Mathematics
Grade-8
Easy
Question
The unit rate of the equation y =
x is
- 2
![1 half](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAAjCAYAAACZ6FpfAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAXQ/cXWQAAAJFJREFUeNpjYMAP1IC4FogvMFAIFgNxGhD/Z6ASGDVo1KBBYdB/LHgUDCbwn0w8CgYLsAbiNUD8CYh/QaujaHIMOgjEkUDMA+VrAfFRqBjFQB6IL1HLyz+oYYgl1HsUAQ4gPgmNBLKBIBBvAGI3SgxRghqiQokhGkA8G4i5KDFEHIhXATELpYG7BeoimhZyWAEAI3M1I31CbrEAAABidEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1mcmFjPjxtbj4xPC9tbj48bW4+MjwvbW4+PC9tZnJhYz48L21hdGg+ND6jrQAAAABJRU5ErkJggg==)
![square root of 2](data:image/png;base64,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)
![fraction numerator 1 over denominator square root of 2 end fraction](data:image/png;base64,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)
Hint:
Use ratio y:x to obtain the answer.
The correct answer is: ![square root of 2](data:image/png;base64,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)
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The true statement among the following is
![](data:image/png;base64,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)
The true statement among the following is
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkUAAAEdCAYAAAACSxPGAAAgAElEQVR4Ae2dB7gURdaGjWBEQBQDK6Y15wDmnFFUEBVcdc0JVwwoZhFzQEVAZVGCYo6YMKKuAQEVld01LbCKigpm+ddY//OW97QzN0/qqZr5zvP0nTs1XdVVX1ef/urUqVPzOIkQEAJCQAgIASEgBISAm0cYCAEhIASEgBAQAkJACDiRInUCISAEhIAQEAJCQAiAgCxF6gdCQAgIASEgBISAEBApUh8QAkJACAgBISAEhMDvCMhSpJ4gBISAEBACQkAICAFZitQHhIAQEAJCQAgIASHwOwKyFKknCAEhIASEgBAQAkJAliL1ASEgBISAEBACQkAI/I6ALEXqCUJACAgBISAEhIAQkKVIfUAICAEhIASEgBAQAr8jIEuReoIQEAJCQAgIASEgBGQpUh8QAkJACAgBISAEhMDvCMhSpJ4gBISAEBACQkAICAFZitQHhIAQEAJCQAgIASHwOwKyFKknCAEhIASEgBAQAkJAliL1ASEgBISAEBACQkAI/I6ALEXqCUJACAgBISAEhIAQkKXojz7w1VdfuTlz5rjvvvvuj0T9JwSEgBCIGIFffvnF6zV029y5cyNuiaouBNJBQJYi59xPP/3k1ltvPdemTRvXq1evdJDXVYSAEBACJUbgnXfe8XoN3XbVVVeV+GoqXgjEj4BIUQ0pWnbZZd0888zjdt999/jvqlogBISAEHDOTZ061es1dFv//v2FiRAQAk0gIFJUQ4o6duzolUfXrl2bgEw/CwEhIATiQOCf//xnQoouuuiiOCqtWgqBMiIgUiRSVMbup0sLASFQSgREikqJrsquRAREikSKKrFfq01CQAg450SK1A2EQG4IiBSJFOXWY3S2EBAC0SAgUhTNrVJFA0FApEikKJCuqGoIASFQbAREioqNqMqrdAREikSKKr2Pq31CoGoRECmq2luvhueJgEiRSFGeXUfZhIAQCB0BkaLQ75DqFxoCIkUiRaH1SdVHCAiBIiEgUlQkIFVM1SAgUiRSVDWdXQ0VAtWGgEhRtd1xtbdQBESKRIoK7UPKLwSEQKAIiBQFemNUrWARECkSKQq2c6piQkAIFIaASFFh+Cl39SEgUiRSVH29Xi0WAlWCgEhRldxoNbNoCIgUiRQVrTOpICEgBMJCQKQorPuh2oSPgEiRSFH4vVQ1FAJCIC8ERIrygk2ZqhgBkSKRoiru/mq6EKhsBESKKvv+qnXFR0CkSKSo+L1KJQoBIRAEAiJFQdwGVSIiBESKRIoi6q7VUdWZM2dWR0PVypIjIFJUcoh1gQpDQKRIpKjCunTczRkxYoRbY4013P333x93Q1T7IBAQKQriNqgSESEgUiRSFFF3reyqDhs2zC2++OJunnnmccsvv7ybNWtWZTdYrSs5AiJFJYdYF6gwBESKRIoqrEvH2ZwhQ4a4li1bekK08MILu0GDBrmffvopzsao1sEgIFIUzK1QRSJBQKRIpCiSrlq51bz22msTQtSiRQs3fPjwym2sWpYqAiJFqcKti1UAAiJFIkUV0I3jbcLAgQPdggsu6C1ETJ2NHDky3sao5sEhIFIU3C1RhQJHQKRIpCjwLlq51bvsssuyCNGoUaMqt7FqWVkQECkqC+y6aMQIiBSJFEXcfeOt+uWXX+7mnXdebyFq3bq1u/vuu+NtjGoeLAIiRcHeGlUsUAREikSKAu2alVstCNF8882XTJndeeedldtYtaysCIgUlRX+irv4F1984aZNm1Zx7cpskEiRSFFmf9D/JUbgkksuybIQiRCVGPAqL16kqMo7QBGb//3337vu3bu7tdde202cOLGIJYdVlEiRSFFYPbJCa/Pbb7+5Cy64wFuHiEOEU7UIUYXe7ICaJVIU0M2IuCqEBznssMMS/dWzZ8+IW9N41UWKRIoa7yH6tWAEfv31V9e3b99EobRp00aEqGBUVUBzEBApag5KOqcxBP73v/+5ww8/PNFf6667rqNfVaqIFIkUVWrfDqJdjLBOOeWURKFAiB599NEg6qZKVD4CIkWVf49L2cIff/zRHXHEEYn++vOf/+zefPPNUl6y7GWLFIkUlb0TVmoFUCgnnnhiolDYumPcuHGV2ly1K0AERIoCvCmRVAn9deSRRyb6a5VVVqloXyK7LSJFIkXWF/RZRAQwOffu3TtRKMstt5x7/vnni3gFFSUEmkZApKhpjHRGXQSwcJ9wwgmJ/lpppZXchAkT6p5YgSkiRSJFFdity9ukuXPnuqOOOipRKKuuuqp76aWXylspXb0qERApqsrbXlCjWRRy0kknZemvSZMmFVRmTJlFikSKYuqvwdf1//7v/7JMzoywXnnlleDrrQpWJgIiRZV5X0vZqtNPPz0hRB07dqwaC5FhKlIkUmR9QZ8FIgAhOvrooxOFstpqq7nXX3+9wFKVXQjkj4BIUf7YVWPOCy+8MNFfDOheeOGFqoNBpEikqOo6fSkaDCHKnDJbeeWV3WuvvVaKS6lMIdBsBESKmg1V1Z9IpH1iqHEsu+yy7plnnqlKTESKRIqqsuMXs9H4ENW2EL3xxhvFvITKEgJ5ISBSlBdsVZfpuuuucy1btvSEiL0YqzlsiEiRSFHVKYBiNvjbb791PXr0SEZYmjIrJroqq1AERIoKRbDy8w8aNMgtsMACXocttthi7oEHHqj8RjfSQpEikaJGuod+agyBOXPmuP322y8hROuss46bOnVqY1n0mxBIFQGRolThju5iEKIWLVp4HbbIIou422+/Pbo2FLvCIkUiRcXuU1VR3uzZs93uu++eEKKNNtrIvfXWW1XRdjUyHgREiuK5V2nXFEK04IILJhaiO+64I+0qBHm9oEjRRx995E477TS32267uYsvvjgLMBxZn3jiCXfWWWe5Pffc059DcKkXX3wx67x8vhCoiqWHOJh17do1nyKUp4oQ+OSTT3z/M6fEzTbbzP3nP/+pIgTU1FIh8Pe//933LXTgrrvumhzouu+++y7ny4oU5QxZVWQYNmxYYiFaeOGFZSHKuOtBkKLvv//e3XLLLY6ov/ai2XbbbR1BpEzuv//+5Dc7h09u6G233Wan5fUpUpQXbFWZadasWW6nnXZK+uJWW23l3n///arEQo0uLgK//PKL69KlS9K3MvVc+/bt3eeff57zBUWKcoas4jMMHz7cMVVG/1p00UXdqFGjKr7NuTQwCFL04IMP+hu0yy67OKL/crP22GOPLFLEOQceeKAbM2aMGz9+vN9CYd555/Xnbrnllg5ik6+IFOWLXHXl+/jjjx1k3V5W2223nfvvf/9bXSCotSVDAFLUrVs337969uzpt4Vha5jnnnvOx7vi91zlX//6V9JfL7roolyz6/wKQwADAoYEdBi+RCNGjKiwFhbenCBIESTnpptu8ubhrbfe2t+w2qQo02pEsz/88EO31FJL+XPXXXddxyqgfEWkKF/kqiffzJkzHeTbCNEOO+zgZsyYUT0AqKUlRwDS0717d9/HLrjggqJc74MPPkj67BVXXFGUMlVInAgw29KqVSvfH1h2f+utt8bZkBLXOghSZG38+eefHf4Z9VmK7Bz7fO+991ybNm38uYze8xlFWVl8EmyP6+69996ZyfpfCDh8iLbZZhvfP+gjO+64o2MaTSIEiokAOmyfffbx/WyZZZZxnTt39v0OgoSVMlPwsdxrr73c5ptv3uixwQYbuPnmm88f7Gf12Wef+WLI/84777h///vfDvcFhNWUTLdBpGwQip8naZ9++qk/h53T0b1YoMzH6ZtvvvHn4FdnFnsGEeSzeqPbmWYm7euvv/ZlMZDl+u+++67jd4TrcA7XRcBk2rRpPu2rr77yacQF4/rUg3YgtIt8WG6pO8f06dN92hdffJHk41rktXz8Rj6uYW1mwE2aTVfSJsPK2vzll1/6c2iz1b02VuSzNtugnbZb3e2dhX7heobVr7/+6u8BadZmrst32sxm04hhRX0R8lmbuZcI95a6s6oMImSDOuKqUZbde3+y/ngEgiJFdNTmkiIcse0G4zRWnxBAD5NxUwehza3DoJQkQsAQQFniN2R9jSkzU152jj6FQDEQ4KXWq1evpK9Zn+OTcA8QDRNeZpCdzHMa+n/xxRd3xJ+Zf/75/UIVynjzzTdd27ZtfTqWeuT666/35a299tqejEASbDoPQoVAmFiUwrUff/xxn3bXXXf5fOutt15CZg444ACf9te//tWfA2lZZZVVHC4P5gOK5WKhhRbyFn8jXb179/b59t13X58PUtCpUyefhhM68vLLL/vrL7/88s6CpJ5xxhn+HJzTISkQDggjmFx66aU+H7u8L7300j4mz+TJk30av3EO1yAP94DFNqSdf/75/hx0wJJLLun9b8aNG+fTbrjhBn/OhhtumBBNwwqneIR8xC2jLIv9g/8O2IGhka5jjz3Wn3PEEUf4fBCgNddc06fha4uANeWQz8J+2KatNpCHeJk1+5prrvH5mHql7tx78hOPaOONN07edw899JA/T3/+QCBKUsRDaPOihx56aMLU/2jW7//ZQ05naM5BRE8UxamnnuoLgJGjpFhufeedd/o0dgvmxUjng5UjQ4cO9eccc8wx/jujqeOOO86njR492qcxouDlSl7bDwvzJWUfdthhyajrxBNP9GlEGEV4sFhtx3k81Mg999zjv2Nq/+GHH3zaueee69PMRM6IhJHkpptu6lftcdLTTz/tz0Hh2EhswIABPu3ss8/25TACOuigg3waflwIfg1bbLGF23777ZN8Q4YM8ef07dvXn4MyoR3U05QeDy/fcUyeMmWKPw8CSxpYkQdFZG1G0SDkw79sk002SZSetZlrWJvZuJCyTAGgZLDoUFcLUT927Fh/DvGEbNQFCSYfmCGQHH4nzRQ9ypZ7bBZE+g/tYFQnEQKlQuDtt992Tz75pN8iBrKCfjPfycwpNQaQEAD6bGPHWmut5V+E5lj7t7/9zVedLWhMJ7KqF0F3kIaViucSUoRVlLTDDz/cn4OlBedc0kw/oOP4DkmxKWVWz5EGUUAgPUsssYRPw9EXwXrBORw20KC9fGd6GsHiYX6m6HMEfcQ5+MRMnDjRp0FESMO6ZqRo9dVX92n2nP/jH/9IsLRNmvmNfFzDSJFZhVkJjWDt4RwOIxEDBw703yEpRugMq0MOOSTJByEhny13x02E72Bo1mb0LWkEgUUgN5A30ni3IOZ3Sz7TpdwTzmGmBMFiZ2Tqsssu82noaXCy4IzoPmszW3kYIfYn649HIDpSxEuLkQ+dgQfP2HZ995ORBec192DUktnJePl26NDBp1knM8bOeSgwxBg7IyUEhcUIgnNMkTEys3o89dRT/rz+/fv7tD//+c8OMoLwUHOeESxi3xgBfOSRR/w5V111lT8HAseDgECAyIdSQcDFlJc500HCOAerGCZVxKIx48OF8KD+6U9/8ueZErr77rv9d/JaPogM3yFKCASHdpDGg4cQLoHvHPbwQaL4DlbkQYHZSLBPnz4+X6byMnJz5ZVX+nxcw0zRpoTYcwzBjGzXM2KGUiCtXbt2dUZ0YIYw+uV3zoNwY96GOFpZfNLXbOrBZ9IfIZACAvR1I+ZGTHK5LFMk9F8sBZAoLAcIfZkXO8+VERmsJ1jVGbhAiDjuvfdenwZRQ9BTgwcPdpdccol/bkjjeSEf+taeTSwjpD388MM+H5YtXvBY+M3SgS5hvy0GNTYtBUEjH9dF0KXoL9LMKoTFjOsTZ8eIxbPPPuvPgXygV6j7yJEjfRqWJQTide2113rLkQ1u+I2yuYa1GX1Hmm2GymAKrCCNFnoDUsk5EDybgjKszJpEPgZ6nAeZRNDn1B0MbXDHO4VzTL8zqIY8kcZ7A0FH8Z189s7jnpDGgBEhH5Yow5h7DVE1PUY4G4TBNe8Q7rtNd/of9McjEBQp4gVpJk+WptYWXpa2bB/ric1N1z7PvtMpmYdt6qDjwZoZkfFy7Nevny8CSxEkgzpZx0NxYMWADJgyQYlwDqZfhI7GiIw0VsshWHx4iaOY7OFmpMQ5zO+aUjjllFN8Gp0fwRrFaIvzbFSE2ZnvrMazBwsiQhoPLwI2WJKwThkJQ3FwDqZtM8VjPibNTMVghsmbNFNo4I6Fi7pbvhtvvNGfc+aZZ/rroYhoB/lsVISy5DuEywIbYg4mDazIw+js5JNP9mlmHud+cX+x+Nio6L777vPncA18ChCsW5Rl5A3/AKw51NVIGIqGc7D40TYEpUSakTcUJL+ThsKmbSgSI5Xgb3P0vgD9EQIpImAWD/p+rgLxMCuBWZ9zLUPnx4cAA1J7V6LLeKdB+iRNIxAMKeIFyQveLCVEC+aFaYJVZoUVVvAvq5133jkxWZKPo1AxxbP//vsXWpTyR4wAhBWfChtdQTybIt8RN1dVDwgBLAAQfAZQ6DRIPJYA24ahId/JxpqAI7NZ1rEKSSofASxcmRYi/K0y36XoOPyXOGywWvmoNL+FQZAifF0wEUN6zCEMRcB8LdYVTLb4+diLiqX4TKPwux1YT/IVLDs4MlI+8UEk1YkAvl74YFg/Y7rCLHHViYhanSYCTJHQ91g2jV7Dem19kanefMg5pMj8iczfMM026VrpIoCFyKZb6Tv4RdW2EGHJt35l05Tp1jLsqwVBinBes5vEXiw4PJvJFwc4pkXOO+88n85vRpwsD5+FROWEFJmlCIdbSfUhwNQkq2OsT7Giw/wHqg8NtbgcCOCbcs455yTOsvRFfO9Is6nfXOvFVLQ5atfeOinXsnR+2AjgarDSSislOgwfTVu+n1lzXEBwoeAwV47M36v9/yBIEc50rIbCUbb2YU5l+NzU/i3zu/mZ5HNDIUWMzFBC2vssHwTjzsOKQiNELJddccUV/Xw8lkscKiVCIE0EWDyBbkMn2kKKfK8PKTKiz1ScpDIRwH8zc9qf1c+ZU2aV2erStCoIUlSapjW/VJGi5mNVaWe++uqrWaMrHBJZ1WIvElu6W2ntVnuqAwFelljX6c+s9JJUHgI407Org+kspv3rsxBZy/FXwxDBUQx/XCu3Uj5FimpWi1l8BzlaV0rXbrodL730krcKmTI58sgj/fw7S3cJX8Dc++zZs5suSGcIgUARwKfItnZgGbakshDAD83Cv6DHWBhiIQIaaikhAPDL5bCVyQ2dW43pIkU1pMgcrelUkspHgDADFo8JZcJKDDlVV/59r7YWZlqKLNZatWFQqe0l9hE+ZzaoI7aaxYlqrM2EN7E8FoyysfOr7TeRohpSZFFTLQJrtXWEamovQc8yl6xiIcKUbMLoixhSRDGXpchQ0WeMCMinKMa71nSdCdtgQW8hOBCi5jrjk5cglhy2K0PTV6yeM0SKakiRxUCyKMfV0wWqq6UEpLTQ+ygTAkfWdtLP9CnCoiQRArEikLn6TI7Wsd7F7HrjgG97hKLD2K8zn3AN2aXqmyEgUlRDiiy2A4xbUpkIYCq27TxQJgQ1q0+wEhEjhlVoWrJaH0JKiwUBxSmK5U41r574O2ZuUM0g3raIal4Jv2/lxJ6QDBC1dVFd1ESKakiRLWckdoOk8hBgQ0X2ioMMcdi2JvW1lGXQrOhgI8jMabX6zlWaEAgZAUW0Dvnu5FY3thpiGyPTYWyFZSFrcimJfemsDNvKKZf8lX6uSJFIUaX3cb/Ja5s2bbwiIA6R7XlW8Q1XA6seARytCYjLS5B9DiVxIgAhYg9JIzNsdWX7UObaoscee8yvSFxiiSWcbfSbaxmVfL5IUQ0pskigzM9KKgcBdry2vZ+a+2Jgd2m2e2FjXEW1rpy+UI0tyXS0HjBgQDVCEH2bCVzMDIYRoh122MGxiXW+wgo1+gWHbUSeb1mVmE+kqIYUydG68ro3hKh169aJhai5G2KyKacpIPYSkgiBWBHAUmRbJl1yySWxNqNq681Ufq9evRJ9tMkmm2igVuLeIFJUQ4rYYJYXYffu3UsMuYpPA4F77rknCVrH3k8DBw5s9mUJaIYDI/vgvffee83OpxOFQGgI4FO02GKLed3W3EFBaG2o1vpgxckkRMQkws+xUMFCdMopp/iD/iHJRkCkqIYUKXhjdseI+RuEyHyIIERXX311zM1R3YVA3gjw0lt00UVFivJGsDwZa1uIWAhULAKDBd0s4ThdS7IRECmqIUW2zUePHj2yEdK3qBC4+eabk5cA0wa5WIisoaw4Y6kqKzvYF08iBGJFAKsAiwt4CV588cWxNqOq6k1k/YMOOighLliIWA1bLCH22uabb+6Pl19+uVjFVkw5IkW1fIq6du1aMTe32hoyZMgQt9BCC3llwoqbwYMH5wXBvffe69ZYYw0fQv+tt97KqwxlEgIhIAApMquAHK1DuCON1+HHH390bOhq94zBerEsRI1fWb8aAiJFNaSoY8eOviOKFFnXiOuTkPVMlaFMFllkEQdBylcyI1rL0TpfFJUvBARwtG7RooV/LrT3WQh3pOE6sLP9MccckxCi1Vdf3U2ZMqXhDHn+gvWbgI8csoTXBVGkqIYUYRnghYpzrSQuBNj9e/755/f3jx3BR48eXVADGF1fd911bujQoYr4WhCSylxuBLAyWEgKnhNJuAiw5ZBZiNiL87XXXitJZZ9//nnHKjYODfrqQixSVEOK5Ghdt3PEkHL55ZcnioRgZGziKhECQuB3BLAULbzwwv4Z4VmRhInA2WefneixDh06uEmTJpWsouhII1+4CkiyERApqiFFtiS/W7du2QjpW7AI4CNhFiJWm7HqrBgyY8YMd//99zv2Sst1X6FiXF9lCIFiISCfomIhWbpy+vfvn5AU9lzEklNKeffddx2bA3N88MEHpbxUlGWLFNWQIgVvjKv/slWHjXawEBVzxDN8+HBfNqvXXn311biAUW2FQAYCmaSIl6AkLAQyCREDu3HjxoVVwSqsjUhRDSnSNh/x9H4sREaIUCRs9lpMYVk/hIhph4kTJxazaJUlBFJFAJ8imz674oorUr22LtY4ApkDuyWXXLLoeqyhq2P9Zik+x1dffdXQaVWbLlJUQ4oIjsWLlj1mJGEi8Ouvv7rMkRUWomITIlr+9ddfO3wxiA0yd+7cMMFQrYRAMxCQo3UzQCrDKWy5UsqBXWNNGjt2rB/0MfBjc1hJNgIiRSJF2T0i4G9nnXVWokiWXnppx8MtEQJCoGEEIPfE7OIFfOmllzZ8on5JDQHuA4SEe4KFKO2o0uhNfDE5RIrq3naRohpStMoqq/hOus8++9RFSSllRYAI0/369UsIUbt27Uo6986UWd++fd2ZZ57pPvzww7K2XRcXAoUgkOlTpOCNhSBZnLzEUzNC1LZtW7+YozglN78UpszwleTQ9Fld3ESKakiRHK3rdo4QUghodvzxxyeEaPnll3dPPvlkSatGjCIzbRMSXyIEYkUAS5Ft88GUjaR8CLCAwwJpEk/trrvuKl9ldOUGERApqiFFBMviRagl+Q32ldR/+P77791RRx2VEBSijqcRbOzxxx93O+20k9ttt90UYj/1u64LFhMBfIoWW2wx/wxdeeWVxSxaZeWAwG233eYj7fOOYYNevpdLWIZPIE+OadOmlasawV5XpKiGFCl4Y1h9lCmzI488MiFEkNZXXnkltUr+9ttvqV1LFxICpUJApKhUyDa/XHalN2KKpWjUqFHNz1yCMxW8sXFQRYpqSBEb78Hie/To0Thi+rXkCGAhOvTQQxNChL/XhAkTSn5dXUAIVBoCTJ9ZgFNNn6V/d5kiM0KEw/uNN96YfiVqXfGFF15wnTp18sdLL71U61d9FSmqIUUrrriifwnvvffe6hVlRAALUSYhgqxOnjw51RqxzJ99gTbbbDM3derUVK+tiwmBYiIgR+tioplbWViI2Jza/BND2Xvu559/9mFHCD3C/5JsBESKakiRHK2zO0Y5vmEhOuSQQxIlstpqq7nXX3899apcf/31SR3S8GFKvYG6YNUgkLkk/7LLLquadpe7oWwTZBvx4uiufefKfUeaf32RohpStPrqq/sX4X777dd89HRm0RCAEPXq1SshI2ussUbJdoluqtIQsQsuuMDvDTRz5symTtfvQiBYBPApYqUT1opQLBXBglWkimFpJrAsmM8777zBESKmz7CCc2j6rO5NFymqIUVytK7bOdJKwYxLJHEzM7M5bzksRGm1V9cRAmkhACmybT5krSg96k888YRbaqmlgiVEIMC0nulaLFqSbAREimpIEVM1dJTu3btnI6RvJUVg9uzZbq+99koeUix2afsQ1W4gdYKUvfHGG+6HH36o/bO+C4GSIDBnzhyHD9Brr73m3nrrLe/3UeiFMn2KtCFsoWg2np+YZu3bt/e6jCkz9jYLUehbJ5xwgj/kM1n3DokUyaeobq9IKYWpKWIB2ahlgw02cG+++WZKV2/4MqwQsTqlGQag4Rrpl0pGAGdXYgjZ/ovW9zbffPOCt4AQKUqn56AnOnTokOiN888/3ymsRzrYF/sqUZGi999/P9ndlwBUxZKffvrJrbTSSr5Da/VZsVBtvJxPPvnE7bzzzokSYbUX9zcEueWWW/x+UQRZY8sPiRAoJQLffPONY/Urjrkbb7yx22ijjZLIx0Rw/+ijj/K+vKbP8oau2RmxKNtMA4SWLYnYvDpU+e677/yG1zjh878kG4EoSNGMGTPcYYcd5jfPs1EUZspjjjnGffbZZ9ktyuMbpGittdbyL+j9998/jxKUJRcEsBBlEqItttiiIMWfy7Wbcy71GzdunHv66aeLMoXRnGvqnOpFYO7cuQ7n3MypDKa6TNcVMp0MKbJVUKyqlBQXgSlTpjgWhdi9Ou644xxbE4UsjzzyiA8VQLgA9JwkG4HgSRGEpWfPnr7TtWzZ0m299dY+hox1QjbtLIaZcr311vPXOPjgg7MR0reiIsAGq9tvv32iRLifWuFVVIhVWAUgcN555/lnZKGFFirIgvrpp5869CaroOd2qxgAACAASURBVI499thkWwdWexJuAj8Y2xSU53D8+PHeOmo6FaJGmllxIXBMFT333HMOHyjk888/9+dMmjQpIQRM25HvnXfe8ef8+OOPPgAr+Wwg+8UXXzhWQrECit8RrkM+I4hMLeJjRRrWZQTLGuW8/PLLiaXjP//5jz+H6XfqzoFfIPn++9//Jvm41vPPP+++/fZbn8ZvnMM1LN/bb7/t06ZPn+7PIXYaWFFXa/OsWbMcTsr23uB9xMD9l19+8XlC/gMBt/cnBEmSjUDwpIgHhz2vuIkDBw5Mam/xbHbfffcGOyIPAMy9qQOLU5s2bfyUCWZQizoKISMKLPl5cJB3333XnXrqqe6kk05yKBxk7Nix/hx2QEZ4kNlUlHxPPfWUT+OB7tOnj89rCgZLBOfgT4CyQQYPHuzTbFUA1zjnnHN8GqM+hIeTfP3793c8sMjIkSN9GisLEJTeueee653pbKSJkiAfy81RZAh78JDGlBGCOfXSSy/1abZcE8c82nvaaacl+R566CF/zrBhw3w+FArtoCzahWDh4/vpp5/uFSGKBBJkD+QOO+yQKDqfIZA/mMPBiHv/8ccfB1IrVaOSEcC5n+eV56VLly5+xRirmG6++eZ6B32QCKZpOL+xw1Z1Qq547vr27ethpI+ThkOwPa/XXHONP4cI8rzceaapC/nYlBl577333NJLL+3T7IV6++23++/oTgY9yL777uvTCLOB8Owvt9xyPs22ubBVUER8NsJz9NFH+3P22GMPn+/LL79MiIfpZYgcdWKXecgMcsopp/i07bbbzutf6r/hhhv6tAEDBvhzIFFmNbNpcX6jLMgNeZj22nXXXX3aWWed5fNBuFjBB7F87LHHfJphZZvt/vWvf010sT8h4D/ci4cfftgfRlADrm7qVQueFMHoeUjpuLyoTIgnRBov64Zk0KBB/hzOa85hS1e33XZbXyQrj/70pz/5vBb4jM1CrSxGFAhkh7T111/ff4eo4BdAmtWZEYzlMyUEqSENZcLDjxA7gjRGdQiExKKimhIi3gjnLLnkkn7UxHldu3b1aUSDRiA9Fl5+xIgRPg0CRD4IoI3g2NaENFNCPDAWyNLM7aa8OM/y/e1vf/P5sPogKBObV7dVF5Aq8lD/MWPGJAqWNBRPqIQDYkodOYwY+kbqjxAoEQI8V9bn7BMdYs987csy6LHtO+z8hj45D/84fkdXIZAJO//JJ5/0aQxqSMOPyUiRTXOzDyHCoNDiHjEwQm699VafD71hVhkjUxb3jcEdJIbybQB2xx13+O/Uz3QB1hbOYUNmBL1oMeR4LhEsPZyDXsE6hZx44ok+Ded0BqXU31wisLohWHsWWGABf55tG2QWOa5hpMgs2QzmEAaxECKuiYUKkoSuZ9sO0sCGvJLKQCB4UgTMvJxh+Gymx0ufFzkMHSuRPUz13Q5GJBCD5hx0cEgRpmam6xCsN1tttZXPb6MUHkhWGTBaQkEgjDa4BooAYU4ZkkIaFiMEK88yyyzjSZa9aCFtnLPjjjsm5KZbt24+DesQgrJkVQrnPfvssz5t+PDh/jtOmeYox27ynGMjQcy8xF5q3bq1u/fee30+zKacwwjKdkfu3bu3TzviiCP8OVjmrM2jR4/2aYyOGLWi9CwfhI6yDjroIH8OpIh2kGZkCgtVu3btHJu5EnsIBcKxyy67OK4TqmClAzvwNeIbal1Vr8pAgOf4nnvu8YQBfyJb+MGL/7777qvTSAZsPFM8b805IAMHHnhgYllBPzBQgdCYxRvHWwjLAw88kFin0Dmkvfrqq74ODFIZJDHQsmlvppk4B/0CWUMgD6Rh1UEYKKKHyAepQLAko6OxNJmlnKk58j3zzDP+HCxiWDVIM32LdYNy2FfMprPQNZxDnCB0EVYuCCVpDCwRBooQMazqWOYQfuMcrmHTZwxaScOahtBm6sj94bdNN9000WVY4qwsf3IEf8D9hhtu8IeR2AiqnVoVoyBFoMESR3up8gmBsZFKQ2jxoGH5aOpgdQfOcowGWH1mc+w8JHR48lu8Gh5SHkoORiQICo1zzNpDPv7PzMe55OHBtPlzyuQcHmzyIFybNCM75INAkGb5rF3UzfIRAJFzbK4cxWD5bIqNT84h3UY2zM+TRn6EfNSHNFNUkDyru+WzNhtW5LV8hhVpTNlBLuzeQWRDJkTUmTbSdvACD4kQSBsBLNJmuWawUVt47tElPKeNHVhHbMpo6NChtYvR9xwQQEeaJR99xlQdswqsnGWaMxZh0Gf6GNcPSTYCUZCiO++804+KGDVh0TDzJuZYGHwxxCJa2xx4Mcqs9jLwPzAfIjM/M1KTCAEh8AcC+C7aAMRSmRZimpuXl00l2W+5fJo/DOUoonUuyGWfi0Wlc+fOCZlgxgKXCJtCM8t+dq4wv7HijNXbHObKEWZNy1Or4EkRqxjwneGhthcqlgsc20hjKqtQywNKiSkeymP6SlI4AkwXmqMjuKLYWSkYw3QUSoMpvj333DPxoSocEZUgBOpHgCkmrKlnn322H+QxtdGpU6fkBWyLGerP3Xiqgjc2jk9zfmV6EasQeowDvYA1HEvyxRdf7HDIZvFLLIIlnGlODrP8x1L3NOoZPCliHpeOyAZ7NocNMH//+9+TTmp+LvkCBiky52K2nJAUhgBTZkYyuXesRInp4cMPzBSg+UQUhohyC4GGEcCvxabKrN/xyeowfAXNT6fhEhr+BT8hcy5mVakkNwQYcJuzOfeE/wsdhOdWA52dNgLBkyIc/WzqhZcrDnA48lpI/DXXXDPxh8kXPEiRrZzS3mf5ovh7PhwyM52qDz/8cO/IidMiS2JjcErEEZ6lwTih45QoEQKlRAD/IAYSrHBl9RUHPpTFsD5gscURmxc6q8skzUcA8oMPpBHVLbfc0vtWWglYipjmRF80tuDHzg/lkzqzKpCDfifJRiB4UkTHO/nkk+sdSWHdKUZETkiR+RSxQkOSHwIQIgufgCJhqSr3j+W/WPpQzhZHKb8rKJcQEAK5IAApMkdrkaLmIwchIkyJESKW+tuqOSuFGQpiLxHuICZs8dG1dtnKZGuTPp0LnhTZTWIpPDEl2N2XmBTMuxdr/zNIkVmeWGIpyR0BrECZU2ZYWmwVGtY+ewgtcFvuV0gvB9YsiBwh/K0N6V1dVxICxUOA6TNCmfD8afqsebhCiHCjMJ3FirP63jUsJLGpSYtH17wrlPcsdNtf/vIXf6DjJNkIREOKsqtd3G+QIosLss8++xS38CoojWW/Fq0WRULgSSxEJiz7hzRxHsuIQxeCXOLcT1wpFIhECMSKgBytc7tzhFKxaNzoMixEDfmsouOwjjPNmenvmtsVdXZoCIgUOecgRbaVCEEXJc1HgGBrhh1KhO0AwDNmIZ6LjRIt0GbM7VHdqxcBLEW2xYeW5DfeD4i5Ztui8PyzBL8+C1HjpYT/K2SO7Vg4Mgev4dc8nRqKFNWQIhy2eRD233//dJCvgKswLcaWAEYg2IOpPkLEw4fpnki9jFxDF+pLhNtHH300CeQZep1VPyFQHwLyKaoPlbppxImyjcfRZ4RIsAjadc/+PQWr0tVXX+13NIhp8MS2LvjjcqDDJdkIiBTVkCI5Wmd3jKa+EcY/kxDh52URt2vnJUCYESdWD0qEgBBIBwGtPmsaZ/QWU/6mo9Zdd12/LVNTOSFNliem4I04V1u92ZpFko2ASFEtSxH7qkkaR4CRRqYPEasDG9sOgyWgWOLYSgULTOiCsiMOFgQuBh+o0PFU/cqHAJZZ28mdQIOSbATQW4TeMJKAnmpugFksyliU2EzW9sbMLj3Mb/g/sRMER0yhBNJCU6SohhQpeGPzuhybRbLJqykRornaHnANlYDiYTTG0Rh5aih/2ulDhgxJ2heTWTxtnHS98BHIdLQWKcq+X+iiPn36JM86i21yidtDfCnTazEFp81GQd9qIyBSVEOKVl55Zf9wsPJAUj8CxLew/ZgYffbv37/+EyNPJZYS8ZawbGnJauQ3s8qrz/QZcXQYxFxxxRVVjsYfzWcgd9JJJyWEiO2iqmUAxAbCWOw52Ohbko2ASFENKVKcouyOUfsb+85lEqJLLrmk9ikNfp86daqP+9GlSxeHL1LowooMps2IV1Kf43jo9Vf9hIAhkOlofdVVV1lyVX9i4enbt28WIcpHL33yyScOdwuCPN51113RYCqfosZvlUhRDSmSo3XDHWXMmDHJaBMLUS6EiFKfeOKJRAEVsrllwzXUL0JACNSHAEvybV81WYp+R6hfv36JPlp22WXzXoH1zjvvJOWcfvrp9cEfZBr6mHZzsAhGko2ASFENKbL9urp165aNUJV/gxDZNgHzzz9/XuHsCY9/6qmn+u1aYgiGOH78eNerVy938MEHV2Sckirv0lXV/EyfIkJiVLuwK4L5Q7J6Nh8LkWFI5Ht8KlloEhO5+O677/zqOqyIhWw2bDhU2qdIUQ0pkqN13a5NZGcbZS644IJu4MCBdU+qwJRrr702UZzF2JSzAiFSkyJBAEsRgxmIQK4W3kia2OxqDhgwIHmuiVaPxUQiBGojIFJUQ4pWW201/8B07969NkZV+X3EiBHJ7too1UII0f/+9z8fBv+jjz6KYi8xRo/sDcRu5bU3gazKzqBGR4tApk9RTJuWFhvwa665JiGHSy21lA/MWug1cNZmSTt67dtvvy20uNTyv/HGG163od/efPPN1K4by4VEiuRTVKev3nzzzckmkmx4SNTWQoQ9z1q3bu1atWrlWNklEQJCIB0ERIqcu+mmm5JYTexp+NBDDxUFfPZEYwoOvRaTEzuriG0KEadrSTYCIkU1pEirz37vGIMGDXKLLLKIf2hwqi6UEFEqlhd7CG+99dbsHhjgN2KPsIkth+KPBHiDVKVmI8D0WYsWLfzzd9lllzU7X6WcSABWC0mAXivmoOz9999P3AuYmotFJkyY4HbbbTd/TJw4MZZqp1ZPkaIaUmRxivbZZ5/UwA/tQhAgIy9sIjl48OCiVJGl7ffff79jVEIU2NBl1KhRfvTXtm1bN3ny5NCrq/oJgQYRyHS0junF3WCDcvgBi7f5RKLPRo8enUPupk/FYXns2LHunnvucaxEk1QGAiJFNaTIdnrv2rVrZdzZHFvBhq3mkMnIcvjw4TmWUDmnE7LfyOErr7xSOQ1TS6oOASxFLVu2rDpLERYis3jjAsC2PZLfEcD6zaozDlnC6/YKkaIaUsSeN7wIq23vMwKZsSrF9kcqhd/Pp59+6nDcRlHF4LiMHwZbfRBTSRFf6yoNpcSDQDX6FGUSIghhqQgRztW4A3C9mByWCR+w6qqrOsLQFBKSIJ6nILeaihTVkKJqDd54wQUXuHnnndcTwsUWW6wkkVnZQNYsL6VSULl1e50tBKoDAUgRzzXPXzWsPiOumlmIGOjhZF0qyQzeSEDIWEQRrRu/UyJFVWwpghAZWWFVxoMPPth4b8nz11dffdXvJcYUZbFWfuRZlWZlY1UJKzRQHl9++WWz8ugkIRAiAtUUp+i+++5zSyyxhNdpWIiuv/76kt6SGTNmuHXXXdcR4w7LciyCtR7/UQ50nSQbAZGiKvUpyrQQ4VBcKkJEd2Mvsf/+979u+vTpUURQlU9RtpLQt3gRyHS0ruSI1ugvs4gx0CMuUamFOEUsHIFYfP3116W+nMpPCQGRohpSVE2rz9jd3ixEBDIbN25cSt0tjssQyZvNb4l6G8O2JHGgqlqWAwGmz2w6qVL3PsNHhmcVncaUWUwxg8rRJ9jsGpcGDlYGS7IRECmqIUVrrbWWf6gOOOCAbIQq7FumhYgX/2OPPVbyFmLCB1eihf/jH/8o+fUKvQDxid577z2/7xnRuCVCIFYEKt3Rmm142NjUBnnnn39+areKBSSHHnqo23fffX3IkdQuXOCFHn74YceKPI409H+B1U09u0hRDSmqdEdrVpn17ds3UR4okrQsRE899VRyXWKHSISAEEgHgUq2FBEp3/ashBSlvVP9u+++m+g1NoaNRZhqNBL5yCOPxFLt1OopUlRDiip577OffvrJ9enTJ3kQMDVDVNISFHPPnj3d/vvv71BkocvLL7/sjjvuOHfSSSc5nCklQiBWBPApstWlleRThMW5Q4cOiU7r3bt36jF3Zs2a5Q4//HC33377uQceeCCaLkIogbfeessfMe3ZlhbAIkU1pMhGHHvttVda2KdyHaZ/jjzyyER5LLfccu6ZZ55J5dqxXoRVKzaSioHExYqz6l16BCBFFpSVeGSVILUtRCeeeKJjax6JECgGAiJFNaSIQFa8CLt161YMXIMoY+7cuX7O217wBOxiDj5tQWGxm/TMmTMddQpdHn30Ubf11lu7nXfe2WHlkgiBWBGg/9qqrEqIU/TSSy/58B6m08phIbK+wOoz/Io++ugjx5YfsQg+nmeccYY/tD1J3bsmUlTLp6hSHK0J4X7IIYckFg8cyYkXVA5h00GmJ1dZZRW/V1A56qBrCoFqRABStPjii3s9EDspYiUoA7tMQlTOhRCEGdlwww0dK5dvuOGGaLoXm+IahuxJKclGQKSohhStvfbavqNUAin64Ycf3MEHH5x0fLYwKefS8kxH6xj2VCOuEtt7sFyV0aBECMSKAFYBNkPlJXj55ZfH2gz39ttvO9PRtOXYY48t+7MZq6P1888/7zbZZBN/yD2g7iMhUlRDirBi8LCxvDJmwYyLQ7ONBIi4ikIpp2BiZn8gtvj44IMPylmVZl2b0RO4bbTRRmXHrlkV1klCoAEEKiF4I+ExeBZNpx122GFBBIG1vc/YSiSmvc8a6CpKrkEgKlLECB6rw+OPP+6dhYs1j8vqrEpwtGbKLJMQMbIqNyGK8Um77rrrEgUcQ1ylGDFWnZtGgBE9ug5fvHwFS1GLFi18f77sssvyLaZs+Wj7ZpttljyPuATE4JdYNsCaceFff/3VO6bj68n/kmwEoiJFPNQ2WuCzWKuoIEVrrLGGL5vllTEKe3T16NEjwYe4S4wSQxAiqDKPfccdd/jtPkKoU2N1YLkq/hcDBw50n3zySWOn6jchUHQE3njjDbf33nsnz3Ih014x+xQRDiOTEKHfGPiFIgzKsSrffvvtDvIZizBlxkISjldeeSWWaqdWz2hIES94tqQgjLstMWWVUDEEUhRz8EYiMO+zzz6JEmXqhxd7KPLcc88ldbv11ltDqZbqIQSCQ4AX7MILL+ytOwsuuKB/bgpZSh8rKWK16pZbbpnojd13393NmTMnqPv1/vvvJ1uoDBgwIKi6NVYZNrs24wKb6EqyEYiCFBGNmS0iuJF/+ctfXPv27f3/mJaLIZCiWLf5IIBY5qiSuXfm4EMSpqAWXXRRr0B4IEMXrEPPPvusY/pCwc1Cv1uVVT8ChjIFjgXC9Fwh015YMGwQee2110YBFpusbr755smLm9AYLHwITdhtnnsEiY1pXzmW4bPdE0do74oQ7nEUpMiWEO65554Oq0Pr1q2LSoq4ESuttJIvE/IVi/Dy3mmnnRLlgamZkWFogi/Y9OnT/W7SIZm/G8KJFXIQcEbq5Qpj0FDdlF65CDD4s+laXlxt27b1/bAQUkQMHUgRBytrzSH4q6++cvfee6+f1jbCwQsSSxUWeOqCMKAhzVavMmX00EMP+alwqytL0zmHfbRY+YoQT4i0CRMm+O/ogLFjx/o0dAFC3e666y6HtcL8hCZNmuS22267RKdBiBj4hSisTGWKb9q0aQ48JZWBQPCkCJMpDsOEqueB5sDqwEurKUsRTtlMKzV1dO3a1e+KDuMn4vOll17q7y6OaKeccorPb1N1TEsddNBBXsHwUCM8/Fzj3HPP9d+xPLExIWnsM4Mw+mGrCyxd5uuDcuGcfv36JcoEMyxpo0aN8vm4xtFHH+3TpkyZ4tPwpWI0mbkiY9ttt00Uqj9Jf/JGYMSIEX4ZM/FdUNISIZA2ApCQxkgR8XnYYgJd0dgBqWjVqlUSwPHkk0/2TXn99de9KwJ6lN3SEXaX5zvbZ/zyyy+eGO2yyy4+7aijjvLnsAzdBqWQHOS2227z56y44oqJzyADWMrCDwhhBWq7du18GitREZvGYWNSfCIhFubbib5nwKdd3D1URf2D9RsLIkexFisVtYJlLix4UtS/f3//IBGBE0FZGClqytF60KBBPi8PZ1MHsTxQHpwHwUAY9fzpT3/yaTZag4hZWbayC5M3aeutt57Px6jICAsmSgQyZ/mefvppn2ZtI5o2SgHp3LmzP484HAgkbJFFFvFptnkfJMrK4nPHHXf0pMtnCPAPZmaUMTjZiDPAaiZVmj17tuOlAQm1kW/yo/4RAikg0BQpwuKKf2WmHmjof8i9BXA87bTTfO3p37YqzfZBZGEBZUBujBThy0Oa6SOsSUsuuaRPY7d1ZMyYMf47YU2wGiE2pX/ggQf671h72HORskaOHOnTsBLxHbIE2WI3Ab5zoEtNJ/qTA/wDYUMXo9cMwwCrWadKkFmzHmLdk2QjEDQpwpENosK8LWZYrCbMtRtJwGkXJ+OGhNVOkJqmDkZGSyyxhB9NoTzYKwyB3KAUyI/1AMEsjFM2EZqpH8IIi3Ms8CMWpl69evk0YlggKBNGQeS1KZlhw4b5cxjpme8KS04p6+KLL/b5uMYWW2zh03hJM+IiGKMpREaCOCWGLIxETdnRZokQEAKNI9AUKWK6iQB8Tek2LN9s88FLEL0G+UDQNwzOeDbNgRlCw6CPKTObPoM8kWarqxgk4MJAmllx0El8Z1UTOhNBV5FmCz7QiRZiwPQVRAnfPazwZllCT2y11VbeR2fcuHHJdJ8vNLA/THGaXjv99NMDq13D1YEU8f7gECmqi1PQpIiHxTqd7fRs3+2zb9++dVtVk8JoBzNzUwcmRNv7jOCNTH+Z8DCTn7IQ4jpYeaY4mFsmLTMf/2fm41zLZ7EhrH5cw8TyWSRl8vE7n8zFZy5RZfPaUOfbrT18YlFjitJ8wjJ/C/F/lkRfeOGFnpiaAg+xnqpT5SLQFCmi5aZPGvukL5uuvPrqq4ME7LjjjkvquP3223sixcCPejNFGKrgU4UbA3oNv9dYhBApTzzxhD+M2MZS9zTqGTQpmjx5sicrmGU7duzoD0ywRpCWXnppZ9NahYJlpChUR2usZLYiA4aPdUnOfYXe9frzs0rHXiTl2EC3/loptZoQwHnXpqmuv/76vJuOhbply5a+PxdLV+ZdmVoZIXNYr+xZI5SIOWGvv/763qcKn06JEEgTgaBJEUBgVck8MMHa9FnmKolCQMM6Y/vq2BRYIeUVOy9TaJ06dUqUB1N9BJksJKhbsevYWHlYubCKcfB/6IKvBDFSWAVj0wah11n1qwwEmLpiOh4fPNNzXbp08Wm22COXloYap4jpv0xCxKB06tSpvmnoe1Z1QeiwaoQsMek1w5GtluhjHJBvSTYCwZOi7Oo671tkI4tizYeGTIpQaua0TbtZzcHOzPyP1SwGweLHyA/nyXwUe9ptZOqSKVWcWW2qM+066HrVicBf//rXZPBjes4+saTkKiGSIvQtq9msXex8zzRfbGLxlLgv7OsYi9iqP/AnLIMkG4HoSBErg3BCPvvssxNTa3aTcv8WKilixZpZsOjAOH2zImPo0KF+ef9ZZ52Ve2PLkAOHTlOAthy3DNXQJYVA8Ajg+MxzzYGO47DvrNbKVbB0srKW5y8EyzIWIkKMmD6ojxDhrI2OP/XUU4N+aeO0bu3gPsUiOLcTrJhD7gF171p0pKhuEwpPgRSZTxHLQkMQHC2tTjx4TJeFvkS1Idzwh2IvMZRyDNNRrHDEsrXxxhtrQ92GbqrSo0CAmGjmg2krWstVcSywJ554YkIk0G/1WYjQc6yWM71Xrvo2dV18Otk8mrh2Me0hxsIdHKw5Mhf5NNXeavldpMg5v2ps9dVXD+YhJPwAzuU2CmHKzJbs0zEZSfHdosBWS2dNq504thr2LDOWCIFYEWAQQlBa+nM5LUX4Elo8N+qy8sorNxizjGX/TCPuuuuurhAn81jvmepdXgREimpIkW0IW25Ha+IgYVK2lzLOiKzSyBTSCLDGUtAYhFhSED1GUzEsASWOVJ8+fRyxRywYXQw4q45CoDYCIfgUQYgInWI6bYUVVnAvv/xy7apmfceXD8tSyD59DE4nTpzo9drMmTOz6h/yF/Qw8e2IVm4x80Kub9p1EymqIUXmu1NOUsTKExSGKQ/m3i0YWmbHIII15xBAMgYh8ri1yaLZxlBv1VEIxI4ApIjgjTx/TGGXQ4j5Zc//8ssv74NDlqMexb4mq+OsXeedd16xiy9ZebaXKHV/4IEHSnadWAsWKaohRTid0UkIxlUOgRARi8kesuOPPz4JGFm7PkSKHTx4sLvnnntq/xTkd9rG1iw4fLLyIXQhwi+RfHF01zYfod8t1a8xBJg+Y28x9Moll1zS2Kkl+Q1/G9NphBJBdzUluAZsvfXWfootZAdmti9itwXiQF1xxRVNNSuY39FrrP5j0G1bVQVTuQAqIlJUQ4rMh4eI1mkLfiuE6zfl0bt37zpTZmnXqZjX+/rrr/0qB7YHCD3uCO1mSxdeJBA5bQhbzJ6gstJGAFJkWwKlTYqIg2MO02xu29wQKjgwQ6DQh2ygHapgxWcacPz48UHvPRkqfqHWS6SozJai2hYigrY1FeCQlWmMuPA/khQfgeHDh3uFDDHSnHvx8VWJ6SHA9JltoJ3m9Blbitggj+k79qFsruBDyaoupqRiiGvW3HaFch7x1wgnwMH/kmwERIrK6FMEIcq0EOHcS4TUpmTbbbf1CmellVZq6tQgfid0PwqOeCuYbkMXnCbZjJL4So1tOBx6O1Q/IVAOR+uBAwcmU3ZssH3bbbdV5I1gmv2iiy5y/fr185vkxtJI9j1jo2AO/D0l2QiIFJWJFPHSZe82G03lssfPQQcd5M3LbEMRanDBIAAAIABJREFUg2QGb7z55ptjqLLqKAQqAoG0LUUsoV9wwQW9XsNCNGbMmJxxZNUZq7qYlmKLo1Al1uCN+KLae0eO1nV7l0hRDSlKM04RU1+22SOdk5FGLktPcfDD1wWFF4PgtNy5c2cfDBEyGLqwBxOjXRT8p59+Gnp1VT8h0CACmT5FpQ7eeNNNNyXRswuxEOGDaKtwcQYOVQhKu/322/ttl/BDjEU++eQTv0iHLT6k3+reNZGiGlJksYFKHdGa5ZCtWrXyTJ1Is0wpVbrgIxXTxok33HBDMpJqKp5Kpd87tS9uBCBFZrlhJVipZNiwYckGtvgwjR49Ou9LQYqIdo2T9gknnJB3OWlkRK9h2WrKDzSNuugaxUFApKiGFKURvPH22293jKDMdJnvyA0FxAiqnBFqc+l+KAwsYSiQGJQHYQOYbyfq7pQpU3Jpqs4VAkEhkIZPEXuyWdRswm4UujkqeoLtP1hIEvou7jHpNeuYBKTlHcLBpraSbAREilLyKbr11luTVSDEtSiE0JijNVGtYxCcq3faaSeHDxT+RaELio49gThiIHGh46n6lQ8BSFEpgzfik9K6dWs/0GvRooXDylot8vHHH7u99trLoY/z8Z0qF07s7WgD87Fjx5arGsFeV6QoBUsR8822LBaT8LXXXltQhzjnnHN8cLNjjjmmoHLSyszO3/YQFjqKTKvOuo4QqAQEIEVmxSlkIFYfFiyXN0LE833NNdfUd1rOabEsyX/nnXcSvYZfaCyCT2u7du388dRTT8VS7dTqKVJUYp8iVlsxgkJpYCEiEnW1CY7hp512mt9PjBhLoQskrkuXLo5AnqwwkQiBWBH45z//mby4WT5eLIEQ2WIRfCOLGRgyluCNs2fPdkTc/tvf/haFBdzuPaTzs88+8wfWcEk2AiJFNaSIfcQgLt27d89GqIBvt9xyiydClIuFaOjQoQWU9kdWIqkSCn/u3Ll/JOq/oiGAJY97xvHCCy8UrVwVJATSRgBH62JbiohMbRGneUbOP//8ojbru+++8xuW4mzdv3//opatwoRAUwiIFJVo+oxpIixDKA0sRUOGDGnqXjT791NPPdVttNFG7uCDD252nnKeCIEj7siECRMco6vQhaCaRxxxhHdmD93RM3QsVb/yIlBsR2usqMsss0wyaDj33HPL28AyXp3BKZZvdp1nmXssghP7YYcd5o8YgummjatIUQ0pWnvttf2DfsABBxR8D3A2tGWwfBaTEFG5Lbfc0te1Q4cOBdc1jQJYRdKmTRsfiiCWTWzTwEXXEAKlRiCTFLEXWSHy/PPP+w1QzYqKb2OphGkdLOEsdw9VGDCxIwEhVtjWJBZhyxW7h8QqkmQjIFJUZFLE1ItZiDBbs49WsYUlsIzQYnFafvbZZ5OHcOTIkcWGo+jlYdn64IMP/HJg5t8lQiBWBJg+M5/GQuIUYT1lEGYv01I6FrMf14EHHui22WYbH0Q1VOzfe++9ZLPdYk8hlrLNkydPdr169fIHViNJNgIiRTWkaJVVVvEPPM61+QrOhqY0FllkkYICmOVbhxDz4TjJHjssx48hgirLa9u3b+9HgUTjlgiBWBHA0RpHaPRSvo7WPAMdO3ZMdNsZZ5yRUwT+XLH78ssvk73TevTokWv21M7HkvXcc885VnCxv6OkMhAQKaohRWuuuaZ/6Pfff/+c7yyxbAYMGOCdqVE+LFMtpVmSeWDm9vHTkRQfAUW0Lj6mKrE8CDB9ZuFArrzyypwrwZY3Fu0f3cZKq1KvWMJXh8C2+E6WUo/mDEaFZGBKEmd2DgJlSrIRECkqcPoMQoTp1CxEbdu2dffdd182ykX+xgo5fJU222yzIpdcmuJwQmTlHeEIMDmHLjNmzPD38MEHH3SMWiVCIFYEIEX5Bm8kDs+GG26Y6Da23AjZxyfte8R2JLgwoNdiCDVi+GDZIvAvB64NkmwERIpqSFG+23ywd9l8883nFcdSSy3liBZaatljjz389dZdd91SX6oo5TNtZqSRMAUSISAE0kEgX1IEIWKFqz23rHTF1ycNwXrB9bGIz5w5M41L5nUNYpgZPsQrikWwvlm9GfhJshEQKaohRWussYbvKM2dw8ZCBCGyzgUhIqBZGoK15dVXX3WYtmOQSZMmOVb3MUX58MMPB19l/ANQHBDcOXPmBF9fVVAINIQAPkU2aGvuXou87DfZZJNEt6ET04yJ9s033zgGqazq6tOnT0NNK3s6+4ZtuummjnfHTTfdVPb6NLcC6Dcs9xzsgybJRkCkqIYU2bx5cx2tMwkRTrmETpfUjwAmd5ytmYoqtT9C/TXILRVzuJFdwglIhECsCLD6zMKDNGf1We0pMwgRJCVNYVqKDZl5Bo888sg0L53Ttdgjkbqi1/CDklQGAiJFOfoU8YJnOaq9NLEQpU2IsGKwkkRTUaV5CO+88063wgorOFYkaslqaTBWqekgkMv0GWEoaluIfvjhh3QqmnEVdCyDEXxfqL+kuAiwxQfvLI7PP/+8uIVXQGkiRTmQIkYGrIgwQrT00kunTojoc1tttZWvA4HDYhBM+Pvtt5/fQiWGbTMYGb///vuOPdsUpyiGHqY6NoQApGLxxRf3+qKx1WcfffSR22KLLRLd1rVr19QtRA21IdR0wov85S9/cd26dSv54ppiYkAAXXuHPfDAA8UsuiLKEilqJinCPHr88ccnnYnNENkDqBzC5qqdOnVyhxxySDkun/M1CR9gD+GwYcNyzq8MQkAI5IcApIiYaTx/V1xxRb2FsDp02223TZ7Rvfbaq6y+dEyxY60l8O2LL75Yb51DSGSq0fTa6aefHkKVmlUHLETsMMCBbpZkIyBSVEOKGtsQFmsBe2HZA0Bk13J2pp9++sk7Psbgn0N3wzH86KOP9v4BOIiHLuPHj3c9e/b0o0CmFCRCIFYEMoM31udo/cUXX/jNV0237bzzzo60cgo+OgsttJDXt0S2DlWYhiJu0+GHH162AXI+2OAHRQgBjrT9xfKpb9p5RIqaIEUEuDr00EMTQoQDYMijl7Q7UCVej61a7CXB9gYSIRArAjha27ZDl19+eVYzeDnuueeeSV/fbrvtgvAxQedCzljVdcEFF2TVWV+EQKkREClqZPqMPbAyCdHqq6/uWF5ebmHfsx133NEde+yx5a5Ks66PZYvRJ0cMPjo4eDKFgB9UDMEmm3UTdFJVItCQTxEWAlaWGfnffPPN3ccffxwERoQ7wQGY+kDcQhXiKc2ePdvrtXI4pOeLy1tvveUIxNm7d+9owrrk29Z88okUNUCKeBgPOOCARGlAiELZB2vLLbf09WIaLwbB2oJfAxvk4isgEQJCIB0E6iNF6DYIvxGi9ddf3y8sSKdGlXMVFmKw2Aa9VtsKF3Ir77777uTepxFsOGQs6qubSFEtUoRliBEAc9mmNIgcHVKgRJbiE9Rs4MCB9d3T4NLw0TEsR48eHVz9alcIXy38GoitpL2BaqOj7zEhwPRZixYt/PM3aNAg35/Z39Gexw022MDhdxSSEDmbRSS77babo86hCitUbWqyf//+oVazTr0Id7D99tu7HXbYwU2YMKHO79WeIFJUQ4oseONOO+3kjjnmmERpEIn57bffrvZ+UlD7Z82a5UaOHOnjKjG6Cl2wZmGFo09MmTIl9OqqfkKgQQQyHa1ZIcVgygjReuutF9RgzxrBgMTIBtb6UAX3ijFjxvhVcmxJIqkMBESKnPOjJ7agWGCBBZLlqyiOjTfeOEizMiQDchHyvkAxPx433nhj8uLQSCrmO6m6s2ycqWtWcy2zzDJu/vnn932bjV6xIoUohD8hHtxBBx3kRo0aFWIVo64T8fawxnHwvyQbAZGiGjyYIiMcvo1QiAMU6r4wBAtjPyP23YlBmIa67bbbvIKLgchNmzbN736NdUtLVmPoYapjQwjQlwneuNhiiyV7oKHbYrDYNtSmUNJZQHLXXXe5ESNG+A1sQ6lXU/VgoMe7gyOEhUNN1Tft34MkRaxSYnkoKyLSODp37uzatm3rFl10Ua88GFkxbdalSxe39dZbu2222cav9mLFFwcRpZmTte/UlTT7zid5MvMxf8s5nGvnUUbtfARR45p2Dp+18y277LLeT4A6Uy7nGF6Z5fE/+FEm53AuUWtJs/rXl4/rZ+Yjb3Py0V7yZbYbp3A2d4RwMkrFYZ1zSKdcDv4njesyfWl1Is3wsrKph+Wz9lmbaR95LB9l0XZLM6xq5wMLO4fz99hjD8ceeLvvvrvH3n4r1+ff//73tPWCrldGBAgSW6y+hkUIUsSBfkO3rbXWWm7XXXf117BngmeK5yLzubTnyfQH59izac9lQ/l4TjP1WEP5aKc9z3xaPpbk77LLLl5ncY4945xj+imzDqZDTK/ZM52Zz3RBpn4yXVA7XyYODeUDWyxwDFBXXHFFjyf5DFOrk+FgdaI9VvdMvWb5rE6Wz+4D+ahLpl4DL6u75bM2k4/fM/NxPUIdUGcOZkj4PdSjHCusgyRF7D5s895pfbKCAMWBU+K8886b+vVzaSd1hGSEXs/abWK0WjtN3+dpEpOQdwovI3eo2EsziCjmc4Gu4MA9gBdhMcsuVVmx6DbeG61atYoC08x7BZmzAJmZ6aH9D4FLW4IkRcSogOFutNFGqRww/tatW/tOwvYdMG0OmDpWpM0228z/b+mYHRkF2DnUlTT7nXzkqZ0PszXn8jvnUgZptfNxTTuHT86Bydt57du39w8hnZo0zuF38OJcy8v/pGXWgw0f8ZXi2pxnOFv9SeP69eUjrbF8XKd2Psq1NCxbKGewph7WHv7nHK7LSIY6UUfSDC8rOzOflZ3ZZvJwgAdlWT7KM6wMF/LTXtpk1zOs2rVrl2BsZZbr84YbbkhbL+h6ZUTgqKOO8n24GP0Nq5C96LBm0N857LmwZ5A0ngd7vvjObzwX9kyQxnNFmj2XnMPzVDsf302Pkc/0jOUjjXz2XFo9yId+w6qFnjBdRN04h3yWRl34Tjr5KMv0E5/gl5nP2mztIR+/c15mPsrJbE99+ag7swnoYAZ7bCBNOZbP6kSa4ZCpZwwHKzszn9XJ8lEWdaIszs/Ua+Szuls+PjNxqZ1v5ZVXTvoE//N7qAc7SaQtQZKitEHgeh07dvQdZZ999inH5XO6JmZlFF05WHROFc04GYc+NrCl3sRICV0wPVNXFJ9ECMSKAMFHjRRdeumlUTTj4IMP9nUmBhBO16HK9OnTE2v9hRdeGGo169TroYceSvrEo48+Wuf3ak8QKapZfWakaO+99w6+TzDfjqLDPycWwSnRSFH37t2Drzbz9GDMSFsiBGJFgOCNRorq2/ssxHax8zx1hhSxQipUYV9Em+aLaTsSAjZanxg7dmyo8JatXiJFNXGKjBR17dq1bDejuReOkRSxvYeRIlbPhS4iRaHfIdWvOQgQp8hegBdddFFzspT9HJbiGykiFlCoghXOSNH5558fajXr1Ou+++5L+gRWI0k2AiJFIkXZPaJE30SKSgSsihUCjSAgUtQIOAX+JFJUIICBZhcpEilKpWuKFKUCsy4iBLIQECnKgqOoX0SKigpnMIVVJCnCf+Xll192jz/+uHv66afdZ5991ijgnK/ps0YhKvhHkaKCIVQBQiBnBESKcoas2RlEipoNVVQnVhwpeuutt3zQL5tH55NdoBubOxUpKn2fFSkqPca6ghCojYBIUW1EivddpKh4WIZUUkWRou+++87HcYAIsc8PK8nMAkSMHAhTfRIbKSKiKW1cbbXV6mtOkGmQoqWWWsrXe8899wyyjpmVIuIsGBPxVSIEYkVApKh0d+7dd99NHJbPPvvs0l2oyCXL0bpxQCuKFN1xxx2+kxKA8ZlnnvEtf+211xzfecGdd9559aIRGykimBftYTVXLPLjjz86Vs2ttNJK7uSTTw6+2gRJA2MC3kmEQKwIxEiKDjzwQP/sMZANefUZe2MyC0EAxKFDh0bTRe69916PL/rtwQcfjKbeaVW0okhR3759/c0mWugvv/ySYMgeVnSAAw44IEnL/Cc2UsReWOwJc+WVV2Y2I/j/586d65UcVqPQ5aabbvIYX3XVVaFXVfUTAg0iECMpsuCN7PEYMin67bff3A8//ODryDskFlGcosbvVEWRIhth1I6Dc9xxx3lSxGaCvJhrS2ykqHb99V0ICAEhUB8CMZKid955xz3xxBPulVdeyRrc1tc+peWOABuuswCJ2ZTZs2fnXkCF56gYUvTzzz/7HYSxCBERNVNOO+00T4qYEvn6668zf/L/ixTVgaSoCTyE48ePdyNHjnS33HKLfyCZTpMIASFQWgRiJEWlRUSlC4HGEagoUmSRnmtPk7HLOGSJPcPqm7qJlRR99NFHbubMmQ5CGKo89dRTbpVVVvH4cw842BSWe/H+++8HVW2IGqOnM8880+EMvuuuu7rDDz/cr1zEVC4RArEhIFJUvDs2ZcoUd+SRR7rddtvNjR49usmCZ8yY4Zi94Hx0SeaBJSwNYUD64YcfOt4Vzd1H7quvvvJ5yJd5kF4NUjGkiJvF7tK8dNmigQ1ITSBJpPfs2dOSsj5jI0WsoqMt7NDMbtJvvvlmVntC+nL11Vf7Xa/3339/d/zxx/u9xIwcoWBCkhdeeCEJ22915JNQ/oMHDw6pqqqLEGgWAiJFzYKp0ZMgFuxttsgiiySDO941Tcm4ceOS8zP1Cf9fc801TWUv6HeuzR6T7B/H9Vq2bOlwH8GfqDFhrzlWN3O+bWFidYfgVcPgsKJIERsecgNXWGEFRwwJZNasWcmy/AEDBtTbH2IhRXTI6667zi2xxBJZD9uECRPqbVcIiViyGDGZMJcNmeM+sYou0yHezinXJ6SIve9uvPFGP9138803uw4dOvi6brzxxuWqlq4rBPJGICRS9Pnnn7tLL73Uv3S32WYbb3X5xz/+0Wjb8AE95phjHCEyyJN5XHvttY3mLdaPvDfQVz169PCDUP4/8cQTmyweaxDnEh6GldHPP/+8P5577rkmAwo3WXgTJ+yxxx7+2ssvv3yy5yR1gey89NJLDeb+9NNPk/clq/8IaWMHMy4iRQ1CF+YPkyZNcgsvvLDvDDw8rBximobO0Lp1a4cDX30SCynCH2rttdf2UzrmJ0XbJk6cWF+zgkz717/+5RZbbDF/TxiRZFr0yl3h+h54Yl2B8TrrrFPu6un6QiBnBEIhRbxsGVjwLGUe6OXGdmpnit1CqmTm4/9evXrljEc+GW677Ta/dB2n5MUXX9zXvzmk6Mknn/Tn4j6Q9io6YhGxowPuIhz42Rp+55xzToMwsPuDuTvcc889DZ5XyT9UlKWIFyyWFB406wB8tm/f3o0YMaLB+xgLKWL5J9uXICzLtzbGRIqGDx/u5ptvPl/3EHftxnwMcZs6dapj6q9Vq1aeaF9++eUN9h/9IARCRSAUUnTSSSf5Zx5dTJwcpnfWXXddn7bhhhs6nrv6BFKE5R9dRyygV1991WEZZ2UacYLSFAgD7grUpTmkyKbP8KEknlHnzp19WJjHHnss9cEg1m97XzQWaDKTFGFUIEDltGnTqsJCZH2pokiRNYoH54orrnBnnXWWn7vlxjYmsZCizDZA/qyTx0KK3n77bR+8kXpvueWWQS4HhbQZrvYZmu9TZj/Q/0KgMQRCIEU46P75z3/2z1WmC8OoUaMSv5U33nij3mZkkqLJkyfXe05aiVi7ciFFTJeZDsn8xFcnrak/w+bUU09N6tKYXxHuJkZCrc5MueFW0Ni0m12nEj4rkhTlemNiJEWDBg1KOnkMpAhiypYZPGhEtcYSE6I88sgjflTHyM62JSFyOKOr+lYuhtgG1UkIGAIhkCIWhtizlPlCRm+Z83JDe1OiN8yvD72x3nrruR122MEvfMBynqbkSoq++eYbbxGDzEH6CAiLjw86kMCUlJeGsGpuueWW89fF2ZrtsBoSMGVRDFa8DTbYIJlKo87owbStcw3Vs5TpIkXOOZGiUnYx5z7++GNHlHEeLOar8f2KQSBu+KZRb46GFHcMbVEdqxOBEEgRiytatGjhnyGs+CYswGA6jWeroW0y0B2rrrpq8gzas8gnka/TDEeSKymydmZ+4mhO3bE4pTEwxI/WpilxmG7Irzazjviumq8n//fr1y/BvzE3lMwyYv5fpEikqKT9l+WsjOxQBJtuuqmfny7pBYtc+A033JAohEsuuaTIpas4IVBaBEIgRQwmjMxkDoiwOhgpGjZsWL1AsPgBP0qsLbTl0UcfTQZYTEM9++yz9eYrRSKr52z6DB+pfARrEVhgIfv3v/+dTxHNzoPu3Xrrrf31sLa9+OKLzc6beeL06dNdmzZtfDlDhgzJ/Kki/xcpqiFFZl5kKWMMkulojWNwqHLGGWckChFyhJ8X89unnHKKP0qtGHLBhdUi+DmwyoSREqZ7Aq+hxHAOx0FSIgRiQiAEUsTL2MgEK6JMqJstimlsBZqdb59ExzeSxcqwUgvEDH2A1cra0bt378SawvXRGfhLoe8IlIjQVnQGQRPJD7lj9TB1ZzVrY9NYhbYJh2nb8xNLUWPvCLMKcc36VuBCPG1VN/qx0kWkqIYUrbbaav7Ft99++wV7z+m8r7/+uh8dsfrBFAOmZzouD0JoYvEyrK61P++8885gqmwrZAh4hqnZFDZ13nfffZ22JgnmVqkizUQAfx575s4999xm5iruaThL40NDPTItDfjvzT///D4dv5fmCr5I1qY09Ad1Rh+YbxPXhhyRduihh/pq33XXXUmdWASDEA2fc/Ej4lwclvnOsv5S7k6PnjrssMP8tRZYYAF34YUXekLGO4KDKUziwzEdSJRtpidZEYiwAwFBH8GVc5kug8BRb/Tif/7zH39eJf8RKXLOs3g86zHNhhwdmpEFzoZ00PqOK6+8Mri+SnA2SFtDR0iOe6+99ppfMmtxUVhK26lTJx9wbs6cOcFhqwoJgaYQ+OSTT9yxxx7rjjjiiLJZOnlJs+8kOmuTTTZxTMcwtWMxwJhWx5qClWLgwIGODbwtIC16GVLC+Sx0wLLcpUsXXxaDlsYsIE1h09zfLSgw9YfYcBiZY2spBKJGkEZisD388MM+jWCw1NWsS9QXwsFWQqUUtuaoHeA3833Bb19++aXH2NLZbQCx2EqWbp84WedizStl+0pdtkhRqREuYvkohZNPPtmze6Z1Mg8YP3ExJIUjgO8AioVo3KU0cRdeU5UgBOJA4Pbbb0+IBC9lG3gwLU20ZyRzqg/ChLC9Di9mfFrwPzKCQT4IVBqCDsjcAyzz/8zBEsvZ0RmZU1A4gmORIQ+/Z05VlaruBIpkJqH2+8H2XiPECA7UxIZiGpDziLKN8I7BB+zoo4/275m99trLEU8uDfJZKjxyLVekKFfEdL4QEAJCQAjkjAD+Pzj+YoFlWgcfw7vvvjspB78crEZYWyxYKlNvWLqYgsI6A6HiJQ7JkgiBUiAgUlQKVFWmEBACQkAI1EGAvcywmHDUF/cLK0d9FhUCQJLONBohVCRCoFQIiBSVClmVKwSEgBAQAkJACESFgEhRVLdLlRUCQkAICAEhIARKhYBIUamQVblCQAgIASEgBIRAVAiIFEV1u1RZISAEhIAQEAJCoFQIiBSVClmVKwSEgBAQAkJACESFgEhRVLdLlRUCQkAICAEhIARKhYBIUamQVblCQAgIASEgBIRAVAiIFEV1u1RZISAEhIAQEAJCoFQIiBSVClmVKwSEgBAQAkJACESFgEhRVLdLlRUCQkAICAEhIARKhYBIUamQVblCQAgIASEgBIRAVAiIFEV1u1RZISAEhIAQEAJCoFQIiBSVClmVKwSEgBAQAkJACESFgEhRVLdLlRUCQkAICAEhIARKhYBIUamQVblCQAgIASEgBIRAVAiIFEV1u1RZISAEhIAQEAJCoFQIiBSVClmVKwSEgBAQAkJACESFgEhRVLdLlRUCQkAICAEhIARKhYBIUamQVblCQAgIASEgBIRAVAiIFEV1u1RZISAEhIAQEAJCoFQIiBSVClmVKwSEgBAQAkJACESFgEhRVLdLlRUCQkAICAEhIARKhYBIUamQVblCQAgIASEgBIRAVAiIFEV1u1RZISAEhIAQEAJCoFQIiBSVClmVKwSEgBAQAkJACESFgEhRVLdLlRUCQkAICAEhIARKhYBIUamQVblCQAgIASEgBIRAVAiIFEV1u4pb2Tlz5rh//vOf/vj222+LW7hKEwJCQAgIASEQGQIiRZHdsGJV98cff3S77767m2eeefxx7LHHFqtolSMEhIAQqEgEJk6c6C666KKs4/rrr3cvvvhiRba3GhslUlSNd905N2nSJDfffPMlpGj55Zd3n332WZWioWYLASEgBJpGoG/fvonOtAEln61atXLnnHOO+9///td0ITojaAREioK+PaWr3Omnn+4f7h49ergOHTp4gjRy5MjSXVAlCwEhIAQiR+DMM8/0ehOdee6553qLUadOnRKi9MQTT0TeQlVfpKgK+8D333/v1l9/fTfvvPO6p59+2p1wwgkJQfrtt9+qEBE1WQgIASHQNAJnnXWW15VbbLFFcvLUqVMTUjRmzJgkXf/EiYBIUZz3raBaP/74494ytM4667iff/7Z3XnnnZ4gtW3b1v373/8uqGxlFgJCQAhUKgJGijbddFPHQpVff/3V3XzzzV5/Lrvssu7NN9+s1KZXTbtEiqrmVv/R0D59+viRDZ/I559/7pZbbjmfNnjw4D9O1H9CQAgIASGQIGCkqEWLFm6FFVZwHTt2dPPPP79r2bKlGzp0aHKe/okXAZGieO9dXjX/4osvHE7VPMgPP/ywdwz86aefXLdu3Twp2m677bz1KK/ClUkICAEhUMEIGCnKdLK2/zfccEM3fvz4Cm59dTRNpKg67nPSyvvvvz+Z/27Xrp1r3769PxZddFGfvvjii7vJkyf5nqUeAAACt0lEQVQn5+sfISAEhIAQ+B0BI0X4ZL799tvuww8/dI888ojDFQFyxLTa119/LbgiRkCkKOKbl0/Ve/Xq5R/eBRZYwC244ILeYoTVaKGFFvLz4jzY5513Xj5FK48QEAJCoKIRMFLUuXNn98MPPyRtHTFiRDLYfPfdd5N0/RMfAiJF8d2zvGs8ffp0hzMgxIf571mzZiXHp59+6vbbbz//28Ybb+wU4TpvmJVRCAiBCkXASNHmm2/ubKXuL7/8kqzgxTUBXSqJFwGRonjvXc41HzJkiCc9rVu3djNmzKiTf/To0clohxVqEiEgBISAEPgDgX79+nkdyUrd7t27u549e7rtt98+0Zv8zoo0SbwIiBTFe+9yrvl9993nH+Lrrruu3rw4YbPdx4EHHuiefPLJes9RohAQAkKgWhE4++yzEwJkDtZ8rrzyyg4rEjHgJHEjIFIU9/1T7YWAEBACQiAlBKZNm+YeeOCBrOOxxx6r1/KeUpV0mSIjIFJUZEBVnBAQAkJACAgBIRAnAiJFcd431VoICAEhIASEgBAoMgIiRUUGVMUJASEgBISAEBACcSIgUhTnfVOthYAQEAJCQAgIgSIjIFJUZEBVnBAQAkJACAgBIRAnAiJFcd431VoICAEhIASEgBAoMgIiRUUGVMUJASEgBISAEBACcSIgUhTnfVOthYAQEAJCQAgIgSIjIFJUZEBVnBAQAkJACAgBIRAnAiJFcd431VoICAEhIASEgBAoMgIiRUUGVMUJASEgBISAEBACcSIgUhTnfVOthYAQEAJCQAgIgSIjIFJUZEBVnBAQAkJACAgBIRAnAiJFcd431VoICAEhIASEgBAoMgIiRUUGVMUJASEgBISAEBACcSIgUhTnfVOthYAQEAJCQAgIgSIjIFJUZEBVnBAQAkJACAgBIRAnAv8PVtGDNAJdxO4AAAAASUVORK5CYII=)
MathematicsGrade-8
Mathematics
The true statement among the following regarding Table A and B is
![](data:image/png;base64,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)
The true statement among the following regarding Table A and B is
![](data:image/png;base64,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)
MathematicsGrade-8
MathematicsVideo
The unit rate in the graph is
![](data:image/png;base64,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)
The unit rate in the graph is
![](data:image/png;base64,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)
MathematicsGrade-8
MathematicsVideo
The unit rate in the equation, y = 5x is
The unit rate in the equation, y = 5x is
MathematicsGrade-8
MathematicsVideo
The unit rate of the table below is
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT0AAABcCAYAAAAcRGLWAAAU30lEQVR4Ae2dCbSNVRuAb4hIZB5axhIaVDKUQiNCkSJDJSVjk5JKGghJSsjKUFqikoyZJUOGIpUxEpnnZJ6H91/P/td31r1+957X8p3zffe/717ruOec7z3Dfs7ez54++0sQS0bACBiBNEQgIQ3l1bJqBIyAERCTnhUCI2AE0hQBk16a+rkts0bACJj0rAwYASOQpgiY9NLUz22ZNQJGIFnprV+/XgYPHiwffvih3RQMBgwYIIMGDTJWSlYDBw40VlFYWZnSuwdWy5YtUxk9Wen1799fcuTIIQ0aNLCbgkGxYsUkX758xkrBqnDhwlKwYEFjFYUVZSpv3rzGKQonHFWkSBF59tlnL0x69PAee+wx1ZtYkMi7774rzz33nKFQEHj77belffv2isi0HfLee+/JM888k7YhKHPfpUsXadWqlSo62Z7eRx995FoY1btYkLzxxhvSokULI6Eg8Morr1hlVnB66623pHnz5opIC3nttdekTZs2KhAmPRWm6EEmveiMvAiTnkci5b8mvZT5JD5q0ktMI073TXp60CY9HSuTno4TUSY9PSvfIk16epQmPR0rk56OE1EmPT0r3yJNenqUJj0dK5OejhNRJj09K98iTXp6lCY9HSuTno4TUSY9PSvfIk16epQmPR0rk56OE1EmPT0r3yJNenqUJj0dK5OejhNRJj09K98iTXp6lCY9HSuTno4TUSY9PSvfIk16epQmPR0rk56OE1EmPT0r3yJNenqUJj0dK5OejhNRJj09K98iTXp6lCY9HSuTno4TUSY9PSvfIk16epQmPR0rk56OE1EmPT0r3yJNenqUJj0dK5OejhNRqUJ6bFI6adIkWbFihZw+fdrlbs+ePTJt2jSZO3eunDp1Sp/jEESGUXoHDhxwjH/55Rc5duxYCCj99yuETXrHjx+XyZMny7Bhw2Ts2LGybt26ULAKo/T2798vY8aMibDaunVrKFilCun98MMPcumll8oNN9wg27dvd+D69OkjCQkJ0qxZMzlx4kQoYGq/RNikt3z5cscRnvfcc49s27ZNm5WYx4VJeps2bRI2zG3SpIlUq1ZNsmbNKnfeeWcoxBc26VGG+vbtKzVr1nSsqL9169aN1N+YF5wUPiBVSI/v/+STTzrJDR8+XPbu3StVqlSR4sWLy+rVq132duzYIb1795bu3bu7resTtypLliyRbt26SY8ePdwxXk+aP3++jBw5UmbPni3sCbho0SLZt2+fsD058SNGjHBxfv8TJulROBs2bCgFChRwu1/Xrl07FAXTYx4m6VGOqMgHDx50X69169auTFJ2gk5hk96qVatcD+/w4cMODZsM06jGqk6dD/9UIz0KHFuHlytXzgkpW7Zs7roJZHbDhg2u4l511VXSuHFjKVq0qFAgGQrPnDnTbXAK9Fq1akmGDBnk/fffF4YpbOSZLl06KVmypJPqxIkThZ16iUGyDz/8sIwfP/58eKpiwyS9jRs3Cg3J0KFDpVSpUq5V9nrTqszEOChM0js7q3w3KjI7hwedwia9xDyYfqLHlylTJpkyZUriQ4HcTzXSg86rr74qGTNmlDx58sh1113nhmFnzpyRjh07SubMmWXhwoUO4ueff+4eMyxm3i8x6EqVKknFihVl586d4hVahsgk5rJy5colJUqUcI/pEU6dOtXd9/OfMEnPy9fSpUulUKFCUr16devpeVBS+Ltr1y6pXLmy5M6d240UUgiNy6EwSo/59rZt20qdOnXcNWEYhYVhvjhVSW/z5s1SunTpJN3ko0ePul4e8yv0zBDYXXfd5WLo0ZHoybCVdqNGjRz82267TbZs2SIdOnRwvboJEya4OLriXLuC1pu5GlpwCrffKYzSY2hPT9qkF/3Xppy0a9fOzen16tVLvCFc9FfGLiKM0vvpp5/k5Zdfdqul1EnqJiMvOipBplQlPUDRU0NKSIt06NAhJ73s2bPLCy+8IF27dpWePXvKkCFDZOXKldKvXz/hSlFc/ahz585u6Iv0mPPzpHf2PAOXiGPoy+dQuP1OJj090bANbylvnTp1ctMilI0jR47oMxPDyDBKL3F26XhQnx5//PHAG4lUJ70KFSo4eGvWrHFMT5486a4uliVLliTDWA5SIKtWrSrXXnutW+HlcZkyZaR8+fJOerRC6dOnj0yu0qvjqlIkTuFg3hBB+p3CKD0aCC6Nx9wLFTssKUzSY2jGley4fOc777wTOX0qDKzCJj2mlhIv8LAAhPToaAR9tkWqkx7SAp63akuBY+K9adOmkj9/fje0pSvdsmVL1xv8+OOPJWfOnHLLLbdIvXr1nMhYDKGnSM+Q96IVIlHZuUoSr6dHyerw//tCBqdhcOnAsmXLOhY0HoieFWwalKBTmKQ3b948gQ9lhvJRo0YNV1ZoxHbv3h0oqrBJb+3ate7SnUwTUZ+4Lnb9+vXdomOgoFLLycmJIS1evNjNC5w9j0Kh4wTmUaNGuduMGTPcpClxc+bMcSeSzpo1y53M/Ntvv7lj/DA8x6KGlzj1hffgxFNO1I1FClNPjx4tDMaNGycwY+GHE0q5Arx3IngsGGjfM0zSo5xMnz7dcaIx9MraggULAh/mhk16/L7wGj16tOPECd2J65n2949FXKrr6cUCQrzfM0zSi3fez/fzwiS98/3u8YwPo/Timf/z+SyT3vnQ8inWpKcHadLTsTLp6TgRZdLTs/It0qSnR2nS07Ey6ek4EWXS07PyLdKkp0dp0tOxMunpOBFl0tOz8i3SpKdHadLTsTLp6TgRZdLTs/It0qSnR2nS07Ey6ek4EWXS07PyLdKkp0dp0tOxMunpOBFl0tOz8i3SpKdHadLTsTLp6TgRZdLTs/It0qSnR2nS07Ey6ek4EWXS07PyLdKkp0dp0tOxMunpOBFl0tOz8i3SpKdHadLTsTLp6TgRZdLTs/It0qSnR2nS07Ey6ek4EWXS07PyLdKkp0dp0tOxMunpOBHli/TYYZhrUFjSEWBPNnZothSdANcsYd9DSykTYB9ItgizFJ0AeyG2atUqeqCIJCQX9dlnn7mtxrkoj92iM+D6Ht5FjIxXyryuueYaufrqq61cRalb119/vVx55ZXGKQon6hubCnO9HU1KVnpsOMk1abkmhd2iM+Dasmxqaqyis2ITSjY1NVYps7r33nvdBa+MU8qc4MOmpi+99JLGecn39Gx4q+IXCbLhbQRF1DsMb9u3bx81Lq0H2PBWXwK6dOly4cNb9sJv0KCB/lPTeKQtZOgLgC1k6FjZQoaOE1G+LGSY9PTAiTTp6XmZ9HSsTHo6TkSZ9PSsfIs06elRmvR0rEx6Ok5EmfT0rHyLNOnpUZr0dKxMejpORJn09Kx8izTp6VGa9HSsTHo6TkSZ9PSsfIs06elRmvR0rEx6Ok5EmfT0rHyLNOnpUZr0dKxMejpORJn09Kx8izTp6VGa9HSsTHo6TkSZ9PSsfIs06elRmvR0rEx6Ok5EmfT0rHyLNOnpUZr0dKxMejpORJn09Kx8izTp6VGa9HSsTHo6TkSZ9PSsfIs06elRmvR0rEx6Ok5E/d9Kb9OmTTJgwACZMWNGijR27dolQ4cOlYkTJ8rJkydTjPXroElPT9Kkp2Nl0tNxIiq00jtw4IB8/fXXMmjQINm5c2ckR+PGjZOePXvKhg0bIs+d687IkSMlISFBatWqda7DkecWLFgg6dOnlwoVKsihQ4ciz3t31qxZ4z5v3rx53lMX/Ddo6f3xxx/So0cP6dixo9ugk006x4wZE8kXTDp16uSOsYPOkSNHIsfifSco6VEWKGeffvppkvyfOnVKvv32W+F7vf766/L9998nQUIDyjEq1vjx45Mci+WDIKV38OBBx4p9NY8ePeqyeezYMZk6dap07dpVOnTo4MoSe9itXr06gmHIkCGOFeWQTke8Umilt3HjRrdHX44cOWTx4sURHuwbhswmT54cee5cd3h9//79hQqcUuK9c+fOLdWqVTtnGD8Gn0eh8isFKb3Tp0874ZGn+++/X9q2betuI0aMcNmbPXu2lCxZUu644w73/GWXXeYKLAU7iBSE9H7++Wd56KGH3O+eL1++SKOLCHv37i1sbPrEE09IjRo1pESJEjJhwgQ5c+aM9OvXT3LlyiWPPvqoY1usWDFXmTkW6xSU9ObPny9169Z1rAoWLCj//POPy+rWrVulSpUqcvnll0vz5s1dWXr++edl5cqVQhmkMYUVO67TMWED1GnTpjmOsWYVWult3rxZqlat6mAsWbIkwsErjN6wlR4hMIHHFtBey7t27Vrp3r270DMk7dmzR9jHzovjNbRCU6ZMkSJFigibVb744ovStGlT6datm+v18YPyHRBEmTJl3L5u9JIuNAUpPYbwfH7hwoVl+fLlSbKyf/9+eeCBB1wj4LXIFOiLLrpI/OzpJvnQKA/iLT3kXrNmTbfJK8JHcEyBkBYuXCjZsmWTBx980D3++++/HUfkR4UtVKiQ1KtXzx2jx8Pr2SX7+PHj7rlY/hOE9Cgv5J0NcbNmzery6klv/fr1bvRUp06d/8n2r7/+6oT3yCOPuGPU4cyZM8tNN90k9KRjnUItPVoKWlIKl5caNWrkJDRr1izXqrCPX9GiRZ2o2JH4xhtvFIBPmjTJxVFAKXQM19hSmw0ES5cu7Y4hQSozLVSePHmEDSvbtWvnjiHMFStWSJMmTdxjdlv95JNPog6rve+Z0t+gpUcFoYImbkz4vqtWrXKM7rvvvkhFZ+iL9BmKBJHiLT2GZTSUjAAKFCjger2e9LwpE8oJiefvvvtuV/5oRClHH3zwQQQTZfeSSy4R5pdjnYKQHtMeHqu8efO6BsKTHtNPFStWdD3es/POlAENQt++fd0hREcd5rlt27adHe7741BLj6FslixZ3HbhVERu+fPnl3Tp0gnSGz58uGTIkEEGDx7swNBzoZAxX/Xjjz+6yvr0008L83IM2byL8bDAwfsitb/++su1OrTIpMOHD7tWp1y5cu4xPUoqPTvT+pXCID3yRB5r164tbdq0ccJbt26daxBonekZk6hMxCL8IFK8peflkcrL0JZy40nvq6++cixoLEl79+6V6tWrO9lRzoj3KjI96ptvvlmyZ8/uhnTe+8bqbxDS8/ICH6aI6BV70qOjcuutt7p6RmeEzgdDWnrASI/655UpGhpGUgx3//zzT+9tY/Y31NKjd0ULwjD0iy++cLfy5cu74RYy6tWrl4NH745hKIsRVNDWrVsLQ1PuM5+A9MqWLSvNmjVzICkgtOJIkuEqvTyGNKTt27e7H9CT4NixY9378Bq/UpDSY36JAsk8FJWYIT2cYENDwrVOGOJ60nvzzTfdca+A+sVA+z5BSY85qWjS+/fff5NIjwY5sfQYrtF78WNKJBqvIKXHVNTZ0kNu9JapP8OGDZNKlSq5Dgn36XTAxStTSI/6xvw9dTXWKdTSO9fwtmHDhq4SIj2GEsBjCPbdd9+5Ie2cOXNcpWaOxavM+/btc3MttLrA5weid8iwlx8G6dGrRAh0r2lxaLVInvQ6d+7s228RpPTOzgStND2SUqVKyahRo9zcZuXKlYVKT/Kk582hnv36WD8OSno7duyISM9rAGgoKFPeNTuY06JhpkxxwRmGt97QFy40tAxxkWOsU5DSo8540qP3e640evRoyZQpk7Ro0UJY5aUzw9w5ieEtPT2mnWAa6xRq6d1+++1ukeH333+PcPBWimbOnCmssiGyc13v01t1pae3aNEityBC3PTp02Xu3LmRCVMmp2lhKLye9HhPhjWsMnnD25YtW7rHfqzEBSk9Tv+hhaVHS2FjTpP8kv8tW7bIU089JRkzZnSr4xxngYeeNMeCSEFIj9+deTgaP1YVYcVzzIGy6EVjjAgZTVB5OXWFhR8aSqYMkMDSpUvliiuucIL0o8xEYx+U9ODC/B2rtFyqk/LFc4wa6FhQhrjReDItxTQRc8fULxZAiGdhg14yMopHCq30qGRMEtMDoQB5iRWfiy++2EEFJq0GPTWGZdyYPwAiUiQO6Xk9veLFiwsi5cZwmPkD5vVooZkv9KTHD8B7Mb/HHAW9Sz6D+S8EeqEpSOnRu0V09ObII0yYcF62bJnLFqveMGRimeO0wMyPUpCDSPGWHpPz/N5cG5UVRW9VklN7Tpw4Id98841wKgrHYcepK955pJzryHP0WLiuMWcKeMdizS4I6XEKT/369f+HFYs69G779OnjyhDliJ4gi4TUReoZi0I0IDQUsIKjNx8Ya1ahlR5Co4VFfomX/BmO0bJ4J0ECkAl45MWNFhdZcZy43bt3u/krhsEUDBYuKLg5c+Z052IxjKFV5y+Jz+UxwzuvotPl5nXMN5zrBObz/ZGClB7fFWae8Gl1YZQ40YuBIzyD6uF53yfe0uM3pzxxPhlnATD/yX3O+yTBjvs8BztOt/ASx5jf8o5RweOVgpAerGgkk2PF6T9evaT+JD7JHVbUM49VPIa13m8RWul5X9CPv6wWMRfDaShU8C+//NJ1p1lxC+Kk26Cl5wfTeL1HvKUXr3z5/TlBSM/vPMTr/dKE9FgdosvNnAOrRMwn8JihBy1OvJNJT0/cpKdjZdLTcSIqTUiPjNIVZ9hLz44hqjd01aPyL9Kkp2dp0tOxMunpOBGVZqSnRxL7SJOenrFJT8fKpKfjRJRJT8/Kt0iTnh6lSU/HyqSn40SUSU/PyrdIk54epUlPx8qkp+NElElPz8q3SJOeHqVJT8fKpKfjRJRJT8/Kt0iTnh6lSU/HyqSn40SUSU/PyrdIk54epUlPx8qkp+NElElPz8q3SJOeHqVJT8fKpKfjRJRJT8/Kt0iTnh6lSU/HyqSn40SUSU/PyrdIk54epUlPx8qkp+NElC/SY0fUxo0b6z81jUeyKSq7dliKToAGgo1OLaVMgP9Xzua5lqITYM9DrqejSQnJBQ0cONBdMIWtoOwWnQH7rLFXm7GKzoodrtnWy1ilzMrKVMp8EpcfypS2IU1WemzLxCUZ2SPLbtEZsAMvFy4yVtFZsRksN2OVMisrUynzSVx+KE9sG6ZJyUpP82KLMQJGwAikNgImvdT2i9n3NQJG4IIImPQuCJ+92AgYgdRGwKSX2n4x+75GwAhcEIH/AHX67Gr7UzYwAAAAAElFTkSuQmCC)
The unit rate of the table below is
![](data:image/png;base64,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)
MathematicsGrade-8
MathematicsVideo
Solve the equation -14 + 6b + 7 – 2b = 1 + 5b
Solve the equation -14 + 6b + 7 – 2b = 1 + 5b
MathematicsGrade-8
MathematicsVideo
Solve the equation 6r + 7 = 13 + 7r
Solve the equation 6r + 7 = 13 + 7r
MathematicsGrade-8
MathematicsVideo
Solve the equation 5 + 3x = 2x + 6
Solve the equation 5 + 3x = 2x + 6
MathematicsGrade-8
MathematicsVideo
Solve the equation 38 + 7k = 8(k + 4)
Solve the equation 38 + 7k = 8(k + 4)
MathematicsGrade-8
MathematicsVideo
Solve the equation 8x + 4(4x – 3) = 4(6x + 4) – 4.
Solve the equation 8x + 4(4x – 3) = 4(6x + 4) – 4.
MathematicsGrade-8