yRG8TJJU64y30XBoOBioqKeekMIrCSSCSygkIibeaDH/xgVqBGBFaMRiNNTU1ZJ3hlZSX79++nsbFRtmIMBoPE43HS6TQ1NTVZrx2LxQgEAoyPjzM5OZllUESjUcrKymQkXHDx4kWOHDnC7OysjGiL9KDCwkLcbneW0M3MzPCtb31LXkjMZjMmk0lat+3t7dTX18vPMBKJMDg4SDwex2KxyKRzvV7P0aNHefrpp/F6vYyOjvLMM8/w/ve/n9LS0kU/95GREQ4fPszu3bvZt2+fDASVlpbK9p+9vb3XZUwtm9CZTCZp5ucjmqYRiUTw+XxMTk7K24ULF3C73dx33314PB75+NbWVrxeL/F4nNLSUkpLS6mpqaG+vh6Px6NEbYWylBmHCCDNDabodDqcTuc19d+trq6mpKSEcDgs/ZE+n49EIkEymZwXgNE0jVtvvZXCwkL5mEQigU6nIxAIsHXr1nkNkiwWC6WlpXJqH41G5Ws4nU7C4bB8bDqdxuv18uyzzxKJROQ0WlhgpaWl2O12PB6PfP8+n4+XX36Z/v5+bDYbFosFu93O9PQ0L7/8Mr29vbjdbiKRCN/4xjeoq6vj3e9+96KfSUdHBz09PXz5y1+e917C4TDPPfccFy9ezLrIXC3L5qPL94jR4OAgb775JkNDQ7z11lv09fXJ/LL169fT1taWJXSbN2+WglZfX6+moYprQnRyE/7Ey1k6cKkZ0p133smdd94pt4kgi8/nk/mHmbS2tmK1WpmeniYajUqrMBqNyuV/AnEBWLduHdFoVPoXhRUrxHxupPnChQscPXpU9hiORCIMDAwQj8fZuXMnNpsNvV7PkSNHOHv27DyhEytpOjo6eP755zEYDFlBHhFoEgbUwMAAb775JmvWrJEpRVfDsgndSvfNiS9MOLAzI3npdJqjR4/yxBNPYLPZMBqN8uqkaRpms1kugRJUV1fPm54qFG8nIoBVXl6+4P6NGzeycePGqzqWXq+npqaGT3/60wQCAelfDIfDpFIpgsEgdXV10po0Go2MjY3R29tLf39/1gqbZDJJYWEhqVSKeDyOXq+XCd1zGR8f52tf+xo//OEPCQaDvOtd7+LUqVNs2bIFvV7PmTNn+I//+A+ef/552S7gy1/+Mg888ACHDh1a9L3P5aaIukYiEXp7e+ns7OTMmTMEg0EeffRR+cHr9Xpqa2uprq5mdnaWqqoqqqur2bRpE21tbVRXV6tF7YpVjbDYNmzYIKerc2dpZ86c4a//+q85ffq0THiPRqNomiYjx+l0mlgsRiQS4dy5c1RUVMhWnwtN7Wtra3nkkUf40pe+JMdhNBrla+/YsYNt27bxxS9+URpTwoVwpSThTFal0KVSKUZHRzl27BidnZ2Mjo7i9/tlhNTpdMqrhhC7lpYWfuu3fgun00lJSYm06ha7EikUqxEhcOFwmGPHjnHs2DG6u7sZGBhgampKTn1jsZgMnKRSKaxWK2vWrKG9vZ13vOMdVFVVcfLkSV566SXq6ur44Ac/yI4dOxZ8vctFd69V0BZjVQhdKpWaJ0ZTU1M89dRT+Hw+wuGwrMt2aVF81bzClCIPKZ8TdRWK62V4eJgTJ05IS21oaIiRkRGmpqbw+/1ybbQ418TSxC1btnDLLbdQXV1NQUEBxcXFVFRUYLfbaW9v5+DBgzidTurr63N6buXlWR0MBhkfH2d4eJiJiQl8Ph8PPPCAXN8p0j2mp6cxm820tLRQVVVFRUUFbrebyspK1qxZkyWOy3XlUCjygdHRUc6cOUN/fz9jY2MMDg7S09PD6Ogok5OTBAIBmSRtMplwu91UVVXR3NxMa2srHo+HsrIyGhoaWLdu3YKzHrfbPa96Tq7IC6HTNI2ZmRmGhoaYnJxkYmJCdsASa0e3bt2atZC9srKSe++9F6vVSl1dHfX19dTU1KiKFYqbjmg0ytjYGF6vl9nZWWZmZnjrrbc4fvw4Z86cYXJykmQyKVdnOBwOamtrKS0txe12U11dTU1NDXV1dbS3t7Nhw4Zcv6VrZsUJncgPylwEnU6n6evr4/HHH6evr0+azxaLRZrLPp+PSCQio6kul4tf+7Vfy+VbUShyQjweZ3Z2lkgkQjgc5uzZsxw7doxTp07R1dXF+Pg4mqbJc0jkyNntdpxOJx6PR6ZUbd++Xa7wyWdyLnQimVFEa/r7+xkeHmbdunWsWbMGuDStFCWMRIDAbDZTWVnJpk2bqK2tpa2tbdWvF1VcH2JaJfLCVhOiAosoUhAKhTh9+jTf+973OHnyJP39/bLclHDPFBQUyMTn0tJS1q5dy+bNm9m9eze7du1alRkGORU6kVx45swZTp48SW9vL5FIhHQ6zSc/+UkpdDqdjqqqKvbu3Us6nWb9+vWsXbuWoqIiDAZD1uJhhSITkTZhMBgIh8NZ5bBWA8PDw/zsZz/j2LFjnDlzhsHBQZn7JoTdYDDI4JvT6WTdunVs3ryZ++67j40bN8p+w6u5AvOyroy4lioFx48f58c//jFdXV0kk0nC4bCsEhEMBuXKhMzF0w888ACArCqrUFwNokimiBrmM319ffzkJz+ho6OD/v5+vF4vgUBAnj+ZFaCtViu1tbWsX7+eHTt2sGPHDmprazGbzdhsNgoLC28an/WyCF0qlSQY9JFMJojFonL79PQ0g4ODBINBysvLWbdundxXUlLCzMwMZ8+elblrLS0trF27loqKCtrb2+d9CZkLkBWKqyWzkfJKX8Ezl46ODs6dO0dvby9jY2Oy4snU1BQ+n08WDxDlqURk9LbbbqO1tZWioiKKioqoqKiYV17+ZmLJQjc8PExnZw8GQwV2u4Pu7gG++91/Rq/XMTU1xejoKOFwmO3bt2cJXVNTE3fccQfl5eV4PB4qKiooKyuTtcZUPpviZmN2dpauri6ZXTA2NkZnZyd9fX0MDw8zNTVFNHrJkDAajZSUlNDY2EhdXR1r166V1Zhrampob2/PWjN6s7NkNfnbv32cwUET27Z9Bru9mKGhF/n853+X8vJSOZU1mUykUiluueUWWWHXaDRSU1MjQ9eiyoK44qTTaZXXpljViCrDs7OzhEIhTpw4weuvv8758+cZGhpidnZW+p5Fd7Q1a9ZQVVWFx+OhsrKShoYG1q9fz9atW1dlEGG5WLLQfe97/0RT06O8850fIp2G8fE7+fM//3sikeD/SxExYbPZOHXqFH/2Z38mr0QGg0HW4X/zzTdxOp2YzWYcDgc2mw2bzSZD3sLHIupTza1eOjcgsdA2hSKXpFIpwuGwrIgzPj7OqVOnOHr0KGfOnKG7u5tQKCSXRJlMJiorK+W5UFRURHV1NTt37pRl5BVXz5KF7lJpmDjRKGgaxON+TCYL1dU1Mj9HTENHRkaAS1VEIbviyUK+E7FNFP4T7fusVis2m02WjckUTqvVit1up6CgQBYYFFfDhdJPMkVwriBebp9CcTlEaXe4lLDb09PDiy++KPPZxsbGZJKuuDi7XC50Oh0Wi4WKigrWr1/P9u3bueOOO2htbVUznCWwZKH71Kd+k3/+58P86EdvYDK5CIVO84u/+EvcfvttmEwmWb5FdHfKvA+FQsTjcSkilxOWQCCATqdjZmYmy6IDsmrtz43+Zt7r9fosgRQNXERJJofDIbcbjUZpcTqdTtltfqXU5FesbF599VVeeuklOjo66OrqYnp6WpY4SiaTMp8vkUhgMBjweDzs3r2bu+++m507d8rCm6JkuhK5pbFkoXv/+/8bdXVreOGFV/D7g+zY8d/Yv/92WQQwswZcZiE/ESkSZadDoZAMjwsTPxqNEolEZBMTkXoiysCIuvyzs7MybWAhgRNk9ugUUwSj0Sjzh8R2cZUVJaXF/sznOxwOLBaLrMMvhFEUAxRTDlEQUfQNENsUq4szZ85w/Phxzp07R09PD0NDQ/h8PlnTTaS2JJNJGUQQKw+2bdtGQUGBbAJzuY7ziutjyULncDi47ba9NDY2EItFqaqqprDw2qM9QvQWuokCfqLXp/jBxONx2c4unU7LH1QsFpNJk6FQiGQyKZuWxOPxrH2hUEj2ExXJyoLFLMzMQoImkwmz2Sy3Wa1WKYai6bHYbzKZsm5GoxG73Y7BYMBut8tjCUEUTV2MRqMUSJPJJP2WitwQi8U4ffo0Z8+eZWBggNHRUUZGRuSC+Onpadk7wmg0UlxcTGtrKxs2bGDz5s1yHWlpaSlVVVUqOvo2sEw9I6ysWdN45QdeBr1ej9lsXvIJLBqShMNh2b1JWI2JRIJEIkE0GpVln8X+eDxOqnhSAAAACmRJREFULBYjlUoRjUblkjQhnEJoxT6RmCn2iy72YvuV/I/CohRCJ9oeioCMEEyr1Spr45nN5izRs9lsWU1MxOPmCrFIsBYNs8V+IcSKy+P1eunt7ZVli4aHhzl//jydnZ0MDg4yOztLMpmUn69Ik2poaKCurg6Px4PH45GVP1Tq1NvPqvvExUm81HWvwuITYhgOh+XUWewT4pi5T2wXlqiwVMW9sEbFlF60zxOCmUqlGB4eltsFCwmnaI1nt9ulmInlTiKKbbVapYUops9CYMXnJKxJ0fFJCKBer5dT+0wLNXNKL/av9GDN1Y4vlUrh9XqZmZkhEAjg9Xp56623eOONNzhz5gzDw8MEg0HpxrDb7bLRTWlpKR6Ph9raWlpaWubljipyxw0Ruiv1bswHFuo2f62IVAK/358lhJl+G7EvEAgQj8eJRCL4/X6CwaAUSJHRn9mkee69mNaLVniZxRIWEsy592azWfoXM32JYpvwP1osFmw227zAjXjOQuk/c//OXGA+N7C03L+bzJ7DwDynvrD64/E4oVCInp4ejh49KoVtdHRUtiw0Go2YzWaqqqpkdL+yspLW1lZ27tzJrl27aGhoWNbxK5aHZRe6ZDLJ2NgYbrf7pvcjWa1WrFbrklofBgIBEokEwWBQLkr3+/2Ew2FZ9VWIZzwel8Lp8/nkySuqV2Sy0HQ6FosRjUYJBAJXfOxcRNmfzKi2qNgs0n7EPqPRSGFhIYWFhZjNZhnxtlgsMo1oLlcrgAu9T+FqENa02J5Kpejs7OTFF1+UzZ4HBwflcXQ6nfwORXGA+vp6tmzZwu7du9m7dy+VlZVXNS5FbtFpy7z479y5cxw4cIB3v/vdfPGLX8xqEai4PoRFl2mFiRN47n7xmEwrTrS5E53YhQCKyLbf78/q+ZkZARfP8/l88yz1uX/Ptd4y038WSgm6XDpQZmqPsBQLCwvR6XQUFRXJabnL5ZLW91xRNZvNDAwMcM8999Df308ikeBd73oXt956K0NDQ1y8eJGJiQnpi53rchBBhPb2du644w62b98u/aSZU33FyueqLbrOzk5OnTpFf38/mqbJREaA7u5uLBYLJSUlPP/88wwODtLS0qLC5MvEtVSFWQiXy0VZWRmapslASWYZH/H3Yuk/4vGik7xIBxLT8WQyKcUxHA7LfUIkRWRbpA4tluco7jO7Sol7sQxK3Iupr9iXmTIkfIfRaJRz586RTCZpbW1F0zQuXLhAR0cHRqORQCAgRc5oNFJVVUVLSwubNm1i9+7d1NbW4nK5cDqdFBcXqxzKPOayQpdOp/nXf/1XnnnmGVwuF9XV1RQXF+N0OhkcHOTRRx/FbrczNjbGoUOHaGxs5MiRI9TX13Pw4EEVNl9hCJFYKiLaPDftR0S1xTaR9jM3JSiZTEpRFEEYEbkW0XKRSymSzdPpNKFQSC6lSiQS895bJgaDgdnZWTo6OtixYwdFRUWYTCamp6cZHh7G4XBQX19PfX09W7dupampCbfbTUlJCVVVVdTV1akk3VXEokI3OTnJt771Lf7lX/6FkpISNm/ezC233EJ9fT1Op5Ouri7Onz/P3/3d39Ha2sqDDz5If38/r732Gh/72MdobFxauoli5SIc80tB0zQZrV5I6ITAifxHIXCZKUNCVDVNIxKJoGmaXH0AyE5WIj1IvFZLSwsf+tCHqKqqora2lq1bt66YJi6KG8OCv9apqSn+4R/+gT/4gz/gjjvu4C//8i9ltV/Btm3bWLduHd/4xjdYv349Ho+HZ555BoBPfvKTKj9LcVl0Ot2yVNsQaTg+n09agsK6HB4epri4mKNHjzI1NYWmaVRXV/PhD3+Yz372s8vwLhT5woJC99RTT/Hf//t/p6ysjCeeeGKeyAmcTic1NTVs27aNQCDA2NgYv/zLvyzX6SkUNxoxFV/IItu0aRN33XUXX/nKV3j66acxm8184hOf4AMf+MDbPUxFjpkndC+//DL//M//jMFg4P7776euru6yB/ilX/oltm3bht1uZ+fOnWzcuPGGDVahuFYMBgN/+Id/yB/+4R8CqgrNzco8oXvllVf4r//6LzweD/fcc88Vp6Cf+tSnZJ5RZWXlTVODXpE/KHFTzBO6kZERNE2juLiYu++++4qRJ1GlBFB+OYVCsSKZp2KhUAi4JGCXcxZrmsarr746L4teoVAoVhrzhE5YZVdKH4jFYnz3u99lenr6xoxMoVAolon/v737B0muj+IA/rV/RhaSJGYmQYpkGSVYEGUNtdVWk7U0uLTlHrRE7bU01BJBSzTUFm4RlSFoBQ2GpTZkmOa/9Oq9v3d4SHp4fOjlrfTtdj6j93fhuBy4nN85549E99qUHIvFkEwmi74Uj8dxfHz8aRdQCSHkK1UuLi4uvv1BJpMhGo3i8vIStbW1MBqNkEgkhSGY8XgcJycn2NjYwNLSEtRqdZlCJ4SQf6doU//NzQ3W19exvb2Njo4OWK1WKJVK3N3dIRwOo7e3F3a7HXV1dVTRIoT87xVNdIIgIB6PIxqNFnoDpVIptFotmpqaIJVKIZfLyxEvISXHcVxhWAD5nt4d08QYw/Pzc2EeF10hIT/NysoKvF4vpqenMT4+Xu5wyH/wbmf26/wvQr4jQRAQDAbB83yhcPba4P92uKZWqy36figUwt7eHiKRCGZmZkoZOvlEotsZQchbPM/D4/Hg/v4egUCg0NivVCoLo6QeHx8hl8vR09MDk8n02yV4p9OJSCSCoaEhWK3WMv4T8hGU6IioSSS/Nt9fXFxgc3MTCoUCs7OzMBgMyGazYIwhEAhgf38fGo0GDocDU1NThfcPDw+hUqkwMTHxoZH4pMwYIT+Aw+Fg1dXVbHJykvl8vj+eb21tMY1Gw0wmE7u6umKMMfby8sJ0Oh1bWFhgmUym1CGTT0RlJPIjnJ6eIpfLQa/XFx0Ka7FYYLFY4Pf7sbu7CwA4ODiA2WzG8PDwh9dnkvKiT1ciaowxPDw8IBQKAQDa2tqKnqusrERVVRU4jkMsFgPwa4GP3W6H2WwuWbzka1CiI6LG8zzcbjcSiQQMBgNaW1uLnguHw4hGo4XF3AAwODiI+vp6WvIkAvTpSkQtn8/j7OwMqVQK3d3df71G4vP54Pf7oVAoYDQaAQAqlQoymYy6f0SAEh0RNZ7ncXR0hGw2C7PZ/Ne1AF6vF36/HzqdDmNjYyWOknw1SnRE1NLpNM7PzwEAnZ2dRVsXw+EwXC4XAGBkZOTd9QHk+6FER0Qrn8/j+voayWQSarUaSqWy6LnV1VV4PB7YbDbMzc2VOEpSClSMIKLFcRzcbjcEQUB/fz+am5t/e55Op7G8vIy1tTXYbDbMz8/T2DGRerepn5Dv5unpCU6nEzs7O3C5XAgGg9DpdOjr60NjYyNyuRwSiQQikQj0ej1GR0cxMDCAlpYWKjyIFCU6IjqZTAa3t7fw+XxIpVLI5/NoaGiAVCpFRUUFBEEAx3HgOA7t7e3o6upCTU1NucMmX4gSHSFE9KgYQQgRPUp0hBDRo0RHCBE9SnSEENGjREcIEb1/ACrw63RKjakOAAAAAElFTkSuQmCC)
A. 2
B. 3
C. 4
D. 1
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi THPT QG năm 2019 môn Toán Trường THPT Chuyên Lương Văn Tụy lần 2