Từ điểm A một vật được ném lên theo phương thẳng đ...
Câu hỏi: Từ điểm A một vật được ném lên theo phương thẳng đứng. Vật lên đến vị trí cao nhất B rồi rơi xuống đến điểm C trên mặt đất. Gọi D là điểm bất kì trên đoạn AB. Phát biểu nào sau đây là đúng?
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759j/gW171cp71wueysjYnJRiGofL5WTJOvujitN0ocSulnVJdiJrKRcmfCd4pRv6M46jhoS0g/7njncoQFndRFlGwVUNBnartwwBL5gLQxIkNTExq3kouaK6lDZLOpitmJsDJfZyFkiVnsqeFJ4AxIJNdB5JHiE6jhKo06roEUkytA3FQNc/ufSeQ4oyLLnkKp56xn517drHY2DBCLildXePyUMc6hmTqpqw0d4XwxZJXeq9SnMZ2QBBIpvTpus6AEZXjcjcRU9KE1CTqcTZVxKMLXRiaEGKywZa/luMB8Jy1+vMpuo8W4oCFfcHY/GjiDclEkroKB4iWG3A2rIIeiyTqzgfFCPYzaXBDSaJJtKFWIRNEEzHDMCiozJmYWpraI4+pQZzK3MCeybgNnbiicxMtMpemSJouIid/KvirrzcZmaaDBw2Jv2ZyPSk22QSPDyKo3VAp7cGn7Fc1b+L0hb+uplOzetSfu66vcuZBUXGU0JI/UBeUI24JTkJhBIu5DrH77CJd7Oj6yGJzXVlJDzmlEGNnkxC2THyIkTR5VmKouQ29Snvm6v5DRf1tAVlI63EvE99ugFk/simLK18yHfOKi7ZnBSydC5iueFB/6shZEzbuv3QQy5iN4Ipm7vwPNSFiH1gjhoArhdtDu89XnsgTTqBZSf39PJSqvAkEJBROOe1UVlbmjqo0F19M3UvZMvlbFjHoDnb20fFIUILHtXrOBrlSCv8M+30xpE8ly4zyzipXC49ZgH6FaO4x5+pGtuNaEgQeV/9raJxgSQz3e7QQrbgkDI99pS6aZL6t2A72Ne/a+Bg0ZtLMX3HPYiSTCjyddvJMmcbRZqHM6pSivEGIgZTc/IqFqR1jzgRD3hN3XRXOzndU/20ayGx5g8pxxGCaRalWQPV/cbJ4zG2GoLpI7DmnbuMx7shVyLGL9I8HTaBr1BpD5Zk9R+mREIr5Tmqcq6bb0p9V/65uIhgZVEpBgi6OUgoRsxBmKxWhF6OjJ/Lt0CTWGkdrgUrBJOQWZqoCV0WbMUbGcdDUsE+7tAWqknBzS0UXmfMTeu+6m93yhCB1MW9xgU5x0yydusFAMh7gH9v9YNxJcHXxxAMteS0tCvV4t5IjYpm+4OLLWBeIYIpXTxkXqv7fB1DQwdDiiFJ9lE+sC0Cqy3A2rQKkrYLRnEdiUFYthqQhn+kY86jh5phNphYCodizILW6KQaVjuliS+YqImMeqwqqWjYJlcXT+27jVRcIzZ1F0Y2CgGS7ByOXZDrTIVQFlkcK23EthQEcpGSjaqtpq4KFFgW4jKlRoPYZk8/R53VKVDFDnqR+Han75NvLSixJ25FVkp2bVCumyGIx8PG/+SDXf/qzjYOwsE6k1TA8FmK7YCNazYCzdR56Grxv92+mv+GbppWo2UFD/m723XW621M5nP335HNyKVV8ux3XUgtAyQt5zEq1Hxroq7vdXmvlW45onfzwHbd1aX+NKdzycW3Sq9rG5NQelah5V4IqdYn1Y+ssNjYs365/ui5VMav67GITCCEIEnQ7e9JLQ95JWPqPbsfHvtae9WsumYbIVCu3ZezqeAkeT23HtVxtkS3+FJVIcblykYwJ+QHqjqzlT5O6gCDKuUeUefNd5QkfmQogbXM4O6dou61hzT+I3YOlV9HkTB4zFOHQ4YOEWSJ1HXkcKwaosSiTRRfa59bUs4teJpPz2AUw3fWTVw0TTaqkPCUeAgErnBGplsRDh8plYErr6Jrj5a/lFkCwsOuxlGV0HRv1YYqHaW7+hUoJ+8QarVMJJvd3ajXaIJeiyZGu64wt/Np0cxRjErMmcKRoTF8Ejh07pibbyButXGmTVQtTCxDa5DcKuFRM8tiSty3DM1kE1WVVkOdqpUi0pA9OakULCMMksnCxrY25hMeBC3BmyyfAX0tWJra1fFlXtCdU3IiFtkoqEeSZsTp4vlB8DUx8IjYQFZH7g8VWkDolp6psrZi7gOrTSxEEzS1gf/SeZAvoksdYCqUUptBcvuZ+fMf769M6xjZ2ofEHThzY7wYrI3Ntw3aRAUuWhysaZkrk+GRZ7O33WSVfk/i/TmIlaywsCl4Z06pkksfnQQhFiyy24IHHhFCeiUshOdIkhMjTL38mK2srVsodEXE+zpJJztQ1oFLDuDDhAPz+PU+xdUqUU2yWyVO96qK6rquZTedEnN6N8X+yJz2M/p+95//ntZwg5MjRumNdhFmKlmbnPNYSsYpm/UvNh4pl3oKTImDZNKm7NXsBH00fkEKy97eKJGhIXWlZ/VmVj0E13anrGBcLgtPQJmrVL2jRSsv764oQd2FQv1OfLXtFF5U1tPsJlhxTl9Hew5an0mscR70NS3I56RT9c7ysPARmq6pOXvZarjDES5aD1LRusN3vFUDFRI763jZ4Dnbc61eDEdxaqHuOxrBJsSSPxehFPORsmUaPChxXeM69JlDsc8uY60TVjhzuhkSsLsCqj0VMfYS5qcf4cwzA2aZ0S6jfq8ylPqaKPnGLJ1o+oirggIM931C+8EIwq+h8QSjWsKLQkstf/7V0GNi0fLZTRVfyOI4MwwBBatOHnEfb9cWM5mMQ9MSMTwFdKV5C5Zhha3goFHNDsbqU6e/nnG13Be790pe585ZbtXbfSaXYfK/YlE4esi7K6ed72Eld+P4n4og/FyGPpZbKO3YpUhiz6xzbxqkuEbUs03yDJ6C+NrpY7lqyLsDUK06oSANVbnYrHzCZNLHXHvtZ1SdG5cePHTnKow8+rHl7s7kusph63MYM0kxsoN7LdKF+8mMf4wMfuIZ+NsNJpymKDxaOwnRCQvtsd0RmMUoplrywN4gTQjbADoaFCjypboV23345fqK9LmijjCKlLqLtupYMA4MRGHGChKmTmUwHJ0UTMN1EzTtlyTwDVkoh2qTknNnc3GDY3CDt27slUSJIW7keTtq/p0RUu037HjHbU6uVjZOvbj5AiLX+fhqyOlasISpCo4D9OyZNsQRsxdSF5gs8pGS1gvYeJrtamEQulteYiGoDWPj7OIgCpubQaUpP6XqtXwwRkod1pe5Wv3z3RXFyiCr+2Ll7Nzt27VRfaujXF4xMd5FlGxVEbLUsKSWLuQt9NyeXwsam1gXmPFb3VIklV/W4vxc12d4fyPA9Xgxbk1k1AnQLYqg+BUqWWtgixoQGI8ambKJGGWpVY4ykriWIqjszLLRd15K5gMJisckwLEycqa/pQzmlU+oAWY0sOVt9vg225g7Ud6r6t0UG2mdHMYDHznEyeDEmKzNz8KXroBRvU6foWwxE7dm9hz71hJTo+s7GUhVK4zi2neggtopWQv1vtzheBQWeuxgRGaFkgggxSmUnRag8frZMZ7BUtbN+eu+toqqIqOwtRUpQ3YgWHj1OMECKqfbaQVqOPIS2swGw+kE1haFaCeXuqWbcpVFAxQ/BTSkTYOfqHKhp0ikIVZ/bUrAxxCrnmq+usXPv3krMeIk2eNRQTKNnDaj0S9QHu2iz+gyqiXexhsvhpxBV/9+eP4Smg3RM4aHoBI/IY7/HxjIGo4O3iQhark3cxmYdQCmF2KXH+F6nMi0TxmOEnTZYsRZHqmCjZsRsgFrCR4UbIBPTqX+P41DTwalLdRBDCOZSXNI9VvIFWo8j/yyxmoDmZlCwJwoEKsCs+QHQMFV7AXRdP9EjmjVCWsqb5h6FJgJRiwXDMLbnS24WaCXraJeEfmX1n54HgCZ8kKAI2DtkpJQmVsDRfysTw3cz1MkvpbGE9XKAFUPLsU8WUepi9ZlTate+UL8nJesGmuoiLcWreqZJGOckmi5Pn1KqhYJW/IEBwpQiBNG0MZMMp0UUFgG256vf5WZftgBjDyMrZQAEcweCWb3pTlviWloUattBH2oSojQfbKKKyUC3uBfKWLaocAjWJoaJeNI+M3V9NdcIVSenLiFRyI7trdlCrkykFm0I46BVwn3fg/EXU4av6/oKVjUWF6t3SCaDh1qdbLc8FW56Nw9PHFX3hZn7IrqzoS6COp7ytTRzWygCWZlTLZhZZubatRQGyFUSFSrCnXqU2uRg0thpSxJEAluGwP2p8fFTV+BuYFgMW96fc5sstxRNbqUDmLrEOA7kceQ97/pjfuUXf3lLcacXtHqpWik+wMEKTrvWxg1/3S2CbEHlYfoPweq/rEpq8qg1aDCskVIrpmkWqdToZivxtX3XknoA84MpbC3iMOKlhAau7O2VNRTxIknXxPuYlcl/T+J7VPkzDEPdvUhzNUBl8poih8YvxERIkdXVNWRQprJ+T4yTBldTmXdD6NNYPSaL3SdVwPVGK40t9jTe1y+0JNfURbltCJEY22fp4wVjpS3dZB8fKoew/LU8DwBbJqCKIRC0eoY2mFhOQLwmXqrlqIUZNNLE4YOGfuozVlZXarFp2/UWL1tVsToV4yEmcupZ3xGTVQAJlv7FQlP7HSNzHKnX2sPkJhkoINKEKiImFA1iGgS1SllUAh9CsNpJqsUTj3wihDB1jbaApOCMgncYswEyN/Q4IIL8YRywQAv/gmnaHMHWBTBZJIinTKtBrMCt0r2+i8V7RLuJ991DrblvSaW2INtnqCXa2NxgczHo71uUoe1cJ+GVwZpiYNB7Efo9VvLHwGFKpojyEq4QSCFpowv/LXGf7x/k1sA9iNc9hvpzb4Q1FZ0EPCJ8HIDAlkVr1mxLqjO0VjASvDseeAhWkzFQQ6aGbhwMOdDKCGniZP2KzblOBtmTLiHrrtWWsonV1TX27d2rBaR5YNzchBBIycBfaSBM2T59sJyHanFSVHfht1qxR7EFZ7hgqllwPAK+qKapZioY9UDPR6mFoFJDx+28lusPcPR4G2wvlugUGKnKVVFrSl1F7b7Sp+azLosJutV11Myhvta0hP7GirRt4h1kpuQhkzOHWvRx8NEDHD98hDOefLYObhkR28WeI6jchWB9DzRt6z7J79MtTjTqW/slerMn5SwczE2JsWmHdX2+rYomp4XFU8n+Jo8QgPnaDrrZ8v0BllMEBfeboe1Ms/r1gUUgNUjXlpua1SrkxH19K+qsJt4ko1rF4ynVdh8iRV1OMAddvyHUSqLU9ZRSOPHkkzjhpBMtNV229Buq7KK0Lud4Rw/U4Ht3r6AMls5J9JhWpVsihVDiJIz12n+pVrKZ8WkquJn3Ii35095JBb//iCn8uq7lMEA2E5YaYneu3CnhYgcjmME3gUSYdLyWBmjcnRTNITji1aocf5+KOEP0909MYzMM6mSsl79aGb2vYRisC6eFqYxI0CaRPvjqkkL9NyKVcm6TpffVJrRRt9FqGTMt8VMxCg6LWumYLgLf/QZOi5fYTzgD41RajLn8tbQgJKYpcWHsmAMa83XeQEFP0igTn6/hmaaJIzH2EDoIiRhnlMyWmkJFy+ZaRHfWYnPBYnPRmLTY5OkhiMrCgyt0Ard+/mb+5Hd/n2GxUCrVdqfq/dWX55JrGKlJosGiFO3Zp8mqaJikdS1V8UkhG2JNHl6WguQCpWgLRBeIIFbUouOVc6kWK6RQTX6MukC147lVMW3TtaS6sLFULRYOjXe3glHvmKnouhFDlTXM3gZd1UJu3YKHkfqxlV+YNmHc3Nxkff24HvCgFpYudeQ81uRMNgat6zseeeQR7rz9dobFAm9hl1Kn/YDyOHkO6hd7EqqUTM6qctJ8U2nlcbYAi2RqmYElwQKGJcKkssgaaaYuAcI45i2etEZKYVJxZBbma8Q0S1xLC0LcNLqa1/9HiKTOQiqRGnunpN00pbhWzsmkJgX3ziPF+gJEda9UcAY4GNuxc4f692xJHstHaBWPTnweMyVk+llP30W6JMQE3ayz8vCxAjr3183DNq5CSpkUhrRmTlKwglGIohNKaOCvFAd+jies0CNoNZBvgJA6nJ52N+S08jTEFLaPCl6+Wzia2/eC0GKADCrEqY0ddGz1t4opglslsb3fu4vmFh4SgoFAj/snmT6060esu8eQOELqezX1nZpPzQ0USh4oZaxUNYjhAg9bGx7wmxNzJX7MSx5Gi68ZmdYAACAASURBVICikkKk6qpyyQQxAYuEmgT6GoYRavKsaiF1N+k3u4jUbiWEVr72uMAAgEVNUlc30nR7rcf9NLc9JVLa8/kucBfhO2BreORfqJdOgGfjVEdYRGpnkDyOrbO2CF3qIBSOHzvCYmOTLjX8sTV6wUJEz2Vk/PxBF3WE4NW6kGLfJlS89E2VQL5Qg/l8b0Ltz+F9ltUVNAvnQtgacpoFnGomtuNarj+AEyK2u7Uk0MK3EAnRUH0lPHybCjF1Wlls5Ir27LGyqxhNI2CNoaXtkJKz7nHzqSqh0vN4Ykp0SU2wnhbifYmVF/jEhz/IR665hltuvoUP/tX72H3yyZxz7nlceMlTiTGx2NxEaEfbuQAkpmRJHeohDrXtne9W25BxQvKMksHIJFf/uktpiR/HUE0q5+cs+c/8b1//fl/bcS3XIeT4MfBYm0l/fI+XDN36oQlVZGkcQJ48iIi3g2vpY1ftVCtR1BfmnOn6vhaeeArWF5mGfy7jTgh6JMvvvfVtbG5usrpzJyHC3Xd+kcWxdc4671xe8dpv5/QzzzIJWFRhimhZux/l1nau7lrJTaXrUYazn43gCls2gOK6lvlzEsgFISFEpkmoBpRztYAlj6zu3sVsZfXrnbp6LX9qmAMvpFYIb25uMCw22bF7l4IfrxxmEjNnk0uYeQ6ByUETJhxxXLClUCJC0R1fgn5/lzoWi01m83nV/4eYOHLoEA/ccw8XPuMZ5HGDN/2LH9Fy8NQRu8Dxw0e447ZbufWmGyjDwrCHNo3wNexdvv1wDAeA2S2Vq5CSK5P8GLwGSH2nt9YyhWkyR6Mb5/trcsAWBHaiqVq0GKnt6LfjWpIKPmrhSaiIXm/cUp9h0kXMul8G0+cJ4C1jGxPXQsi20TzbV+rkVlm3AUSv7hmHAQHmK3MOPvQw//rH/g9ec9XVvO4Hvo9jR4+QUs/hAweBwHx1xo5dO+n6nsXGBhvrxymlsLa2Rj2U0vBLiDCfrVIKbG5usLK6iragHxgWA8EwUG0cEZPhEC/8mBZ0+GQzYTy3poF9KBvmkfqM3tVsZdcu+n9qKrjJlxpbVRtDp0gQ78JlLBrTI2Nky+D4Z4yjdh11E15KRoz88OZTXd9XHx3Q/IMPcNd19LOe3337b3LppZfymu96A4vNTRuswCMPPczfvff9XP19b2T33r2Mw6iS8fmcwwcO8KmPfIznvuiFrKytgWge4+iho9x4282MozCMmxzfOM5s1vOk007n3PPPJUQ/26jQ95pU8ufbur8mJ6ROqp3c1QlSm2u5ewi0ZFDbNO5Slr+WbhBRKWATRVaC13x5CMnAIo+JY13vrnautneZtJp3blxKqQUc5hqt+0gh2FnAiJCM17/5c5/jkYce5l/85I/XWoKSi2kBMoePHmYcBkrJjMOglidp/6B3v/PPyCXxim97DYvFQEozPvupv+dXfv6XCMApJ59EiYXDRw6Sx4Hv+M7X8R3f80b6vifntin8wIyK5K2BpYK4sEUl5Q/rNYEtva6u0C2bVxltPap2uWtJPYDH6ZaVy3pOngoYukqUtO4gdmZuiBA9xWPZNRuQlFINGHyHeP9hZ9jGyQHPIUhVF5dSmK+t8YmP/z0XP+1p7D/9SQpO/TDn1DGMAzElZvN5BV9+ePMp+/fz8te8ks997npe8spvVTrISJhdO3bx3T/43TzlqRewsjpjMSz42Ic/xHv+6A8555wzueLFLwamWb2WKm90gg1WNfeOjTwR5QTPJHsYAt1ME1mqKDI5/ePCAqBRq/cJCDFonp2GBZwJCyHWvAEBE4w4WxYmVPGkisZ6/uDA0X7ZmUZvTa83IkgubB4/ziuuuoodO3fYy+1ehmHk4Qcf4f3XvJ+LnnkJL3v1q+h6tRp5HJjNV7joqU/hnjtv5ZGHH+Tk/acRUyCPA3kxcNHTL9aTx0pmNus59bRTuPeuu/j4Rz7GZc+9gtnKHDGsouZ+qpBqbrImgFJquMmYUG9sNc0OeoPNEgL9rN96+tqS15IdQgyA4TG5m/VUH1SRdHv4ypFbWOMZMQVxmpsneKYs1KaLTT+f7fPa7nLSJOfMOIycdvqT2LFjp2+06na+es+9/NavvoO+28Vbf+mtfOn2uynZIgvDG6eetp8TTjiJQwcO1gU8m/fs2rtGPzNewcBeN+u44ptfxM033sQ9d99N7PQIu85QuusXAvYM0RNP7QBI5/uLpac119EqpFNSzOANuT3xtF3XUgugmjtvoByblj4E17Z7l1BNkoghe++QUfXvjgmC71orI5fJLp4UbDR2zX4uYtk9WGxs6sNFL1zVphVHDx/ky/fdxYn7TuTwkWM89MBDNUIJokfBzOZzLn/+c9mzd7eVt8O8T8RO2NzcJKZAP5tpXWGMrKzt4NChAxw/fgxysa6nk1q+MVtz6tIqqWkuopRSo6G2ccQEorpYhsUC0GJb1S+ObGnLs8S1DVSwxrt+456ubYUTYn83EUTtk1MK2n/HsmhJQ8fm30MNA6dUq/tu7RQ61u6fzjP96R++k1tuugkIjOOAlMKw2GT/k57Ey7/1ZXzpni/xvCuv5JwLnmzxuEm3itDPey58xiXsPnEvuWyqxemCNpguXjuoz9b1MzbXj6vl86KNCer3o/CmG4PgeCa2iGDCPE7DwGJ9DRSwNr9fibZtuJYDgeJovjQmr+7QNhguDqkkjcW3/jheWEIQSAmCFYiGZuqbT/SOX6GGkSnFmneY9TPu/uKd7N27h0ue8QzGQZnClCI7dqzxIz/+v/Ptb3w9+/bu46RTT668e0iRiGYwy2gMZi70s57jx4/y6MGHrNuYNsbs+p5xWHDkwAFOOfkk1owbABhHdVNFsCjEHrH4QdDuEqklZZ678MO0w8SKzObzeoyODvT29QhaUhDi/HWcqFnZujrF8gNxCvqo2EFz655lg+A/x3gFsyYthy5bOASwz4qq8kl9xzMueya33nATx44eM1CltzJbXaFLiQ//+V/w4ANfJXYaWaSk+cNhseBTH/077rv3K8xmc7quY3Njg92797Jjxx762Zz5ytwOxuh44N6HeP9fXMOZ557DaWecQS7ZmMBU27iECZ2r5w0xsYqT7qYxWmGK1CjIbzx5PwC3sl+jWfj6r+UWAN4OBQuZqHoOb+QsiAkzHOAYkApMdoIzhpnBSrfEJj6P2cq5Wos137UOOqXdEIvNBc+64gq+cNutfO4T19ajXcZhAClkGTm6fpAhbxD1tGdy0XOCPv/Zz/Drv/IWQEvIxKKXvu/ZtXMXX7rjLm76zA3c/vnb+MRH/p63/Nwvcdsdd3LFC1/E2q5dlbBqB14719+OhilF4/rp0TIucplK5mNoncWHxULHwMByPZJ3G66lG0WWXOj6BIVqGr1cy+PcLnaVtdMJUx+qg6AIXWVeev6QZKmnbLkF2ZpMsqpas0Be/etWaO9JJ/Hd3/8DfPRv/pbLX3AFInYSaBEowkknnEC018Yxk7rEDZ+5lj/8H7/N69/0Jk478xwlibIuwLW1HRw7Jvy/P/MWdu9eZW1lzhfvvo0LLz6f/+tn/wNXvOBKFotFZSKbAth3uZ0tZECQUpDKBgqSoeua/M0TQd6yVjkAiEEbY5Lzds3/8hhAL8/kMMlgeXZOpdeeAZvujiJikvGt7eD05C9rppxMSWNYII+jwoXou0TDx34W9XOK5hSe84IXctaTz2v9BPoZs37G6toOVuYr9F2vxNBi5J4v3sV/+eW3cP555/CKf3aVHiiNTsA4DJx65hn85E//aw4+epCVHTN27FoDMiecsIdTn/SkCbZpncXqiWfe3Sy285PC5PCoulCUVsXPXvDWciFE0lQYsq1B4NLVwaXuQG/h0vRqugBiTHpqVtIsWG37OsEJkUgWKKIo21u7eheQnK2OT4od2dZpe9XiWjxLoUafNM3h7z/jdFJMPPLQA/zDxz7BrhP3EmPkxpu/wBkXPoVxHJnP59x15x1cfdVVvOSq1wChAj2P4+crcy685IIm+4oqhl1sLlhfX9D3Lif3Z1dNgfdCi9XySbVgQC1lA1rZvI0rHjkE7xUYKw2+XREALM0ENrGkN29w4OOT5YWXGrvGSVdu8CZLvptD7rb4QZdF12RS0AMoDCHpnxCJUZoANUQWeUEIUYWiAYYx89X7H+QLH/4gD3z1ftbXj3LLZ6/n2VdeSTfreeHLXqZqYAu59AxBy+hFPUpusbFJ1/XM5jMIgcXmwGJzqHKzafjX2Ee/X48A9FlHUyrpexolrCXtupFaMqxtLv1s2E4rsGSn0CN4N89xHOlnfd2RpRQWm5t1lzkZ0/Vapz89F7emSgXGMrSOnn5QZLEDlQkGhlAdv58PJJNEUkGzf/MeyYq8u17zEovNBffdcy+PPvIwe/bu4UlnnUk/6xSgWajpO071CDrosdfOoomO1KeqEFosRkLwpI8xd5OeRtA6nqSYKtJfbGy2VrG2rf2ZYaKzwO9lJHV9rXHI48ja7t3M1/6JBSE1lg9unl2MAQTorBq3nttjwC8XsYkHB0p1HVqY52ILUFOZc66tZBI6N6WMjIsBEejnM+3IhZB6a8ve2eIcBgRhZecq5158PqdvnmVEixaJNouq95RSR0D7AnV9j3hniFhAIlJGBWxlpASh6+dbLJ+7RD3+zrBLViCnPS3VPbq7dLfojaC9S5oyn0I9bhYfou2zAEsXhgS0WLLRmGqcvYHCfHXVTvuOxtcr++fxvw+GLwZCIPVdTQ4RQrUSQI2vBWuYZPn/NCm21GNodAJjglxGCBrajYsFf/g7/51PfvTj7Ni5o9K1LuZQwkZaHG7P2M96Uqc6xcrxRybRSpNqC5odLaW1dS3jgOSi5w9vwUqyJaTbcjZB6ohp0ljaqbMmgV76WnIB6N/OYOmCsBXt4GbU2Ljp4IK5gKwDb3r+eoLHlkxXwNu4e0/9aGZUB8179XkHL/2tIkIZ9HvHcah+lBCQEnjgvgfY3Fi3e0MXMFp9U3V9dli15FKFqU5Y1mJV6yrmR9ZUwscsYinFPjNWRY96rFxdnIGbSvPWdvY0dTWwhTRyQmk7rm3QBMa6yqsUCir5I0b71gVs5j24rxUhUiZiiJZM8u8QES0ywQa/KPirvLnt+GFjQTfr1eenUvsGUEznZ4dTdyGaQAO6mMhFTxKVoFrCGIMF5rlm4FLV5LcJacWkVotQM3W6cNxyaT5BQ9lgyaJgef3a7FoEoh1MnVpfQs8lZDugWr+vjc+y19LnBcRkqVpn+Gww2lFxrXGS4oNmzl1w6VJytx5AI0NcVmVm2dlE3zUyZmTMhF7Bl8uyQwhkgW6W6mD7CaKr8xW6EMmDHiOTQkfsJkWhor43hahH1+VY79vhQErO13o4HCjGUcToZxpT5V/eVoYAKVgXcQOaCg2knXjqCwvdEF6N7E2xNOpaZubatTQT6OIGP3ipZumsE5cUIRSrHcCGzIonvUiyFo0EO0xZGu/v5V018ZR0UijTI+QUb/TzuZWd6Re5f3ZAhpns+WxGlzp6OzeomIBDAa3Ubiae5i6oNfHW9TAJxwy0MrFcdQMkXzieBze037XP8FyBn23ceXnYhC8JlqyCaQ3m9lxLFoaovy7Rdeumj3fz7QLRaAcjBtfCtVSx0BSvIUUeW/XkCNirfdSJtt91tEz1qVrR63UKjheKZCRrBc4lz7yMvft2W2tYHVzv6F2FnDE0LSNOSukS1pe2ijSVngj1HgNqttVdGQYyPQP6kRVvOAbCKONsPY3c4oSUGraqPMkyM9eupXiA44cO6QO5qiclRbmen59Uw+DxfhF0tGQSQtoGCrEyYo0Pn3YFtQkQj9PZ4oeBSkaVolVHXe0PAHlUSzObzVTWPWwgBtR0MyuwLB4FRHVB3gxTI5NooFCq6dawrbm2IFoaXtCi2Cp3E6knoeobqS5QijDmTFc7lejYaaVSk9G7dmJt1+OgMKTl+0PrrWMxfyQYtikVF2g3EUPTYRJpWV5AcqsKKj7JgDOo0w4edWAcOBr5pGEmhCBEab9bS86Mzh2zHSEf1ccmi0CGwQ9nDhPdoiN7oORq2YqnZmMkTLh+AdMgJNU3iE6ms39AZTcjijn0G6UeIh0t1NN9YUoob4qRt48HWLI6uM2ipylrV9AAtXHkJI4HA0ZoOYlSvpGYi6qB0MlxBBy8Ntysh0ihuO8NbTW17pkGAISJwjhY5BFJXeKzn/g0O3ascsFTL8K7c0tRvWE7OUQvKYrOHQ84Aq9qZ38sT+rUcLMdqFVdF9R8QAgOnptLUGsw7bfoHy31bbl4f4XtuZbiAfxU72lopKFOaH7cRq16GrcKVdalTFlMRrGKJocUTBlFm1w6pR+RJjRxXVhWXOnhk6uVm0xb76FLHR//+Mf53GevA1GatYi1gw3BQKTvRH8WqcWh5rLrAkhdh4PUdoq5R7xGHNhudvl7PacIXWDZ9A7q0kK9V4JrJg001lViA7kN13IgkKAxeClmou1k7mm+2sCSP4JWvsa6YzxkUiGJpT89EvDzhiVMBmFy2cRMC0yqqDLFZlpDa/sCwo61VWUOkdpksn64tJAx9Nrtp4o3gGk/o8cmgByEBncXfs9F9DBsB77mNnxh6sEVmgjLU1LJAaURS4iOX4qTlvNLXksXhtQrhEoCOVXrPjG5+BHqALjYM4Ah/0Yj1+YLtnPGPOpRcba4/Js7GzSBqhnwIMkoiHqPysbpd63M5sz6npg6k2NbF7Ex2z2nSWMnaiNIXygxJA9GqluqCa02a43ylQIlNmuIMqG6CN09BQt9vVWtLoYA1TKKjd9jF98y19K9gqEZI5c319dk+lYxpG3sX2h6fzV3egRtASRnbffqodiI9Yixhs5ZCRztz+DuRgwbmF8TIWddbNHzCkAIkc3NBbMuVToaA631maYmV0QBawA98EzPRVZgZojDgWvO1WVU/21+Q839lMBptT16BoL+PCSXhpmBK3niTZtF2S4UsC0WQIK1citeIRTxkznr+0rrBzz95doSDVcXB0RcVh6Q0aMIdTkxREJSHV+Waat3qa4oRNcQBKNgqTmFNC4469yzWZn1mmMws+1K3hCtNwCFFGeWdSyavhY/irYgYpgkiFq4EMgFxSyxcf62bZvfFi+UBTxt7NbReQJzHx5RKInmsvegVm6bVsByeoBDB9HGjRjibSbKTWKxHaikiAEiA33OrauPN7RLZLSmTanrGYaRgB4MEWwgAzAuBkLXU8ZSFcVagl7qpAYnqop3IBfGYWEy647RTudwrV5IkRQ7ey1X8skpWT/+ji3YQewQCrHDpajn/NVw0ZW/SaOVYoCx5jtEKnu52NhkNptNUsGxKqCj1RAMiwU79u5lvrq2zNwDSyeDDPX76dcidedp7J2tmkUvp0W1o6c+tK9ucJcQSSTE1EB+1Fw90hXfIE05JNIOcvKMolhIpjTwjDwMqhXoOobNTXKy5kyOT0YVo4ZE1fPlCv60pY09tb4m1fOY6W8cxbScW0NPlbWNQ9ZwMsYKBLHP8L9jivW4vTyO0BsOGkei6HFz2rdomZlr1zb0CNL79wRFNX8iFeQR23n3090YbNLtN+q5Oh4t1GweVPwQzCHXHsHV6kzfZ1YIAKvlywq++vmc+776IKUIJ+0/Vc8pFAFRd1Es6+a7TScyeIBQ/b8+tDJ9UwIIE7s48K1dwGIidsHyClrXEEWqNB706+bzFTvXCLpZX8dMD74yC5LbQVfLXttSYiIuoaIdz46FRXrDZUtWr8bqzulLqZMvIno8Wim1DMz79WxpEAy1aKTpB1qUoXLrbApjFY740TIfuuZvueZP/7IuUpFQd210jb75dWM4Jp/vncNKU/4KSFD3EVNCS7g1ZMxZwWjt+lUCOQQkRk1Rm/ULhhFyzqYD0K99bGlZQBq/sA3XklRwo0qrL5/8PJv6xTn7bIjW1bAe77ppDyHVqhfJxSxHqJOZh5HQd43Za3cCKEBqnLz2KCCouEN8EWZhbW03+bj+e6ToAY2hpx4KJZPTOsG+L5ggxOC5aRoiqk4OHjrmgMhorWWkJXKy5iZkEj1o6RjaL8CqmwD6fkate6RrLKKou+3n84pzlr2WbBFDNftelFGVNxZNxRRZLBYVJHX9rAKramZLqZFAjIpy81DoUl8JFAXQVmBRWm9eLR9z/j9NEYWi9mEgdjPLEQRrtKQsQUypCS2HTOhDdRV1cSLNepmrisnjdssTWFt47yukUVEghEaMEVTiJQFyEVMFgauaiEwiktE2hHEBURdYjf/dzW3DtZQL8HuoNQFi5WBFDMxYTUDsVMsvCUogiLJ0xXam7lydlHFUJVEXO8hK0UKmyECRkRJgyAVCIkSlYWNIqgDGuo8EXURqZiNjyVozEDKZgfXNwzx8+KtsjuuUmNlcrDPmDXJekEIkFkgmTdOyrEHB1zCQ0BpEGb1DWSRKgTwi44jkUUFjF9HcT6GUUXWJWL+EIKQYSAGNbAgW81u5G0IpejiWU1tl9MMsrP3dNlHBS2MADWNdJDltbmCMoBV4eMPm+jvGc4P6Vd9hsUv19Wpi0NDq6OGjfPJvP8Tqrl1195ex6eQ0CZMrNsiWEi55xHsa55zZs3cPp5y2vxL73pgyeWhn0UwePSnVTv7wTqZTLaDW7DUlkpd0iRTEpXGOF0xjWJtn1YEUKKXJ0/0qjfmrp7Bt0+6HbTk8Wmq87woWJnHtFiCVAiEKgtYB6qsTKZYtkOzt5sV7+6hp/Oq99/Cbv/Hb7D3lDJ562dNZbKxXyblLufW7pQoqnTOXoCFgzpmXvvKVqtpFTbjKt8FBmGc2nd8vPsmG9DUYiKokismiGhSnmLRbiZzWAgbncjEgXJ2V/1R/ro2rmxrKQXIIWvYmxnU8LhpEbG5uMmwsajw+LXV2IYeXfqfOTv3AaGDHDdLUrl70EIqxeVhMHtTnf/qjn+ZTn72ea6/9bBV62JZRmtXVv2BhYFBZdXTBh/6o7tKsyQGljqlA0bFJiIHYtWolbRTZQk/fySKFMo4tKTYt+rCIolkH74fYIg0n0qo20haP5yTUunib/LQlKlj2WsoC5GFkHAdmqzOd9HGklICemm09gET9XQAyHjZltDQbHC3WXVcKwfv+mZsQYNhc8J6//GtSt8ItN97OgUcOMV9JrcfwaH36zRWkoHo/DEB6giVGPdZtsbnJbHWu9HCMhC4gWbuU4GEq6qpS1+lCrfV7UhleX/D6e8aIMpFw2+QXg/31MOwQJvW0ob5P59VFKVLfI8FSxTGZq92eJhFLfcpsZc58Pjee3GC/+z0jbqLvUKjZPW+QpLvbx9uwe1SKOI8mu0o6ODdddwOPPnKINN/Be//yb7jphptJKZHssOYaGpq2L6RYi0wR5QFSl1hZW+WTH/4w7/jFX2bj+LoVrSghVQUkE0uhf9szVKummKGb9dUi1EUjufrqUmwiJ1rAMJ3o4BSY8x/uLO0mzDqW4j0GQ72P7UIBSxaGRDu5qvnSaK1MUo1TFViFECopE01C5WydMsOuE1RFMdYLLwQdtPf+2V9z2v4zWJl1XPrUC7n3ji+xWAwEo4w1XAzVBdQMo5F2ziEPGwvyKKysriFZfWrJpe5oPbbFLInNgx5kIkbC1IZvgBWh2AYoOTNsLBgHDXtrCtlcjesWqnTd8knePkZxR9bt7ucMSAQ7j0HxTd7KfC55LX16uIRJ0UeINeHjtGiWTAhSFTye2/Zzh6dcvsu/ogBdq4zNGyNXv+Hb+eYDR3nPH/wJP/yj/xu79+4CpPLweliFi0MmVbWgC5KOEE26nuHwkXVyLqTUqzVy3r/r0JKGhLd4D9oL1r5LjO1z5tCTYBqGSjHiKyU9X9Co4gBEl4MHI88w0bBZA6d6q9axRLSELtnnjBWYblMUuHwySCRPdnszZ62lKRUV1/dYZw8nPmpLeBHGxUITQAYQ3eReceVzufuOuwl5k117dnD2heeycfyYRQGFLNTDIRxQuu9WdK1p3Jgip+w/hXGxaKlib8bg6eDBilyTM5P2szI1mGp1YkrGHA7VLWg7HOVF/FxLkUAJlv8poVLn7Xs1/A0mVBXrwD7N/XrTKHcd23EtSQS5ua0v1Lg1BBgtBq7xv/s01+pV+TNVK9e51k8wilRDnsXGBilAXwoP3nefFYba+cFOz/o9iJ1gYp/p95pHPUiKGFjbtdNvmtR3eHMLKdLeNwnhAk4xuy83yxCokY7jjlQzg7Z4UtJTwJj4d78qH9IYQwmqABYgi/cXVLcUOl1R24UBlssGWvmXbV71UYGasfPO1x7rq6uXegYwNASstYRa0OHFI9MQOqXALHWcfMI+9duWLSlGMNVOmmKSM/fhNKtE0AOkLr7s6Zx/0VPoV1fsvCHvxqkTF7vOGj6plVL/nKsR03tX/kFbuIqWe/lEBW8V44bPoJ5lJd0VeifUgGZTPXfiW2baDUytaITS0tXbcS19eHQQzWqJWBqV0Jo9uomXOhK1mgibqGLcgDKGgHHxCh5Dk03boObY0c3m6Pl+mmzJw0iXessZGJdfe+xo5w8phdSp0EKkmB7QO5o7eyc1oVSKRS544wlfwhb6Bamkk5fCB0S1Dh7Tl2Yx9BmULBJzBRo0CSVYyllaWxywiEFcfIJFWkys0fLXclFAS1Ppf5s5xB/G0qZbFKx15Sq6VT0+BCIxdhCTkTcdpGQJlc4mu6MUOH78OKANHUOMFTNoyBdqSrdVF7WSLwdlmxsb9ZbyOGrKuWgPgTJORC0TDOC3X2Xw5sMjdvSbQO2aSkCsiVUeC5J1EZXJodMeKjupF53ccmKsRgaCs+P+TNt1LbUAvDECGPvlgy5Sy8P8SBW9b8tq6W/jBzBqGFlXgoZiOfuBclCcau6Y9ydSxgQUAjppeAOl2CyLA7qUOlLqmK2sIFLo5j1fvuOL/MbP/xKHHjlQ+f8YtXXLoYcfqSgevTXLCYjJ2b1JRrqJ9QAAIABJREFUhVqpUgrkbBU+ERmhZL3ncRjI1qo2iFCsg4q6FcvyCaodNIY0pWTVwGbqUZeSRbQGM8BgrWO341ouF1Bp0QylHRsH1PCrHpxM09Upo6Uho1KofspIwok49+VS80JC6iJdD2MerJ2rxvkBqfXzwcqn8jiQul5by9h5PGs7d1LGzLFDx7nv/ocZFgNSYLa2g831Dfr5nD0nn2ApXA+5FM27Ty+l0M3nmuYeFvR9RyiTzqURXLQRYtSsYrQMYqaFe5UE0jC6lNZgUrD+ChiX4K9afUSKj5MDI7zsOdhhkG4aneMGzBw20kRNXGyLx/7YTII1ZI5OBeNNkgNpFljbNbf6ADW5ZRRC9P48mTxqLX436233wWy+wrAYedsv/Re+cOvtHDpwkDvuuJ3/89/+O/bt3cflz34Wb/jON5JmUX2/RSfdrGPc3CD1vX5PCCSXaUmpWr8oaBhXqM8aUyBkG4tKgUs9eZRimUF7Nh2CYG3lsMkPDQ94kUsMSGr9hpe9llQEmQy7HoLU5FkyeQ8y0QcGO2bOTx6PgWCnbkoeKdaGXQmmJswoxciUoNWxyr9769nWilUPYNTu4Aisru3gUx/+KH/953/F52++nVdd9W2kruPggcNcffW3sbm+ybve+U4++ZFP8vo3vp4rX3IFMaop3thYt07kVEKm5KJVvH2CINpoKiTtgSBsUT7rs1NfDyaGjQBRBSWUgnWCREeCKmt35XCVyxXLstLC22Wv5buFB71pd/Tips0mhOIKGaNsUUWMn5INj80kdhoZmOoHo4J1IjLDYmRjfaOSTR6bR+/X4zWCMTDrV/jLP3oXb//1t/LG7/1Bfvzf/ztWVtY48OAj3Hf3vVzx/Cs4ef8pvPLbXsXf/Nn7eMfb384wHObF3/pSRv/8GMnjyObGOrP5KkhiPl+hn/esHz9aGzmVMSPSml6XcaRk7VhGQFPh2SVnRuZEBZDK90htZKH9FUO1qJjgJkRPUy8za1uvpfUAnmXDGK4JV6IPJh5quSpYyfVg//PWaAq8IkjUyM8EFd4s0uPojfV1xnEgRocR2UCcafaKhm1933PDpz7N7/z2O/iRn/gpXvqqVzEMmdRFVnau8gM/+s/ZtXcXgrCyssq3fedrefJ5T+Y//PufJsSOl77qW7VwtCgAVKm2MJ+vcMNnbuDBB77Kld/0fPp5RwgWo6OMn+Y7OsDqAvCmWTaBGKtHwHMehFYbMSy0dkE/z6ync12hyeG341qSCXT/buwfoa5Ue4Pp9E3ObPy8qmaliSckTLqDTcybDYhY+zb1wXpeX+P+DVQGIabAbK6x/tHDh3nHb7yN737Tm3jF1a9hWCzoZxoe7t6zi5NPO5G1nSuMG+tkOwzimc+7jP/lh/5X/uT3/pC77/wiKfUGvCLDIkOBh+97iJ//v3+On/5X/4av3HkXMXWsH1vHj77BGEcJ0M1mSC5a62ihXB0Pa02XTREtJv12K7ClY5qNnSakHGAvM3PtWi6pbDZaiqlevQLXJzC6eZcqZWo97ozUCEaW45Pt9HCTj2eTdK2srrK2awfri00gWQk3RjLFShaJwK3XXc/Rw0f4Z69/HYuFilbGxcji+IbVBI66KFZmxD5SJJPzyGve8O2cec4ZXPuxjylFHLTRxcrqGjF03PDZ6xkXA08++zze+673ULLQdSsqJhHtBqYl4yYrsx5HnqAaB+McpLSJdG7fbHvX95MdrhtApW9lC7+yHdeS6eDG2QfQljBjmQgfqLyAZ7yQBuz8qBdnwAgmvsAXg35ISh2p75GSObZxiGPrRwgUywWIldsFKCpSCUQ+eM2HePG3vJzUz4iitHVMidnqnEcfepSf+tGf4Et3ftnYQSWfisDarjUuuvRirv/Uxzhy8FF/CCCQM3zhpls4/dyzeP1r38i1n72e+79yv05YjMTU1Vr/GL1JRKg7Po8u9zLsb5R4jEGBNLReAr5JlCLD+xNVRnCbruUWQHQ+n1YQ4smSmiCg4QRoByeFyVe7X8OePzhWdoFI0sqiEJjNkmkFtZu32O83+VhEMtz70CEuedZzkGLHuAU9jfTh+x/iF/7Tf+YfPnMdv/3W3+LRhx5RU22U78bGcS668CmMeeShBx+g63vl+EtgfWPB377/I1x48dN4xeuuJnQr/Ok7/4wQo50tUGo/wM3NTTY3DaxOsqWVMKsjVwdBq4zMJTjZpIkmLU+vJfXOI2/DtZwL8ISOPVSIfnhTU8Dg1Km7ddsRrt9zNO86OhVkeF7fe/wJw5iNJcvWJzKSh6GSMz5wIQQ2jm8wDpmd+06gjJo/T0kJlBtvuJG//uv3Q4q87wN/zTXvfZ+RNoFx2GBcDJy0fz/dfK60cC5OVHDDp6+n3zXj1a95NXtP2csLrngBn/7MtTz64KN0nZrtcRgZh0VdeFowI9SjcmwoQowKDgmVXp6qqFvr2lILSr2zynYKQpbMBXgkgO122fIwlX9HTHRh5dKeA5/kEtqDa1YsjwM5j0YLF2P3RoJk+k4jBl80lY9A29Lnos0XggQ21zeBFmaedMJJnHHG6Rw9epTVlTnnX3ge2JF2KvGKHD92jONHjrOyusY4ZGLqCQTe++73MJt13PiZz/FrP/sWjhw6zAP3P8AdN91a+xeEGOnmc0CYzeakXpNO4zAgXuSRkrXEM+AsANLUTZ53sD+l/msbkwB2Lc0DTBm/JscyQOZn3gdHspq+7Xpt5yqgbJhkQm4rHLMKiNX/ZT2KJnUdL33VK8hFiR49uWugrSO9h5XVVXbv2sN9X76PM885g3YgY+Sip1/MT/zET/Gbb/+vXH3V1Tzzec8ml1FPHhNVEd9/7/1QIms7dqqWsE98+dZ7+PwdtyARfut3/5uJSRN5LHzggx/ikmdfxnxtxjgsSL0SYzFZsGtZ0mLpaHprJCmYesq4TpPMaQV1qRtFeQKjmO05t8sELF0dXI9atwbGRQTxhxLlulNKFsZZLX4IVhntmTEFPjEmJCZaUQFWYqUVQADnX/p0Na34IRTWRt46gEGk72dccMH5fPQD1/CClz7P+IHM5sY6UoQrX3oFT7n4TE46fT9FhlrMSoEQhRtvupGnPO1i9p1wgtYTpMRHPvgxUuj4rd/9bXbs3klKmpn5wPuu4dd++Vd41atfzbNe+Cw74y8Q6KpQRfw4vGxdTwi19tF7EGpPgVxb6+nRMiYUKVpvEOupoq3IZtlrSW1xsFMxVcQ51b9XVO9awAno064b1lAhqnDEZWViIDFamjcm3WWekMmjl1tbJs32hXcs9x6DL3rJi7j5lhu46wu3qguywReErptx5gUX0PdzQjAmrijZc89X7uXvP/QRLnrGZbYjI8cOHOYzn/kkFz/lKew7ZS/dPFEopHngac98KqfsP4m/+9sPsn70OCs7VpUXswjF29B49ZIXyxIawYUB0GgLoub7a/cUbOEo0eV6yu24liaCXAI9DkM9kl2ZTsUG3mUjRPNmkolBCZymsKHG++M44LtfrKQsAH7QQupSK+EKfpxqrPcT0EV09gXn8G2v/XZ+922/ybEDh5mvrpGHzLAY9IzhcVQBCpqvT13P+rHj/N5v/BZnnXsez3jWsyFGuq7nxuuu54u338bVr3uNuTRhttIRonD2k8/im1/8Ir54yy0cOXRIJymXSWezYLkFPy5na/QjFQROBjY0d5YNEwVRpVLqOvq+r+13lr2WahFz7NEDapqML3cVbur7iv47bxgdtJv2sLlJN5trDWB9BpVWl1H7/ri/RqiKWqkaA226EKzlakxR+/4HalVPHjOzlTlHDx3iZ/7Vv2HXjj388L/8MfaffSaLUY+k+dX/5+f4nh/6QZ505pmUPHLo0GHe8h9/lnsfeIg3/8zPsPfkE5nP5xADhw8c4Njho5zypP1AoOs7c0O6KBfHNzh84CD7TjmpniFU8mCmXBXEeo9WAJJaraHXCHpxrIfEOjv69zAMBPRUFKfPd+zZw2x15eudunqlN7/5zW/+en95WN/U3Re0Qlc1dbGWY1UvJahft0xW5Q+C9wYINcb1gx7FGjipRLq0bGIVoERjCC35E3RheKPFQGC2MuO5L3wBX7z5Nt7/rr/g0WNHdFLHwrv/+N2cfdaTSbHj2o9/il/5Tz/Prj07+LdvfjN7TjqBXEY9AzCPrO3Yya49Oywpoz56MSwqau/nM3bu3d36CtEKRr0dTB5HLYiNzlo2y1fbzNXhkjoe4Kplr2HUjTJbXaHr+6936uq1lAU4+shBfQALUaTk2gNANXFaLk4VVdpkpmhVwIF2Pk6s7U+8OUNKnf6uqWVr1w5TyuRxbGcSOfNoPjP1HYXMbL7KofsP8MkPfJy/+9hHOXb0CMcWx7n/vq+yZ9/JjOsLVtdWecVVL+ObXvJNnHrm6QTQQ6ezCjLymOl7UyDbAs3ovfZ9D0SVs/e9hm3jyGgHRsTkdf2l1kR41++Y9IjZeuIKgUyroRDNpjFab8Su6+uCWtuzh/k2WIDlFsCjj9YkBlDVvR7jx5jsCNZcJ1mbI7UcAZ4asP/X/jdUebj2y9GeO4QJbQytL2ClD7VOYZpZJGiuou9nrB85zu1fuJ0v33Un7/6Dd/L8F30TF156CWedfSYXXHg+R48cgj7pzjf5esh+9sFMw8l+xpgHsoE1PSlVs5sE7KgafZwqmbME0BYqPAa7P6WyNWrKpKjhcbBpUZ3iQvmFvq/H0azu2U2/+k/cLTxiVr2qHsz8mlJIjBMndC1D6AraGAiWEPI6ugB2OKNUtByty1io7FfzkQGsDLxJqwm05pNVWVRU3DHruOSyS7n06U/jC5+5gRc8/0oue+FzWV8/zuGDB5mtzqyfQK75DW9T4ybdHBCpmmyP0xs759U9TQ7niD9UjUM1/UxKxEQ5f61JsOrpFEBm1V14U+zasnbJa0kQ+EgN8by8Skoh9dqQqWQFgfXYOEPuUra2e2uUcLCIYQqEsBhdPHtSLUAWO5fXRtCJJ9cAgnIL3qgqkHSB5cxXbruLk07fz3xtxQa38P+1d+7RllXVmf+ttfY591FVt4p6V/EUUSBCkAapEpC3aHwgijwsbYgKkhgfcdjpPLqNIzG2o80Y2lGHQTtGEzVGO7YJrRDfkaciooiC8lZSUEA9b926j3P2XrP/mHOuva/26H/OHUMyRvYYV4R777nn7L3WXHN+8/u+GRIq4BBa5U45rA3TsD6+G0PEpEfEcGFAQIoZVUqpjAJSjCOWdq+IiWetsnHRCHYPFPEMHZ/CzmUba3L1Kvq/6rmBXna1061sHqDx4JoO4dOhzMXJjtW4obtDrDx0rV6KSNNmx4uqJftbihtUqim06Rw5N0bo1PeVqkofwFAx+cOPPUqh57rRXYZh/h2D6dK/AI1c4u/Zbe50UaeUGGZhYX6eiWWTZdE31hovyJ1OrSGjpBe3xw+0izvk9u9Kp/NXENdRHtj/4xpZGWTHmlKdgw+IRCsDM1dUS1Z7wLbDAWgoO7XTO9LdERTb9xLQflEBpI5c2gdTxABi+HoRnZpwpLiEZMFZOi4b1yQSclboOnk+Y4tNLMmNQXe0m1W7L1IQ3d0pJupBDRPB2EC6rnIsVikY8EC01wx0dC+GDjXiOgp7zx4JLXp6FfGUYASp41ZFSBUhVsTUA4nUtfa5Yi8p4VEJgaXXTdAzsxH9whokdpyaxVowyTfdHjFF5rVo4fjZagMjaz1bc7YdXY6ThtRPVL2Kz13zCR66+16qqlf8CqqeKoiDngWEoAMvU+yXBedXkYn78RIivapvnH/B+xmuSyjVS87FxLp7FZ8kkdIu1vIXCKIGk6j0jhRYohRgdCg4Nzp5s2m0+9eImIyqlVsJKnKEVuwYYFHbuJ0u0g1zoc0B/L9Yf9z74oohUM5GN3AiUOrkwqCxxCsCP7r7hywszGnVYCibCjIiHqm0mxlwR4Ay7TSGdi0bBpF6ibHJcWUR0YbsAvuiEailscVf7v6JilrdikYdR5N5JdoiwaLCEp0FIzOCnL+OCOqwrX5AGPXbg5kyclR9s/eJndQLC1SmoY9oSE5Gekie/GSVTTXOEC4t5EAhYaIPwJNLoKCIgba76D9sHFJqaRCUoRNSaHEHTK0kKvEOEerBgvanLKKoGKnSIy9ECJlYRarxHoSMJE0oPTH10paAil96PY14hpb6kQf27zlYddC6lUbQRNjGzz41egHm6R98Pp79V0/4PEFw04bZ/TPseOQR9u7ZzbDOtttNURxVP+9Ekdrt3rDR6f6zUDLwnN2Lx4CVSh1KUqUTTHMWQhVJPW0qYTAsBPppkl3bd5coEX1XRVfl6N9LZfafavYb4+YH8z6EtvysUvt5yW5euTjDt5hlD9DL2dAKP+xnCfo566bRp2RRr4VXl+YacWCE/qPxTN8zVoMwyW1SF4Bef4z1mzYjIvTGeoXA6Z+pqWtjynSSQ0samwzBYd/KRSao2ULOVhdr9HA1TRMMMMpuH5dpRKj6Y/T7Y6xYtVKneqdIMxjqYhAFoQaDIc1gSOpp8wWrNhKVpjNFB2lHkGv7JZNM2xOg5ARl3nDQUK73zmoA8QpJ71nOdTkWfAiFVxJ6NC1dN3D0sXHBp3PZ7jSTBfe2S4YO1sNMJDA+PqG706BUJ0Z4TwChEEqBAjPrLvS8wUrPRuHlqmPZElDZVZNzcQApOyqqt19dD3jZRRey+chDaeqaqmoTUKCQOecOzDI2OVHsZBW+jW0kon2OmlsY2umAGJY3WvQA6byOchf8/Ym099MTV6fTS5mRmKwqaFiqKmC0gRF79llSAkGExrJfYisCLXZmlhXbbaBYr3SAID85OnYS5Yzvon9EWrQutBFHK6XYlnkWupNbtzk2UWfGxieMpWs4QYrmGVR13o+6hyCqZvJdWXeSWOXs2RRyr+VLTAu4bN3dPzRy+QLQpVSMrKUrHNEFr6Pt7fVTpWSbpmHyoFVL0g1cgtnBYmiXavm8aaNwrjd7gkPi5fzr8t49E9aI0Bm9ZuG1zNIzBa6dovoaAQN9fO6OqXQ6D8M19wSFaDM1QkPVi9RWwWhY159t6tqQPE36hoMFHTbR69kZnUtEkoiaU4ja1mI4heYWFsaDZu7e5FGRjJgKVJdgcSC0KBNskzh9visKaUroGf0aXReA7v4o+nCjfaUYW/OlYGqYxqzfJOgntq9oyVFKVal/gVZEEigaemf3qOOSUcZDgrJ79AyJkXbIgkutbbz92MQEf/uhD3HnLbfgo+QowI+ihq23QVPa0mQdLlVVFSkkszgwrMEAoWBGjh7O2zkEigzq+9PPpH7JyRaAVlHYXOWc298ri9mOQHUrfwrkAIhh5pbBAyZvlrbsCfaDdv65zt4jBBjw41md3zgjSUQTTPikMUff9FK+HJIXKXLFj4Tc4B6W0RS3gtCreux+9HGmD9tlQ6iir4ECLHVO+NaIOui6s9wTiW3i4Kxmp7JlV/4YCBBCJJhbmjRubGF0uY7e3/9XYgbpjMoTww7Fc6yRnly5RrSJy6SqovYPG2NpY4KdkaIRokzXsLm3mg37Q3NWLLoziDSiRlARpYq57jDGoDx7sN9VGNcndwWilVQRtawVVeZaX18XlwB9cq5Qmxp72HakFL+g0ApWujmXVynBf6b9xKYyikitr5cK1qtHZNCzhhyk/T27PxjTyTeN6yzU2NqrCI8AS5MEjjw+3ncmUG6Iw6RlspZn+FC+r1958X/L3n2DWCnJwylTvaRWbrENEnjhHoPPCaA8LMnKxo0xQGOh2ACnEBK93hgxKOrWzC+UKWbqCdlhKVmiJ7H7mCmZe2vU4CVoKwnze9B6CnWYT3ZfpJTCUr6vHSOXu4eysbRDmRcN4hz1GtEiRg2isQdI5+F6EO363SMmk7Kb6ri3X9ntYzp1dpPbCaEFE4tYsqWnp5+5BXixBZCbhlBVtjACMSkvPyP0J8YZDAe4x4Hgk8Fyee9ObCmofSeLd4dUbxrpJQX1604K12/Joi+t9uz1ohBI+jSEUkpmG6LdvkQmDwWqrg39aNdobuHuaukQLLRYgGjhVXL9gvX/MumxrYEF80tQrUFuhzJmv2meSFkeofi5PoycBQlZPXSiOoZ7nlsURFEBp1PPfB6rN6xV/N8ClS9Uf/ieoRMwM6fWrasN/7pcvIIASwYtlyi2tf7AQijHpBJMXEzjoFC273vZHEwe3x6d4AXy6NeInMA9eh7Zw4kxqTMGXVDDdqW0XDj9y17MdfrlUW+Kh9fowEtuy8ZfQsHEgChPMsU8CVICWpPHGINJtS1pFyWraLadO+9zcYlaannNRA2X8DwC0xpgi9TG3ySfnNra1WXjBhRHUgPKoDWHCs4MhkWJXjafQ/0hxQPGp5abBG20a6QIUPVUseP2Z/g5ZR2zZJ46WvpEC5ce5n0BZLMTsBan9fNdOg4OihjxI1h3zquO3JFbE6y/7kZPGj0cxFEsXReI5FYsooogmxYiECzE6oxed/0O1oyyvgEuUonatrYM3/MGHI62hwuUz+C5gTObgp3xzplsYXD9+yHFUuWA2ATVpUkCRxaG6M7v0JeNvOn89fYMECuHnK8HbQ1lyGDTooP4ty0MF/OJUqrppQ9Yb74jZiKt6WNd11ZxtEKUGCM3f+XrfP/mmwuQtQiiXXRc60Jo6iHNcFiQOjduSr1UGM3iqqXOQigLAn8t6+x3KiP/qLlY4P7CQ3JpuCelhBY5GvEaaQHkWhU2oVOWOE3bGxgKviR8RIyaNjfmzmkumaLlW6mHO9QsxwYW177+751SzU+Wjkxdso2FgbLjfdDTg/fdy6MP/wxpMlWVDEnsZPpBxZ1+nsdO5v2LAtbyPgok3T7Y9vVaPMDLvm6ZKdCqoDpvIoRYIO2lKv2614jzAtDn03TsTiw6CT5AwsbJZcqNbLdxm0gpCOM06TZJIog5f/lDbpOtUlKVn83+lghRKdsqpDQKV0A7idE1esnMG4ThQk3qdbJrL21pq5No6KbnMiKZejCAjlS9ezV1Q6kRuoaPUEpn8bAeQstbtKnjrdfS4iS13OsluEYDgiRThQq3RY9BO39ejIcUCr++hYUDqVKPYAU7tE7X2llrYc8V1CFD2gRNywCAgsWXqsLrapF29+PNJpOMNUPyQkOMasW2f980eTiEsTFi8sTMMvvgVYAyePTPdnr8gXYxdLgQ/qAclPB+hr5pFKgKnUFZro1IyYwk/HjIhKy4h1bSHc/Bzn0Y9RoZCPJdAZYR1+2DdkmT0Mmsy/LtyKKDFFQwBPRIEbV/LbpCl5b5prA7ESwv8MTKgPVyf0RscZmY0iPD+MQkPRtx0517UCZydUrAGLsmzq3gNZrCye1suhZwngcBi/h/Xr5pQtjmDORcdJZtaqSDMMocJHsvS/XwYeRuYKCuh4Rggg5piFUb6soOJShFimQbq63b63qoUSBpoucagoDySbMoTz4DsZeKCimImEGV/aBHExEWZudIMbXeP1rE0x8bQ0QYzi9w4gnPZsXqVUVW5ovUBzfrW9cHW+eGKI2hkMoIsqehD6QseGll7p7clYeVy4O120OqtEoaDgbkuiH1ewUriSFZlGnnFjRNjTTD8jeX4hqxGWRj0COlpNG71ypdy3/ynWs1cDnHOyCO6we6Z3yMICGVnZMtFDp/sMwNFHCsENDw7wITy01KsgYcu+UkUq9nA540BNfDofX//eHlDrAlZeBzDAZE6XnQAkDd0Tn/v13qJayjhuaDUKVKcRFrKbdDLLTVrBsp2Qiap8ARAKEkR8GydfymQAnfLvpwEqkzohTocfClLRHFUTALpSlEsIEU2OuW8xbd3QLFdDqN9VXB4/6DhjdgU0hT0gncbi0ruSGmiqpX0TjiaJ9Q0EUaRSXw0VrFZv9XElbFNzq1fQjlaKSDfei/SitBC6GUeRJa7MGB0RCDzmcc1sp1tAFST4kcwH11PHGSzofCk6/kSRq0XbaycctZ2JZSoTzoRnIp/0QyqYMUetLlu99PVz9vs2T14cWJHgYkWS5wz3duZ+/OnZx03lkaYUy9G70Coc24Q0w2BseSEDFKd2wzfykMZMrCKCNkQ/vwFQMxU6uwGNTwZ1pYVCW5NeKp2c3r5x7lybXXyJzAMg3EH7JltdoYUJNDCCWh8xvkiZKIkx/85ogJSWIBTGJJqMKiz627hsW7IYTy2p2c0TJ1fS+p1+OJRx9lfv8M3rJOKanO0Ph/fqRopNEdV6VKmccxMVgYFkl4b6JHU1OgZu9MRm8IleMvlyOsVC9+7zqfCf9Ixl8IlmuUfsQSwgGjLYAsxchIk/JIqnqLMRxaGRZ0zmEL1132jz5LI24YEca2ICE4FcyGMgeKr17hzgcjpFSaNTdOwLCKoYrJGMyw49FHCY2WikjbqGpf0z6A3e3KZG8Ls/N8+4abuOsHP4RBRMYCJ219Ns857XSqvrqWiSN2dpw5ogm+KHTR+7ItHQDRzqRb7Qaj1NGJXLq2TXSwBNdoTWWxYYZ1bQ0L7d0HCaRYtYgc7pihdCotZWJHCOmxL5hIIxJFjSWCZCQPkayOYEJGgiqQzOKnUMdKw6jsMHuflrFnpCiHA7Bs+XKlrrm9XRZlGksbyoOg8nACdS38zw98hPf/+fuYb4asf/pm9uzdyd/+5Uf4x09+mvm5OXMVzyV6dM0wy2zAEAtdzY8CxXykiEadJOYy85gcUa2KYGQprtFwgBQQ0y24KxjiMqZgIImoGtKBmRiNT9U2iYLn+GI7PbqE3Hd3hz1Dy5wLdta6k6YKeqzss5tcBkkUFXEkVhVTq1axf5d6AXv5GOz9BxO9lqhlX9d99v9w4w038od/8k5OO/t5hIkxFvZNc/3/+jyf++SnOPqE4zn+5JNaOTy0wJJnLQ4T21EpePlreYT+ELhVXkuws/eix+RTogoIJEISS+j00yhIoh3CohwKpufzbNw9cqJoky1VLSqGlzj+//UveZjXze15gOcbAAASRUlEQVR2s+2tCVA4f6XrFn45Z0BgOD/P8VtOYWFuVkN2FiRqDb+I/OG/nIXBwpDrrr2WM888k9PPO4vhcECe3k811uf5L7+Q9Zs3s2HTRoDSwvYqCQO1SuJnSF+3Pm4MQGuGRh9PVZsXZSm5jvzCZxr1GnluIFASPn2D+pl85wHlfPU0TkL7PT1/WwyhfNBOMVaSYQvJ4jcE2occWrp5cQgJbaNlMRU9sO7QzUpZt7ZzbixB89exnwONdDsfe5wswrOOO47BwsA6j8JwMKTqVZxy1hmLjxJDk0LwIZJS9IBevbRRp8QLjZJEQzMtN3E82O5f6FQVo14j5gBGArfyzWIygt4cPf/dEaOxpMjxdCEEDeZlPh6UcKkTtpN9VXbf9HsO7+J4gYtDy+7yEbWt6WSBp7M6jceYGJ+cxLuTmv23lUhJ4NCHOFgYMLswx+q1a9CZlp12bgjFBd2NLHPzi4uhC0plyK1LSDa9IRbttOxzM22rmJwij9DkDkFkxGtEZqG+qVzqe/t3b+J0zi4Heqy+MWGnZ1oWGzwL79C+/Mvn9Dpk22XteJmm1WOXAiYFTIL2/E0x8uj9D/LT2+9oo7B08gyPKo5aZmFsfIy54TxjE+NqQJ3bv1F8Eht1JWnP/fb9elTSRk9LUs1eHgdVHZew7/EyWLkNBJtT6AMnluIaMQLo88wmbQLa3W0/EKD445QOHmhEsOZH6mS1+g9DFu3cz84Wtr8JTibVBVPXQ30A0l1wnRAprbNYjFqq3nPHD/jeDTfaol3swR/aP1SiwopVKzn2yGfy5Wu/xPKpFfiE1BgjB6an+fB73st1n/ls60fkPRGR8rPOR8CT0diGc0VTNXkux0eJqtIpDZ9C8wJCSmb1Fmx+sOA0LN/JzoXLja7qxmTfTVPTSF3gWEMMbGeBqzCCaFIpRBDrvElQooc0RHwWn5k2SCYqIqVEjxhwi4ciLEmJuflZdeAM5keALkpEj6js7emmBsmsWLWSE08+he999wfcdcsdjI1NMrFiBeOTy/jBt+/gJ3f+hIOPOAodCB3tM9eqmkIT4BTVribbcScNBIk2dTRDbJBQ0+QhWdT2XuMlNIECdS8lMWTkMhCScu5spzTZTZsTWRrD0mMJZXqmOWNXF8UifUCwPCCFwg/Eogro2e+TNLyMsl8u5WRd1+ay4eu7rRpyblTiFXrkWsfU9qpEXWuvIVuu4sMpymunwLkveyE3fOdmPvjnH+AFL3kR++ammZud5c5bvsfTjz6GXzv5BFIVLfdQLEEtcNx5xLIcg5BDMhv5ptZNkALZznftBwRkUUnq+ckvdBZHuEYjhDQ1EEnRhZl6c7MIMTmt2aFR7ZcrsJGKLEy3W2PImJiuU2v5kFR2X+xUOtmyHhHR6mcpaGPOmX5fGz0qqza+oiVdegRUVmYrY6kxtm49GBIrHf9SmEtBOYeSa1ZvWMs73/2n3PL1G/nJ9+/h/vvvY/XaNVxw2UWccsZzGR+f1PLXiSVVVexz3MLWy9hcCwGTtBn+kGvzRQ6ejFqyG2OLD9inX6pacDSfwD171SNYglm/u6q1ZeY4ouYuogVhs5Udgs37sV3j/XTt+bTYQEpGlUKBmpylPFCgnPOVI3EhEhLkxgAlw+XrYU3qVez42XZ2PfoEv/68k6kbG93S2IzAXo96MFwEwFS9Pk1txhbDzOzsnKqSY2TZ8uV6nBmpo9fXz5pSoq4dFXSzSXSh2r3IQlnEWgZbtWSfQRd5KGJR30iTUyvo/6qdQj3h05Fwzti1bp2Ihr3YsnWD28iJCywsAQqCEFkU2cTw/UqbNBkNh/4D2WrpYERTEYhVTzV0AVIvWSh3HCKqdCslBnMDdu7dw7AXoDbaOQF6PbLlKNGsZYaDobaQY0KCDnUMIbB85TK0HhTFNXJU+Xg9JFXabm7qhl40k2fDL+ys1M3sTacYWJibs5LZNlDOxeLOjTXdU04xkKUJAUvgECJE98LDdnIjRcCo9HAgqc691+/TFOIFCMYXjJkcImPjY8VavamH9MZsDEvVI8REPRwwHNSM9cYIldLRmjpQVZG6HjI2MUFuMrufeJKVB60kJvMrFpCqYm5mjuuvvY5rPvRh6rrhktdcxiWXXcpwOCDGyGBullVrVzM/O8/M9DQrplYwGAzYuWMn/fHJYlk7N1xgcmKSubkFFubnlJhUJfbu3U2/32cwGNDkeVJ/jEDFzPQMAZhcsQxpahbmFkhjffYeOEBTD1g+Ps4ZZ5/OsqlJXfCC6QpdgRXLovEZjEtxjYwE5txoFhsUxwJMGBLJmSKUFBEeefAhPvy+DzBeVczVC1RjYwyahvkF9cPfsGIN+xZmWLl8ipm5GYbDhl6vop8q9h2YgQAT/XGGw5oDgzkOmlpFnWtmBwrprp5axd6ZaXLdsKw3zsz8HHVumJpcQS9W7Jrew0Q1zqPbtzM9e4CNq9fzxc9fy1f/+SusWbUGqsRwfj8rVk7Rjz1+9sjPmVo5RS9VzEzPgejAiuXjy5BGOGjVQeyf2c/u6RmIwthYnwcfeZDly1cwtWKKnbt2sG71RsZSn9179zB9YB/POOqZPP7kEzyxbxdr1qxj5dq1/OTuuzh888E86/jjWD61XMfU9Dw5to2VW65ljEvXDBqpDKyKrt3Tcc1sXQAKgdSviq/dzh2P86Pvfp/jjzmBrSdu4bYbb2VZb5xXXbaNRx/ezpOPP8nFl17KwsKARx9+jIsvexXr1mzklhtv49STT+W8s8/nOzfezqEHH8brX3cl99/zALMHZrnyytez4aB1/OD732fbtm1sOfkUfvzDu7jooou5fNsVTD+xh8MPO5zffdvb2LBmPbt37+bwzYewe+8uNm/exDve9U6u+p03sG/PHi559Tbe9ke/BxG2bN3KH7/nXTzrxF9nrN/nj/7sv/K637mSx7Zv54JtF/Jbf/AmBNhyxhbe/4kPcNqZp3PEUUfy0b//GG/+/beydt0G3vGeP+a//Ld3sHbjGn7rTb/Nn73/3Zxy5laOOfZY/vv738OFL38R69ev4T/94ds59GmHUQ9rO0Lb406rPythrbvazU9GuUbDAdCMHrAKJeA4AJgpQ91YnR752j98kUtfdRmX/eer2DUzzQmnnMS7/uK9pAoOWr2SP3jvOzni6KcxP1zgiqtfy0lb/wPz8/O89KILuOTKbUgjPPf0rbzx99+M5Iapg5bzznf/CUc+4yj27N7FFa99LWe84Fz27dvHOeeey3kvej5NPWTzpk1se8PlLF++jMe2b+f9H/wLXnHxK1m1bAWnn3EaW845lXt+9COOP+5ZXLjtlTx830NECbz+zVczMTnBQ/c+wOVv+E2e9ezjeODun3LWi87lxRdfwMP3PcDmQzdx9e9ezXBuwH0/vZe3vuUtrDtoDdf/7y/yildcyPEnHc/tt9/G1NQUZ51/Njt27OC7N9zKFZe/imcefSRf/dIXOees09ny3OfQDAbqQGLDNlIwMwzBuOG0MPgSHQEjLwBt/yrlSi8p31XlbaQ3OcG3rvsa9/3sQc675ALuuPk2vvzVf+atv/d2dj25k0/+9Se44BUvY/MhG/nENR9l5dQyzn3x87n1Wzdz150/5CWvvIDHHtnBZz7997zs4gup65qPXHMNL73opWw4eAOf+eTfsWz5ci7adgm333ArP73nJ1z82lczPb2Xf/yHz/H8V/4Gq9at4nMf/xvOf/G5nHLOcxlf1mfLqc/hdW+6iju+fjO33XgTr3vj63l8+2P80+e/wKnnnMHadWv5p899gTRWsfWs07jpq9/k5m/9C69+/WvY8a/b+ezffZqzX3IOJPjUxz7OUUc/nRNPPZGbv/EtBvsPcNYLz+Huu37MN7/2VS79zUuYWrWcr33pek465QSee9oWPvNXn2B+eg9XXPEamnrA2FjPVErJ7GMCdBLsiGGkFl2X4hqxF2DonfALb8rOKmvL/vyeB/jUxz7O5VdfycZDDuFTH/sbzjrnbA57+hF840vXs3HdGs7+jfO48/Y7+Oldd3HZ5a9iz85dfPQvP8JVb3wDRx9/DH/9wb/i5JNPZOvZp/LN677CyslJzj3/PL5367f5l+uu59L/eBlzs7Nc877/wbnnnc0zf+1YvvKFaznsaYdwzgvP58YvfYWHH36A81/+Yh7fvp2bvvENLtp2CQT45pe/zHnnn8sRzziSW2+6hVRVnPOSF/Dwgw/xvdu+y1ve/jZ6/Yrv3HADF736EjY/7TBu+vo3OPKoI9h69mn8/IH7Gc7u56UXv5RmMOSRBx/inBedzZr1a3ng7ns44YTjOWXrFh7f/hgzu/dw1dVX0ZB54pFHeMNvX83qDetL6eydS6E1x3DMQ6zqchh5Ka4RbeKm22xUHPFrF4HOC0jM7J3mwXvv55gTj0MEfnznXRx8+KGs37ief73vAeq64fBjjmL3k0/w+M+3c+yJJ7B/7wz33nUvJ249CUG496772HTIRlZtXM32h35OQNhw2Cb27dnLvt172HToIaQUefi+B1i/cSMrDlrJzscep98fY/WGtex+cifTe/dxxDOezoEDs+zcsYNNhxxMyLBn1y7G+mOsXLeGJ594kuFgyMbNmzgwM8O+vfvYtHkzCwvz7Nm1k7Xr15GBAwcOEGNk2YrlzB+YZTgYsnLVKiQL+/dOM75sgrGJcWZnZkCEsUm1pdu7ew+r16xFEGYPHGB8chzJin+k4OaTWuLWwyFZ1LSqbSPr3Z1cOUVv/Fc8MubAzj0ARW7tGapY4z4Ym0U9bnTYUZ2FVCkdqhnWi2xVMDy/aZQgUaVKgQ/B2D252LWnvopMnKotor358Ylxawxlev2eQrz2flNV0QyHylauko13MwcSl4cHM6Uq6F0wW9qsDCgBTPjq3IVA1lwot8lay+33LqBxDcy5BCKxag2gUlUVdbR2VoXhcIiIjrQNjhsYSrhUC2DkeQFifX+vU3Oj4cuHNYQYzJBRj4Uq6YBow2YgtKEvSvsQKrdBMeykrtU+VUfAmMtoCoQIeTi096DDnpxrp+PWrL8QjJlsuL74RJAYkOB9d8Us7M9SDxvLtbQl0wjFtcznBMUqWcbuXT8h56GieJHiI1xA7CimYbVZyPbeAhB7fZrBsAhEU0hI1KTPLWn0NZ4yzSBluOoVHNLGeYEENzwwxNDCm+MGhXdvC8l3Wmjx4lJldC1as2gfIpk1a6ySchKM2mX4lMG6+vtNR4QBQm3DrPv9fgu9Rtc5OAlHzNVMv5TC7tWPdRDBEL2WDwEUhW+ZCWgLyWnwMQRSSBTyuoDUtbWEpegj6o6Xko/Tc53jUlyjGUQ4dNkhguox4PQrxfdjVNsUt5UPttuKpkAEqWvdEehrKXPHnMAtUhCEuq4hwIGZGbKovUqmJaQkAMllpByiMm1ETaDJYpawatveiBMsA8NhrZ25RhlMGn6Mgpo0CWuaplDLvYevD6Zjd+twtY1/LyWbgDRiPoFNOeuVL+GQthSBSbGQD0HNuLJZ6nuXdAmuEXsBoax+Xfn6riUYf52EBEcCwY2kib88VYsQtNuXM9GcvbJNFK9NWp6bXI6M8WWT6uolZtFqr6GvE6ii0bmNbtYqeETp5qkiBT2Omg6XLybtXfjoV+/Eel7hfQEC5bXLhFBZ/GD0GNDd69VSTpGYg/kKi3L/QgPRXM1itfieJF8cndZ4mwuOfI2oDdR3IqYFELQlHEJAOuyfgl1bn90XQ3CUoxxuoQggcp1p6DhviGLtPmSxCjaZwxxBRMyizbh1rvAJMVL57rIOW6zUhUyjlZ/75i4eOxu2wzeIKZrKSUN0DJEUgyVlJpPvdLPEe/9S/p/W8qIsaMX5NZLkzk4Pdj8ayYQG1UmAfUZtt4cUS5t71Gtkq1g96pXRUjLfEFydYclhVkaQJzxOhWIxvu3e+E2tuQBuK4OUEFn1dAycto1DyS8KXIpR7o3cgbQM3yJb63yAnC2/cCqWeGjXREBpZq1nAKDRAax3H22h2Pfs87hjWHmoRgnB/ISyeR5FG0hBtkXbtG10QdRoywg3vggtQ1qSa0Rp2GLbtxjQ2G+NbkudcIdP/SX9H/01k0mJM2AzyjTWG6NWQWLVhmfnUrQHblMfxFzJU0Ryo6wcawsjRjQxUopTv5MBVznmNhmNi128fAaRO44gUngGrW5Q2k1QPp8voogYBcx3toJn0Z5gJqMiVkFt6JN9buU1CD4VBdERPMYOXbJewEg4wL9f//avpasn/v36N3n9X14qlUnAI4o5AAAAAElFTkSuQmCC)
va-nhiet-4.PNGA. Động năng của vật tại A lớn nhất.
B. Động năng của vật tại A bằng thế năng của vật tại B.
C. Động năng của vật ở tại C là lớn nhất.
D. Cơ năng của vật tại A nhỏ hơn tại C.
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm Vật lý 8 bài 27: Sự bảo toàn năng lượng trong các hiện tượng cơ và nhiệt