science
Grade-2
Easy
Question
Which of the following is correct according to the image.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALYAAADUCAYAAAAxzNlVAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAJFKSURBVHhe7Z0FeB3Xmf6dpG2apE15od39L1O3C+1u07QNM9hxbCeGmJlBMkq2LDazZQaZSZYli5mZmdFii6UrstN9/997Rse+VpTEu63TRJae531m7sxoZu6d3/nm/c45c2ZET08PhjWsoaZhsIc1JDUM9rCGpIbBHtaQ1DDYwxqSGgZ7WENSDynYvQNkvuzebXrvWfa/U+8gy4b1xWiIgN0t6uqXzHfLMqqrX5yX7bplnanHBFN3p8yLujrQLfO93SbZrv+zrO8RcblJPneaOtAl67tl35RxrG61r4HqMpOpuwudXV3yv/3rZNolyzivzlmdo9m5mqlL/s9kMqmp+ffs5r5kH/oc7tXd7T75+eHTEAGb4LXKVCRA9phkWaeovX8qnzs7TWgXeNtkm7buJnT2NAs8jQJPC3pNbejuaJH5NoGPcAvU3e3okM/tplYpDLKsT6BUEmh7BTyZdt+Sfd+SiC7qEpnkc4eovU8k27RLgegQyEy9LFBd6DD1gy7wdss5dXcKgLrw8Zz7502yXUeHnIPaXkBnoZD9sIB18fupAmYUwB4WSsKuComZBv2dHh4NCbAViD1NcvEbBYx2gVkuLKFuEzsgYBOg1rYOtHa2o623Da0CdYcAbupuEcjaBCoBur1VoBGgBIpOkUn229nbK3D2SEHoRatMWwW6JtlffZsJ9e1daJT9Npu60SQA3uzsQr1M6+RzvUDaJNu3iI1p7e2TY/YJ6L1o6+qVwtIrdwEWNAFW1CvbqUhNsPvhVuD3y9TVLQWCdxnjjmHcNQi1AE7IleQzo7sSwZb9DPiNHjYNCbC7JKJ2CtgmAfZOxO4QCdgKcJnvEAjb5cK3CxitAkWHTDtFXRJNeYtvl/U3W3vR0NaLxo5e3BTVtPShuKYPeRU9yCrpQFpBC5JymxCffRMxmfWISq9BeMoNhCRVIjixAsEpFYjIrEFCfiPSSluRXdmBovoelDf1oaKpF7Utst/2XjTJvlsJuBSYLgG+SwpAl3wPkwDJCG0OtlousBoWZxjs+9UQArtFwKYd4cWV5RrsVgFEpoyQ7bK8o5dWQaLnrT40d98SiG8JcLdQXn8b2WW3kJRnEmAbERhfDa/IClwNrsAlvxK4euTg0MVUuJxLxoELqdh/LgW7TyVgx8k4bDsRjx2nErHdNQ47T8Vj77kk7DmXINNYHL6SiPO+WbgWVgjfmEIEJxRLoahEZmkDSuraUNUk0b9NIn+3RPW+PnWXUPaDlkSmvHOY1Lzh0e/akE8BW9mQYSsyNMCWi9splsLUI7aCF14idne/FVGAi0ydYitMt8Q6SCRu60JJQweyKtoQJxE4OOUmvKJv4rxfLY64lWOHaxZs98di3c5wrNkWAqtdEVi9IwxLHHyxWGSxJUQUikUO/phn64OF9gGw2BqBJU7BmL3eW+SFuRs8Mc/mGuauv4Kl9ldhtdMXDgcDseV4MPZdiMBpn0S4h2XAJzYXYWklSC6pQWF9i9wlTGhpvyWJZ594cymQ8v3aWSjF4jByG9D2w/0JsBmth8GmhgTYrOXoELA7e9rVLdskIHcK1N0y7aVnFZhbWrpRW29CUWWrWIlaeEeV4axfAfZezMCmk8mwP5qCDfsTsHJbFObb+uGjlVcwftl5NZ1vH4jFmyMwzyEYc+2DsHBTOBZtjsRcx1DMsgvGPKdwLNkah/mO0ZiyNghT1gRg7kYpCM5RmGvjj8krL2OWlZvA74u1e/ywfp8PHA77YtMxH2w96YO954Nx3DsGVyMzxNqUIbuoGdU3u9Ai593BSC4Flerkd1HfuR/uO2D3R2pZP2xDDA0NsCV6dQjUHfTOcmHb6KcF6i6BgZG6oaELuXkNiI4vhV9oLs55poqFiBaQI7BYIu8sgXXB5jAs3xYqQF7HxJXn8f5iV4xZ4orZ8nn59nCs2heH1S4JWLE7Fkt3RGH57his3J+EtYfSsPZwGlYfSMXKPWmyj1Qs25KM1bsyYLUvE8s2x2CGlRfm2HjJsgisd4mE9b4Q2OwPgu2BAAE8AE5HA+F0PABbXQNx8HwErninIELONa+kFbWN8n1oReR70m/fAzbtiFI/2IRaq/+3eVg1RDw2E0H6bCaFEt3kwraraR+q67uQmFaFa95pOHY6HHuPhsB5XyAsN/ligWMQJktk/XBDGD6yCcSk1Zcxdd0FzLZ1x5LN/li9NxLrxJJYHYzDhiOJ2HgiFTbHUrH2YALWHEiA1ZEUrD+ehnUytdyXAMs9yVi7Pxu2h4vgdKIUdkfysWZ3Kiy2xco0DhsPpsD2UBLW74+B9d4I2B6MxJaT8dh+OgnOx2LgcCgUWw4HYZeAfvBUCC5fT0JcaiVu1HVKftCLbrEmd7/3ALAJ+zDQdzQkwOaFZZUfwW4Wn1nf3o3G7l5Uix2JzWzAOQ9J9k6EYbtLMOx3BmCNs3hlsRfTNoRg9JpwjFobhQ+tQzDV6ipWbPHFhgNRAmU8HI+niEVJgt2xJNiKbATuDYcTYXUgXhQnwAvchxKx7mAi1uyPh+WuWKzenYSNhzLl/7NgdzRLYE4XpcHhSIZE6FRsdEnBxv2JsJE7gJ38j/ORVGw7mYnNx9LhLPvafCgam1wkgu/xwvYD3jh9JQrRiSWoFWvS03Pb+L4KYH5mEkn1g/2J3+Xh1ZABu0cidkdXBxrEhlRL4lje3ou44mac9s3FdrEdWw5LdDwYi407I2HpFCqJXjRmOcTjvbUxeNcqHjM3p0hUjYGTwLtFIrOTAGwvUdlBIqzjkWSJrgkSZWOxVrZZtSNS/j8Is9ZfF5vhgQUOAWIzYkRRkmSGw2pPlGwbDTv5X/tD4t8PJsNR7MrGfRL198my/VJg9ssylzRsOpyFrUdzsflwDpylEGySQrL5YDSc9gUJ3N7YecgbZy6HIyWjUuUJqql/GOzP1dABu7sdnaZ23JSIXSPROrmmA+eiy7H9UgocTgqghyXyiideJ7ZgiV24eGlJEjenY6xNEkbbJsPiYInAnC1QCWwi5wOGHPenwkGirN0+ibR7JMHcLf55ayxmrL6Od6Yfx2sfHcQHiy5imSSQ63ZGwWpXqETjcFGEAB0DO5dYOW4s7F0SYbs3AXZ75Tz2yv72SuE5IMc7lCvHkMi+Mx02u1Jhvy9ZAE8U6COx+YBYkwN+2LLnMi5fi0RJeR16e28ZfVBU7YcG24Ca/lvrk7/Rw6WhAXa3Cb1sCu8WK9Lbi5KOXlzLqMIO71w4uefB5mwurMUWWO/PFG+diFlrgzFhRQAmWUfjTYsQvCVWZMX+QoFJIufeDDiLnPZkwGF3Oux3pcF+T7rAJxAeyIPz/lxs2JGORdahmLDQDWPnXcIMSz+s2pwg0IsX3xMKW5dQATpMFCkRWrRXrM3+OAW2zW6J/DvipYCJndmWiFXOMVi0PgQLrUKx0jlethW4pSA5HUrArpNJcNrrjyWr92LrrnNIzSiV7/ux0TFLgc1IbURrwszk8m6C+XBr6IDd1S5gd6C1rxdFAvbRyAJYnEmC1dVibLhWi/XnqiXZK8XyLRmYvjYcHy4PwKglPvj1zEv47QJ3zLCPhe2udAE7E44C88ZtybDZLjZidwYcZZmTgL1JwHfalwubnRlYuzkJK53isWqT3AW2p8FmbxbWC7RWu8LFQwvIB2R/Eq1tJFHcKFA7iCVxOJwO6z2JWOoQgrlWvpizzkcKmTemrbyO2esCYbFZCsa+DLEwWZJQ5sPlQj5WO7rhzbEWWL56J+ITCuT7/q4fbH53DbcBtmrMEQ2DPZTA7mxFd2ebAXZXL/aF52Pa4RjMPpWLpZfqsMy1Bmtd6yXRq8Q8u2RMlqTxQ8sAvLXME7+cfhLPjD+AGRbusJVouvVgloAsSd9OSRp3p8B2Dy2CRG2XTDiIbbAR8NeLbbCRqG67L0uitIAuhcCKieMB8c/ip+2PCMTiqdfspCePFm8eJ0mlLD+WhVW74sQK+WO2jS/m2wdhkXMoLHfKekk4HU8WwflkCfZcvCH7j8HzI9fix3//JuYu2YTU9FL09emIze9+F2xGajbmUJwf9Hd6iDSEwG5Bd0cbWgTsArnw+xPKMd01DROO52PSCYH5ZC3Wnm3FxlMtWLu3FIudUzHbNgrTxG+/t+oaXptzFDPXXMTGXRHYfjwNW46libdOkCRPfPG+eFWDYXdAEj9W2blINBdoN4hntxGtl/l1u+Ox4UCmgFsEu6OFsBHvvHxrvMAbjCnrvEXXMd8xCJa7Y7FiRxQWbg7GUkk014rl2HhSgD+TCecLBXA6UyqQp2HKCg/85i1bPPGnb+JrT/8XZi90QnpmGW7f+nSwWdU5DLahoQM2u56aOgTsHuTJhT+Y0YAF1yox9UI1Jp2uw/KrnbA814bVx5tg79oEq4MC99ZEzN0SgxUSSe3O5MDZNQWbj8XD+WgsHA9Hw+lIrMwnwFFkezgWG5kMHooTcBNhd0SSwCMC/uF4gTlZIq1AfbwAGw6XwvpQGdbsLxKQE/HR2kCMs/DCOEtPTNkQgOn2wZjhGIi5W0OxwiUe613TseF0Bixk//N3hmKqTQBemnwSP/jbmRjxzZcw4qnf4IkfPIvpc+yQkFSIvl6xIpIcfxbYw1ZkyIAtF1eg5sMCHQJ2UW8PDmS3Y+71Rsy91oiFHm1Y4d2NeWebsMi1AesvNmO1aznWnCrCCtcCrDhbgvWXq2B3vhxOYl02CajOAqwjq/yOpmDj0QxRukAtQB+QBE/m7Y+L5xa4ncVPb5QIvl6i9MajpWInSmB1rAorjtZi0d4CLJTCs8A5CfO3iCVyqcBSuXsskqi+WBLRpeLZF+7JxgT7SLy45CL+ZdxO/OmvVuH7P12Ar/3J+xjx5HMY8Y3/xOPf+wWmz7VBfHIhegj2p3hswk0Ngz1UwOYF7uqSBLJLtc5VyEXfl9mDqR7tmC9gr/JrweqQLizyNWGFnwnWga1YcqkMq91vYMW1Gsy5WIP55xux8kIbNp6pg5OqV04TwLPhcKII646VY93hYkkAJYk8mA7b42WwP1GFXYez4CJWxcmlCNbHmmF/sk7547WuVZh9shELjt3ASpcsWOzIw7wt9ZiyrRGjdpXhVad0vGIZixfnh+MXUwPwkzdd8e1fb8PX/mMdRvxkCh750Sh840dv4Ws/eEHA/hd8/Tv/ihkL1iMpvRC9t/9H4BawNdS6nwhBN9egv9PDoyECtkguZl9/77bKrh7szejF5GsdmHe1Hmv8G2EdY8KysB6sDO+FXZwJq3zrYBPUhDUBLZjn2YLZHibMudqH5ZdNWHemAtYnsrD+TAnWnKvG3JM1mH20ApZH82BxIANz9hdj5j6xHC4ZcNqbINBm48NtVViwt1IsSA6mbs/CS5sK8L4APWdbEiati8cLczLwz9OS8LdL4/HjOQH44TsX8GevXcKfvH4Vj/3XIYz4l82i9RjxF9PxyPffxuM/ek3gfl7A/md8/el/wcwF1kjOECvy8TDY96MhYkUM9ZqBvV/AnnqtXYG9VsC2jRewQ0ywDDLBKa4L6wOaYBNwE2v9mmAZ3I4lET0Y49GNmb69WHy9FrPEc8+RqD7/+k2Mv9KMURKFpwnoc8+XYcyxCvxmczom7kqCxbEcvLk5C39nmYp3NhViiUD/xoZk/PXiWDxrnYLxjsl4c2kM/npUGB5/zQc/nB2D700LwNdfPIXvvXIZPx7ph6d+ewYj/n0XRvyrLUb8v9l49IcjBew38I0f9kfsp38qYK8XsIvQd/t3w2Dfh4YU2H0CdK9c5BsydRGwpwnY893qsM7/porSK4IlUouc4zqxxqsGq66WwdKjGmvD27AkphuvXTVhWngPFoU04INT+Zh4uQKLojvxUfAtvH72JiZeqsHKiG5MFfh/5piJt7enwsa3De+faMYPlqXjrZ0V2OjehXe2lOFHC5PwH+uyMGlnCUZZF+CvxiXj8bci8f35aXh6RgQee+kSvvuaJ/50ZBCe+NVpjPjpTpEDRvzVPDwqVkSB/YMX+60Iwd4wDPb/QkMEbCNS04r0yoUm2AcyezFdwF4oYFv5NmBjtAlL/dthEdAOp1gT1vvXw9avBhskaq8J7cCc4B68eqUHc2N7YRnVjIlnKzDpShUsEkyYEXlbwG7G+PP1WBXeh8let/D3G7Lw5tYsbAq5JYWgC08vzMZbYkU2h/4Oo/Y146l5Gfgby1yM2VmN163L8cP3UvHo6zH41pwsPDElCo8+fwXffsUHP3g3FI//6rxE630Y8R9bMeJvFkvEfh+P//BNAfslAfunymPPXGAjYBcPg32fGmIReyDYbQJ2LawFbNsosSIC9srANmwWW2IXdBObQhvgHNEG6/AuzAvowcgrvVgS1YsNUQK6QDzjUi1WS4GYG9qHkafbMFXgXhPUgymy3b+sy8foLQXY4n8bY1y68K3peXhjZyWcwwXsAx14YkE+/sJSovXORrxsXYPvvJuBEa8n4NsLivHUjGSMeM4dT7zog++8GYpv/Pc5jPinPeKxncWKLMSjPyDYbwnYLwvY/ypg/0zA3jgAbH53Aj0M9mAasmDTikx3Z8QWsP3q4ShRemVwB9ZJdN6RZIJ9YB2cAmvgFNqMjRESzQN7MO5CDyyCeuEU0omlp+sw72QVbEI7sSygDx8ca8Ps402w8xOrcrUXv7IuwSTnUuz16sPUfd34k2kleGtbLWyDbuMdFwF7USn+ctUNvLuzFS9Y1ePpd3Mw4pUkAbsMT80SyF/wxDef85aoHYRv/Fw89j/txoh/dsKIv1zQH7HfFrBfFbD/TTz2v2PmfNthsP8XGrJgH8rpxQzPNsy7Ug0rvzo4x3diVUg71kqiuCOxE/YB1XDwrYS9fx1swtqwPKAbY0+bYOHfjU1MJiVBnHmgEBsD22EZIHbjUAtmHqqHvU8PVnj04bfry/CRUzlcBOw5B7rxl7Mq8M7WemwMuI239wvYC0vxE8tKgb0Fz1k14OmR+QJzIp6cVYhvTk/DIwT7t5747sv+ePwXAvZPJWL/q47YY/DEn7yHb4rPHvH1f8c3nv5PzFpgj+T0YvTeGgb7fjQ0wKYE5l4OuyDzN0QnSvowy7cFMy5UYLVXNRwlYVwR0ApLvxZsie2Enb8Btp1/rQF2cBfeO9eKJZJc2os9mXOyCBMOZmNVUCsWB9/GaEkQJx+vx1rfHsy62of/sinDB1vLsVn89gf7uvC9mSV4fUuN7O9jjNzfjifnF+LHyySKb23Ci9Y38d1RAvbLSXhyZj6+OS0Zjzzvjid/fRU/etUPT/ySYO+QiG2LEX8+B49+bwy+9edj8eSfvoMRX/t3fPO7v8DshQ5ISitGT98AsOmzFeAD4Na/y0OqIQG2Glim01BXr4AtOlbchxk+rZh6rgIWHhKZYzskKrdihYC9WcDeKImjve8NAbE/Yod1470rbVgS2YWNMa2Yda4IE0/mYlVkGxZJ8jjqXDMmnZHkkR5bIva/25dhzK4yOPrdwnsHxGPPKcKr26SwCNij97fhybl5+PHSAryzpQEvr6vH90bm4hGxIk/NyscT05PwyHNu+Navr+DPX/PBU8+cEn+9FY/8ozVG/NksPPrdsfj690fha995DSMe/Xc8/jRbHm2RkFL0yYitwNZwy7JhsJWGBNgch4NDFHTw4d2+HpTJst2ZfRjvJgnf+Uos96iCXVyHeOVWLJcovkmit41Eanu/Ktj61WJDmCwXoEcz2YzqgnWMRPrz+Zh0Nher49qwIPZjvHuxCRMu1MJSCsBHYj9+5lyC0ftK4RB8CyOPduGphYV4dUcVnPx+h7H7WvHtOdn4iyW5eHdLHV5ZV4vvj8wSsBMF7FwBO0HAvoxvP3sJP3nNC99+5gQekcTxsX9ch0d/PBdf/8EEPPqtt/HIky+KFfmFAvvDyasREZ0j3xdGk7r67oOA3f+bPOwaMmB3iBVRT6hLNMtp78X68E685XoTUy/WwMJbvHGiCUsCWrBUwGY99gYFdrVEbkkuw1qwXBLIUW4tWBBuglVkM6afycYE10ysjBafHvUx3jl3ExPOVyuwJwvY/7apCO/vK+4H2yRg5+G17TewScD+QMB+ek4m/nJJNkZuqcUrVjUSsQl2goCdJ2AnCthX8K1nLyuwv/XMcQHbCV/7Jyt84/8twhN/NhVfe3qUwP2qwP2sWJH/xjtjlsDbLwkdHf29+9R3Hwb70zQkwGbnevVUuliQm129iK3uxkKPerxw+AamXG6Ahc9N2CWZsCiwBUvEihDs9QK0vX8NbCSxtAptgYUA/f6FZiwNMcEuohVzXHMx6Ug6Vks0XxQm9uL0TXx0ugqrA7sx9Vof/sM+H2N3FcDR/xZGHezAt+Zm4fWtFdiswZ6bgb9Ymo13t9biZeta8djZGCER+8nZBfjmjBTlsZ8SK/Jnr3vjqV+dFCuyCY/98wZ882+W4ck/n4FvfH8cHnv6LTzyxK/xxPeewVujFsHtWjQamyRBFrCNIYqHwf40DQmwO+WCNsuUfbFrOrrhnS2J3rlKPHe4Ch9dvonFnvWwSejEgkCB1K8VzjJvLUA7BNRhvX8D1ga3SCTuwofn27EqpAtbo9ux+HQJph/OhnWI+HIB+4MzjZjmWquSx2lX+vCfNvkYt60ATt59eI/WY2Y63tgiyaTf/2Dcfvk8Nx0/EbDfEbBftKrD06NyMeLVZHxTvPjjM9Mw4gUPfPO3kjy+Icnjs+Kxf7oFj/50Ix7/m+V4/E+m4RvfGycR+01JHp/Bk997FiPHLMO5iyG4UdXcDzajtjnYomGw72hogC1qErXc6kNlqwmno8rw/rEivHC0Dh9dasR89xqsj+/AvADxy74G2FZ+Yk8CGwTwm5IQNsMiogcfXuqRCN2DrTGdWHK2EjOOF4ilaYeFJI8fSPI49RQ7VPVg6lWJ2LYFGLujEI6+ErFd2vHU7Ay8JhF7k///YKyA/a15Gfjxshy8ta0ez1s34Nvv5WPE62n4+twSfH1WJka85IWvPeeB770ViG/++ixG/Gw7RvyrHR77q6XisSdL4jgGjzzF6r5n8O0fPof3xq7Arn0XkZSSK9+5F329fTI1B3v4aXVzDRkr0ipqu3ULxY0d2OGVidf2ZuG5442Y4NaBOR7NWJdgwlxJHhcweSTYvnUCdqMA3oiVQU0CL8HuhUVILxzCWzHPtQxTjhdhXWSH+O/bGHO6CZPP1GJNcDemeQrYjiUYu6cUjoG38N5hE741P1d5bMcASR4F7KcZsQXsN7Y14jfWTfjW6IJ+sMsE7ByMeNkXjz7vhaffDsbjv76AEf+2W8BmX5HleOyH0/DYdyVif+ddPPatl/DdP3sF745egcXLnXHxsrd8517cvnVbIjQh1k+qD4NtriEBtupkL7fh7o9vIaehFUuOR+GZrZn41fEOvHKmC+M9u7EuvQeLQ4zkcXt8p/LW9mJDrHwbBdZWrBQr8sFpmQaaxIpIEnm6GOMOFcMypAOWob2YdLoG085UYmWAJI/isX/mUImReytgI2CPPNKF7y4owht7quEYwlqRm/jBjFj85SKJ4tta8axNK54ax4idjCdnleOb01mnHYRHX/LDt0aG4xvPX8aIf98nYG/CiL9ehUf+ZC4e/dFUPPKDsXj8hyPx438Yh//6zRS89NpU7Nl3UtmQjz/++BNgG+NnD4NNDQmw6S3Zs+/2724j42YLJu4OwX84Z+MXR7vwrwfa8aJYjPmxooBmWIoV2ZPQJf66AbYC9zq/JqwL68DKYBM+PCGgB3XgQEo7VlypxOiDlVgW0Il1oZ2Yc7YUM08VY7l3NyZc7sNP7arx5t5qrAnqw7sC9g8WluLNfbWwC/sdPtxXh7+YHoK/XZCKV7a24xlbAfvDLAE7Ft+bXobvTCsWsEPwyEu+eHJUCL7+4iWJ2HvFZwvYf7MOI/58sdFQ8yeT8K3/NwF/9bMp+P5fvIS/+ceXsWPnUfQJ2L+7A7a2Il0wxtAe5Pd5CDV0wGar4+1bSG9qx9wTSfivTVn4+YEm/OxQJ/7zWDdePtuJkWcaMN+zEQ4RHWJBGgTqRqwOaMfaiC6J2N2YdK4dVpI87kvrgIUknOME9BWhXbAKa8csieBTTxZhmW8XJrr14d8cG/D2gQasDu3DOwL2DxeW4cXtdbAK+B98dOgm/mFeBP55cRpe3dqBZ2ya8NSYRIx4JQx/KlD/cGqheGx/PCLJ4zff8MTXfnNSPPYOAdsJI/7OSuzIMoz48Ww8/pcz8P1/nIbv/tUoPPbt/8Tf/8srOHjwrIDdh9/dvhds4x04w4+GaQ0ZsDlccOetXmS3dsEpsAqv7yvAf+2pwDMnBCzXbvz3oWY8u68Sbx0uxkSJvNPOlWGBe51YE4E8pg9rY3ow8WIX1oZ3Y3dmFxZeaxSLUYflYSasj+7B9NMVmCRgLw/sUi2P/7GpAW8I2MslYr9+0ITvzC3Es87VWOnzP5h0qBH/MD8C/7QoBa9LxH7WplE8dgxGvOCHH43PwA/Gp2HEc9fw6K/O4amXLuDxZ4/gsf/cjq//hzMe/9cN+Po/rMDX/3o+Hv9/0/D4j8fg0ad/gxGP/gNefWM6AvxjFdjKYyvbMQz2YBpSHrtFpoUcBaq4C4uuVuCFPfl4/mgtXjpnwvOn2vHKqUa8faYe77pW472T5Xj7UB7ecMnGxAuVmOreiFdcqjDfuwPOKb2Y494kkbhekspubIj/GNPO12LSmXJYhPdiitct/HxLE9443Czgf4y3T/bg6YXF+NW2GqwKASa6tuBvlyTir8Rj/9a5DT9f34QnR8cKzL749rtx+PYogVyi9WPPnsfTAva3f3sM3/zv3XjyF1vw5L+tx9f+biEe+8lU8dljMOLplzHim7/A0z/4b6yx2ouKiib09vahTzWrm1sR44FercF+p4dJQwZs1ow0StQuN/Uio6MPR1JbMFUi8+su+Xj1uMDtKqBeMWG0Ry9GXunCe5da8NaJUryyL0M8ciHGuNbL/A1MOFuPOVfL8eaeVPzcNhNjz9Ri2uU6vL47HS/tSMEH52VektK/srqBf3cqwZgLjXhmTyOenJ2Lf7CpwNhL3XhBkscfzkvFd6an4v9ZVOHPl1bhsTFJGPFqOL75bjyeeDcGX3vJB4+/cBVPv3wJT//2OJ74xW48/jNHfOMfLMSGTMaI77yLEU+9ghFP/Apf/96v8Oo7C+HpkwBT1+8U2MZ3Hwb70zRkwGZzeqOpG9UCd4VEs+j6W9geWoePjmbgTZccvHi4HK+dbcPrAt4blzox1qMHM3x7scCvE4t92rDEx4R5smzW5XqxHGl4ebMkoFZRAnMh3pbC8SuHSPzMOgy/3JKH/9jagB+tLMUPLdPxDw75+NN1ZfjG7Hw8tagMP7Frwp9a1eLRaRkYMTEFj03Lx2PTS/DIxHw8+mEOHv8wG0+8z8fEwvD4y9544oVL+OYzx/DYv+3CiL/fiBF/MQ8j/mQsHvnu63jk6RfxjR+8gJ/+cgJ2ulxDaSXfbEYLMniT+jDYdzVkwG43daGxw4SGzi40yOcy0y345DXD5loeppzIwMijhXjrrPhm926M8RY/7c1urb2wCO6FfUwvtib0YnNsL5xjurA1vg3OsfK/YS1YH96BlYEdErXrMep4Bd481oCXj3fiF/u68E/bbuJvN9/Anzk04Psb2/DkOpF1O56y7sAjy2oxYsENjJhThRGzqvHYnFp8Y1YVvvFREb4+Ng1fezsSj7zojUeePYdH//s4Hv0PF4z4Rwc8Kt76yb/6EN/929H4k78fjf98biYsNxxBQnol2rv/R71w6S64w2B/moYG2N3d6DSZ0GHqQGdXB1o629Dc3YWipm5cS6+HjUcuRu6MxDOb4vDK0XJ86NGJ2f631Dgj60O6sD+lD2dzRVm9anqh+BbOF9+Ga+5tHEjvw+a4PqwO7sbMay1473QzXj3WhV8fuo1/3d2Cn2wqx/ftavBdWwHapgPftG7B41YteGxlg8BdgxHzKjFiZikemVWKr00vwNckeXzsvWg89mYAHnvpKkY8cwLf+NUxPPHMITz1i234ybNW+NkLS/CLl+bjxVGWsLQ5jqDoYvWavq5bt4bBvk8NEbC70M0Xl/Itu11NMLU3oKujCW0Ce25tB87FlmPBsWj8er0n/mW1N/7TNhKvbE/EhwdTsexsDnYFVcAtvRX+eV3wLzLBt7QD3qUmXCvowxkBe098FzaEtGHu1TqMOlYlSWYLnt1rwj9Isvh9hwJ8a0M5nlp/U6ZN+JZ1HZ5cU43HLSvx9aUC87x8fG1mJr4+LQ1PTE7EEx9G4YlR/vjWOx743puX8ORzhzHiZ87gE+o/eXEnXptyADOWumDRqgNw2nkV/pEFqGnuRUfPbbFbfLmqrvkwh3oY7IEaEmCrx6O6+Ibdm6I6US362mvQ096IqvomBKaUYKt7CsZtuo6fzj+On0x2wd9M3oNfLTqC0etOY/V+X7j6Z8EjshCecfnwTC2AT3YV/LLacCWpAweibmKj3w3MPVuI0fuz8daecry0ux4/21GOP3fOwfdt8vFdq1J8b3Wh+O5M/GhFOn64LAU/XJyIH8yLxg9mheGHUwPxo4ne+OH7l/Gno87gr98/g78bdRR/+vxm/N0bO/Cfow/iNx+4YNLiw7B2Pof1Tidw+mIEKut70dZzS73Vl++pVC85le88DPZna2iAzQurXh3dKKpXcPd21KK3rR5VFZXwCo7Fhv1XMNH6OJ6bvxf/NN4J/zLOBr+e4oj3F+/Aum3ncMo9Am4+EbgWHAWv+CQEpRciIqMOASk3cSGuCvvCy7DBIx+zDqfig53i2bfn4vldOfj3nen4182Z+Kl9Dn5mlYCfrw7Br9aG4DdWYXheks0X1gXjhVV+eGG5B55feAnPTjuOZyftx3MTd+PXY5zx329ZY+F6N9juCsWspUcwc/E2rFq/Fx/NXIltu0+hvqkPbd23xF7xzcLmddUE+V6wB/9tHk4NnYit3nfYKpFb4O5oELDrcavjJm4UF+L0mcv4aO5avDrBAj8ftRR/8Ztp+PnIZRg5yx4rHU7gyBl/+AUlIC09D3ll5Si82YAbre1oaDWpF4rmNHYirs6E6/kt2OFbihWHUzB9RyzG7osXa5KK8acLMft8NeadzMeiw4lYfTIFG85mweFSHjZdzsXmi5nYfDYFm0/FwvFICFbYncGkuZswYaYd5i7bhtXrD8FyzT5YWO6Aja0Lllk6YNT702DntBsl5fVo6ehGY6vkDh0dMAnEfEuafv201jDY92qIRGxeVFG3ScAWr21qFa8t6mxFeUEhXI+dwUdTF+GVt6fg589/iL/7+Ui8+O48jJuyGvMW22Od9U7s33cS4aGRSM/LEV9+A9XtHejo7IXJ1IeG7j5UdH2M5GoTLkeV4sClFOw6n4RNnpnYGJAHB79CbPMpwkGZng3Oh1u4WJqoEnjHlMAnuhBe4dnwCEzBVZ8YnLsSCJfD57HRbgeWL1+PxYvXYO1qOyyT6dJFa7B50x5YWKzHh+Onw95hC9Iz89DaYZJ8oQutpnbx2CaB2yRg605PWsNgm2tIgK3ePc6pmpdoxpFXeaE7TchIzsT2zbswf54FRo+eimd/OxK/fHYkXn9jCt4fPQcfjJ2PBXPXwWWfK6JjEpBVUoTc+hqJ2G3oaO1BZ0svGtt6UNPeh5wbzfCPysJV90i4e8bgUlgqTkSl4mRwIs75xcM3MgvRKcWISytGQnoJktIKkZiSg9iENERFxyMsLBIBfoFwd3PHrh07MXvmTIweNQqWKyywds1aLFywGJuctsDZcQs+GDcB06bOgL9/ADpMcje6LV5b8oj2LkbtYbA/T0MCbCZU+qWlHb3GfHfvLfV23pCgGCxbsgYL56/A5Amz8ObL7+HNV8bgrVfG4YOR0zF/xmrs3HQMYaFJqKi5iXopGDV9vWji4Ory/90tPWgVwJskepfL+tjYJAR7+CLU0xf+ocFwDw+ET4g/IsJCkCTePDk1BympuUhNy0FaWrbYmwz5nIqU5EQkJ8UjOTEOkRHBcD15FAsXzcWrb7yMOfPnYrX1WrEglti9ezeOHDoswL+H3/76Nzh8+CDqGmrRc0s8tkkKm9yR7gWbXttIHAf7bR5WDY2ILWoTmFuUutFKuAXsqro2XL0WJJFwFWbPWISZk+fiozFTMOG9jzD27Q8x5YNZsFu3FVfP+yE5OQ/VDa1o6OlFbW8vmmVfPZ096G2X/XNoB1le39CATAIa6I+MkAAkx4cgKt4fCTG+yIkPRnZirICbhKTEFBGnCUhMjBfFybysS4oRxcp8NCKjQ3Ds5GGMmzgO4ydPxJKVK7DO1gaHjxzCoQMumPDBB3jlpRfg7OSAlJREtLU3S2EVG9LdoaD+JNjDEdtcQwJsRiuTwNzK1kdJ+Ni83tzejYysEhw/eRmLxLuO/3A6xn8wDVMnzhLNxMQPpmDqpBnY7Lwd/n7ByMzKwc3mVvUkDjtT8bUX6qX7Jtm/RO8uKTB19bXITpfoGxWJtJgopAqoScnRSEuKRlZKHDJSEpCSlCzwJpuBrRWvAE1NTZJpkkTyFPj4e2P2vNl4Z9RIzF+0APZOjti+fRvsN9pg4ocfYtS774j/XoWrbpdRXl6qQGYu0dUlYPerW2wXrZfJJPOqG+u9v83DqiEDNgfKMclF72C1mETY0tJaRIn/PXLkHKbPWIyRIyfghRffxBtvvIdp0+Zi6rSZmDNnHo6dOIb4pDhJ0tLQ1NykAKbMb+0ckIctmzW1NcjMyEBCvEThhAQkJUn0Tk5CakoK0sRucJqcTAncoqSkJAE68Y64PZdxXYbsJ1IKiJ29HcZ9MA6zZ8+GjY0NLFaswKQJ4q+nTBFNlfmJsFm/AaHBwWior0e3FF7CbK4uOTdTZ6eaN/po3/v7PIwaEmBTpi6BUSxEb18fqsUL+/tH4PRpN2zd4oL3xHq88soo/PczL+DFl97ElGmzMW3mbKy1Wgdvv+vIyk2X6J6GxqabBiwD4FBN9gJOTU2NAjJewE4QsA1YGYFTJBJLJFdgG1APBjb/h9L/ExUVJR76MGZKEjl16lQF9cIFC7B82TJstNmIpYuX4P33RivAt2zajIS4eHS2d6oHeXulsPFcCbSpo1PskkRwkYLb7NwfVg0dKyJg94ivbm5pQ0BgGByddsLCYoNEwmV4+eWR+O9fvoSXX3kH4ydIFPxIbMnEj7DRzhZ+gb5ISUtCZnY6mpoa1W39QYKt/5fTsLAwnD17Vs7TAlMkQs+bN0/BvW/PXrFIm7BAPs+cPh2zZ87C/LlzcdDFBXm5eRKVe9TjYab2DrS3tqFLwO5m4w2jtkRv83N/WDU0kkeC2HdLLEgXEhJTYb3eHpOnzBaIp+PNt8bgt8+9jl8+85Lc8qdgwcLlmDhpGsaO/QBW1la45umO6NgogTtZgU2IHxTYVFxc3B1FRkbCy8tL1YQsXrxY2RFW/a1ZtRrz5szB9KnTsHjhIlgsXy7ThUrHjhxBWWmZsiSdrGtvY4srLYicp5ree+4Pq4aGFVEW5DaysguwectOFZVHvSfJl+i110eJDRmJMWMnC9QWCuwpU2diodzmd+/dg4CgQMTFxyJZErrGxgcLNj9r8TP3QcD9/f0V3CskWq8QiOdLpF44fz6WL12qwF4wbz6WLVmCWTNmYMmixbh04SJqqmuM0aBoPXi3ErCVzM77YdZXHuxegfrW7Y9RWlaJQ4dPiM2YgdHvj8e4cZNlOgHvvDtWIvVULFm6GsuWr5GkcTbmzl+EfS4H4B8YKNE6FhFREUhKThSP/WDB5jL+P6XXp6Wlqc8BAQHYsWMHLC0tsN7aWkXpaZOnYKIkjxPHT8DMadMxZ9Ys5bfXrFqFkKBgtDY345Z8fxWpCbcC/N5zf1j1lQZbQX2rD23tJlz3CsCs2YsE5DGYOHG6eNY5eG/0eAX5vHlLYWFphWnT54hmY9tORuoQsR/piBfgwiMiVCPKZ4HN6rTa2to7YFP/W7D5OT09XYnbU5zPyspCqgDu5uaGDevXY4OAvXb1GmVF2FDz3ki544weLZ+ni0WZK4DPhoOtHVLlGPTUBtiSSIo1YQI5HLm/omDretu+vj6BrkuiXiYcHLfi/TETMXbcJMyYMR8TBO5Roz5QEXzxYgvMX7AE02fMhr2js0TqECSlpIlSECeRNzYuHukZmcqKDJY8sgBxeV1dHXJycu5ASTHiEk5OzUXIzYHXBUDDznlup9dnZGYiOjoahw4ewqIFC5XPtl5nhY8mTlJQj31/jJqfO3uuSianT52KE8eOo1z8NiM135bW2daufDfP1fz8H0Z9pcDW0bS9vV2JF/DGjRs4ftwVH300Ex8wOVywAtOmzVORetJH0zBvwVLMmbcIixYvxY6du+DnH4BENqKkpEqiKZAlpShlZGbj5s2bn4CaFqRNErT6+noUFhYqEHVEJqC6hsM8KaRixeIQ4kwBllGe8+bRnNLLuE8WDm4XGhIK2422qqpvleVKVTMy5aOPRJMx4cPxGP/Bh5gy6SPMnD5Dwe/r7YPmxiY1OpRKKNkDkFG8/7cy/y4Pk74yYPMi8YJ1yIUjbFzW1NSE4OBgLF++Eu+9NwGzZi6R6LwS48dPE8sxF0uWWWL2nIUC9yK4HDiIoNBQZT+ysnORlp4pvlqibUa2KAfZOXkCb8OdaMcozeOx4DCi+vn54fz58zh58qSSq6urkvnn48eP4+jRozh27BhOnTqF69evIyYmRsEfHh6uxEJAiDXwnL8noickwvOaB9atWasi84plyyVpnKmgZp32uDFjMVUgny3LaEvYmSpNCikjNcE26rINqB9muL8SYPPiEDiCRqgJHZcTDkdHR4wdK5Fs/HTMFLA/mjwHs2YtliTMCsssVmPxkhXYLpE6VKBKSReLIGDn5RciKycfyakZ4m2zBPR85OYVoLi4BOXl5SgqKlIAXr16FYcOHVI1FtS+ffvg4uKCgwcP4siRIwpkAn369GmcO3dOAc7tuQ2nly9fRoT4d0Z2As75QElYmSgyotPW5OXlKUtyJ3oL3InxCTgoyS2jNav9WCvCBHLM6PfxwdhxmMCoLVGcXnv50mU47XoK1ZVVqqFG15Dw9zKH+2ED/CsDtoaaU/4xkTt69IhYkEn48MOJ4qsXScK4QMFtbe2IlSutsULA3u9yEIFBwQJ0KjKyMwXoHOTmFwjcRcgrKEZaRq5YknSxI2kCWxyuXLmCvXv3YtOmTXBwcMC2bdtU6+DFixfh4+Oj7hChEvkZfdlySEB1Isl6ab1OA0148/Pz1TQ7O1ttGxQUpO4ArObjdtwHoc7MzECObJOdmYWoiEiJxjsU2Kzyo/WYOnmK8tlMKMe+/75KLufOnqMSTQ/3a2htbsH//O536vcaBnuQhV9GEWj6al4gAs7IN2/eXPHVH2D27AViOZZhzhwLrF+/CRtsnLF8xRps37EbYQJImtzyCXVuQR4KiwuRk5cvy7IQGRWHU6cv4sjRU/D2DkBAYBD27NmDtWvXqqo3Dw8PZSN4Z9DWgXBSrMnQy/U6Rl6uKy0tRUVFBaqqqpR4FyguLkZlZaWqMuRn+nDeEVgTQshZKFhQomRKO5IlySz9s5ODo9iRZSpqM0LPmDZd2ZJR774r0Xss5syerRJJbpMm0f72rVsqqSbYDzPcXxmweZF0xGbtgZWVFSZMGI/JkydLlJ4nUC+HhcVGbNiwWdVXb9q8A/4BwcjIEhBzJVrmZSMhOUHVWYdJlLzm6QUbWwe89fZo+d/F4of9xC7EqYhM0RoQUg0tvTCXMeJSOkGkxeD5EEouI9wa+tzcXBQUFCgxapeVlaG6ulrVrvCOQ9j5PyEhISp6865wSGzOsSNH4e52FT5e3nA9cVJ1gqLlYNSm36a3Zi0J4Z7w4YdKkyZOxPatW5GXk4tbqrbIiNoPK9xfGbApJo68pW+VCzhu3Djx1R9g0qRJmDZttiSNa2FpYSeJpDXsHLbC2ydQEkJG5gzEJQiwoUE4ffY0HJ0dsWrNaqxcvRZW622x0XYTLl66JhG2BvV1DSrS0vfqCDwQZoKspcHWU9oKAq5rOrgPSteAsHCwsBByRnUmpozeLADcjvs5e+YMbG1ssMrSEpucnJXXpiVZLwV5yaJFCmr2G2Fi+f577+Hdt98R/z1e2RTaFja5l5aU9FeF3oXbHPDBftuhpj862PrHV1M1b0zZVVStZwd6lSz2ym29GmclSZsjF3aM3IYnSJSaKGDPm78Iq1YZ0Xr37sNyaw9FbFwSPK9748DBA9ixawd2790t1mQ7nDY5YfPWLbL8sKz3RXxCKsora+S4fepuwCo/RlhdlUcgKcJJ0LV09Zy5WKvB7bjOfBsuY8EY2FrJqK6jOacstOFhYZIMumLn9u3YLv5+9y45763bsH7dOqxbs0ZVAS6cv0BZk4/ku9NvE+zZs2ZhutgUrnO/6q6qKHX9O8Xvpn/ngddgKOpLAbaJ1VScijoFbKpDlpl4QWS+T3xjS2sbwiOiYGfvgMlTpgrUHwnUkzF9xiyJvmtga8tO+rtx8uRpHDt2QgDfC3vxp9brJYLb22HP3j2q5iIwKBBJAlqW8spiFQqLxffWobmlFa2trWhoaECJRDxtQ2grtAgeoysj+kBp28G6bs7zfyntxwm5rgMn2ARci8so9VngT5b1jN6hYlEI6f79+2Fna6uei1wjWilwL1q4EAvmz8fMGTNUErlQfV6ACeMnSPJsre4uzEkIt/Ebm5SGwf6CpN6qq6K0+Gj5zOcXO7vEdnR2oY39jPuX5xcUSpJ3HJYrV2O63IbHT5yESR9Nwdx5C8RTrxB/bQkrRjXR9OnTsXTpElU9xwSN1WusrSBQunZCg0vfy/pwQk2rw9ZH2hFW+RFUQsv/0XDz//hZixBrcVtGX0rDrqWPy2MyiuuozsitI72+M+j1envWopyhRRG4ly5dqrq5UqtWrVLT5cuXq4SXYt9u2rOdO3eq82CU1snkMNhfkNg7jdajXQBWcMtnQs15As6o3d3bh6qaWnj5+GLTlm0CsQVmz52HyRKlPpoyDXME7LEffIg33nhDEqgJklSuU40krGlgBCQkBJKAEDDCwmWcp8+l9ejoaFdg8/bNiK3rsrVN0P83GNjmcJuDPZjMYR8IOqXtC9fpZbwDUFx36dIlidhrFLzLli1TIK9evVol0qye3Lx5M1auWilJ9QQsWCCWxN1d1cJoS0KwB7sOQ1F/XLB7jdqOVvYrVnbEiNgUn4ahGLVj4uKxS6yFk1y8dXKbnTFrNiZ+JDZk5mxMnT4D748dhyVLluLEiROqdoG3YcKh4SQYnFJcTpgIGavfCDTPgTUuuumcUVwDpaO2BpKA6n1RejvzYwymgdto0DXgGnKK6/RyzrP2hPaIBYs1J4SZ4BJuRmzCbm9vr8Dm42W0JYSf9fDcBy0Jv6e2I/y+g12PoaQ/rhURsHlr7JAfu1OmjNjqaRh6Qq7vu4WiklJcuHgZW7Zul4i9FWutrBXME8WGzJozTzQXjk7OYjcCFTCMwryYjHaEQ4NBqDhPOAkIpwS7paXlzgXnxWdVnDnY5pGbU37m/rQInJZ5QeK8lvl2/KwB5z7NC42GW3+m9Hpuq2tQPD094ezsfAfs9evXK6A3btyooOcygk/bcuHCBfV/OmJz+jDYkT+6x6Y0zIzY6sHcnv4k0tSNhKRkuJ4+g2PHT2LXnr1YLl562oyZmDV7LpatsMCOXbsRGRWNEgFaA8OLT0g45TINISHRtoTzvE0TZt2pqrm5WS0bCDbF/WpozZdrcf96O72ey1jQuD/CRfGz3pbbacDNCx0LpHkk19+F/8N9cFtfX19s2bJF2REnJydJnLdjw4YNym/TexNwRm5CzqrI27dvq7vSsMf+AkWgmSyaBGQVtcWCmMRrV9fWK7D9JBpf87yOQ0eOwsJylQJ7ydLl2LNvPyKjY1BUXIICgURHaErDpYHUYBNqwsP1hr/uUBaEkZuJIxtQCB//V8NJaQj1fs3X66n5NvzMCE0QeWdgnTXFeSanFIHnNnof/F8CzPPUhZB3HoLN78b13I7rWMNy7do1ZT8Yvdk3hXCzRsTOzk7ZED5uNnfuXNWCyu+nG7iGI/YXJONhXANw+uuunj5JKLuQkZWD1HRJ9PIKEBwaBpeDh7DOaj2miRWxXLUGvv4BKCgSKATszH4ICICGTgOiYeO8BoTwMkJrb83IrcEmbBpgc/A41cBqcT9aXKePxXUElwATaO6XdwMtfmZzuwZdR3P+vz5vShdSbZ+4X27DJJN14+zbwgYrQs2ak127dqkIzmSSkZsWhdaFxzS3I4Ndh6GkL5EV4bRXJZFtHSa0tLWrrqRZoryCQvj4+qteerb2Dpg7f4GAvRqBwSEoLa9AocCdmWnUWBAGgmAOCOcJHZcTFAJEsLQN4ZRws9pPg02Qub3+H+5Dw20ONOHV0segOM9lBJf7pHdnYqrFz7ppXcNO0Afuh8elCDXPg+fAqa41YaMPfTRhZuctdpllVR+tCD02Izhti+5rPmxFviCpwWgYSRipOa/A7lANMjW1dUhNy4CvXwBOnz2Hbdt3YKOdPebMm4/1NhsRn5CEsopKFbHz8u7WVvDCaxi1NKycZ3QkXBpoc7AJlznYLBgaKn7WcGtx28HA5nYEn2ATWh6PcGmxWnEwyHUzO/erwdaF0/wzxbsPpxzGgTDTYxNsRm2dPLLGhDUpPA8dsR8GO/JHBVvXY7O6705ro8DdLvaguqZWKTgkTFX1bRWoncVPLrdcqSL24SPHBJwKFbELCJuIMH2azKHjRSZY5mBTtCJcx+01nOYFRC8bCLaO3Pyst+V2XEeb8b8BmwVL+2/uz/xczD/rwsdlbNhhv3AmkuxmS1vCedaSsMGKfptRm/vXD2oMdTvyxwW7vx67rb8eu73TpBpobjY2IyU1TT2ydfWaB+wcHJX1WLVmLWbMmoO14rMDAoMlUosnFRvCVkkN2adJA8HtCA8hJtTmYOvGGXM4NVRaA+HW+yfcXK7/Vx+L+6MV+SywzQHXloRwc5/chz6e+bEIPuc55Xr2Fbe0tFQWhHDzwQgCzgRyzpw5yoezdoRQsyVysOsxlPSlsCIdArSGm0lkWXklvH38BGpPuLlfw87de7B0+Qr13OK06TNh7+iEiKhoFArYRSVlMpULLhebF/zTRNAIHOcZuZg4mtsQTrmcsOgoTWDMIdb70OAOtl7/70CwCS1hZoGiBoN7MLB5PtyPhpr70+v0MWhf2CjFFkhW97EakE/50J6woYaWhDUntCQ87q1bt1Rr5GDXY6joSwA2HxwwKbhpQ9jSyDGljx47gcNHj6s67F0CNqP1oiUG2BYrV6vqv/Ib1agQFZcyehkQDCZefAJHEQwCRZjNE8eBYFMExxxgAqvXDYR7sPU8LiMqQR0M7IFwcxsWAnOfrfet4eZUn5c+PrdnkzuBZi0IW2BZQ0ILwtGlCDaXs6sBffnDELW/FGCzF5/RMNOLmrp69SQLWxmdN29RtSCr16xTLY5L+GDrHDbMWOL8pcsqcSyruKF66BUW3gVsoAiArh+mh2aSSK9JsFm/qyEnXARRw8n/0/Na3Iee13BrwDTY3EaDzchK8Fho7gdsFgJzqLmfgccZeCxtRzhc2rmzZ1W9NT03q/s4HuCiRQtVNCfY8fFx6jszag92PYaK/uhgUwpq1orItEii75Wr7tjMPsgccXTZCixeskx57EWLlwjka3HoyHFEREarasD8giLk5hE0A4DBRAB0VSAh083ohFuDzXmCxtu8Bpr/ywLBKKdrIMzB1tuYg6234TyXDQY2C5aGeyDY3La01KgR4f65L10oKX0X4LxuuOExWGBZ9ceOUhzokmCz/8jSpWx2t1Rg03MHBQWr4w6D/QWIULNBpsPUjdz8QuWtT546I0mjk4rW1uttsFLAZvfUXbt2Izw8QsBhVRyhJQB3AdbSIGgRAm7DWz1thwZbWxFGbA22eUQkOBogc8C4jttQOppy/u56AVvuIhxA8q4VuSlAE2pDN282qmWEm9M6uVsRUMLL/fN4PLb58fXx9DJGdp4z67TZWOPg6Ig9u/fC49p1nJLfcMOGjVi1cg0WLliEBQsW4uRJV7kjVCgrMpR99pcieTSZODBND5pbOpCekQtv30Bc9/aTqL0Da9ZYwWrdBpE1tmySpMjlAC6dv6AGQs9IS0eZJJBl4q8L+yHTHtQcCs4TFN7iCRijNKHWdbo6cjNq6ohtDjDFeQ22hosFgOI8QS6UwsZ1RmHgMQtQXsbqPonW9Q0CsgDdL87fbJCoLWqoF1si07raegUd98d9EFa2MHKqWx55Llyvz1HbFtZlc/iHw4eP4OCBwzh6+CROnjgLa6uNWLhwKSZPno4JEz7C1i071Hnx4Y1hsB+gCHZXN/uG9KKuoRUpaTnw8gnAufOXsXP3fgHbGosWLMFaidwnJJn08/ZBgK8f/H18kRATixKB6UaZcXF19OKtWsPBviE6stEO0AZo66EbKZhMEWzdQEM4CRKlQdZga7gItD6mUZgEcvH6vINkZbF3IQtUvkTsCtTWSLTuh/cOzP1AN9Q3SoES6OVzbW2d2ArDZvC89cMI+jtooCkek+eiz4N9R/i8ZUpKKq66eUoiuUsi9wFstHHA/LmL1dgro0ePFUuyQbbNQA8Hjx8G+8FKdXoSuKtrGxEbn4LzF92wb/8h7N6zH2vXWmPGdI6ItALHJBqlJCahtKgY2RmZyEpNV2BXCAxl4jMJNG/ljGK88ASSEHKewLKKT0dq1p+bg00rYm5HdOSnuB9CpO8ABI9A0dvymJwSyKKiEgVzZgYfBeNjYezbwSfTa5TNIMD1AvNd8bOozpgS7DIppDrq68LFY/M8dHTmev39KB6/osLoPVhZeQOB/iHYvJl9RrZh86YdWLrEAqNGjcHrb7yN+fMWISI8Wn6D7iFdM/KlAburrxeVEtkCgsJx9LgrDh4+hh07dktmvxazZs7B8qXL5fZ6BKlJyaiWBKtSACgTkMoE8hK5yJQBmFHtpyMZkzF6WN3hiTBroLW0HeGU29B3c3smeCwQhIqAaUugwSbUhIkFwSgMpQIk+3H8H8AWEezqqmq1L567LlSc8rN5odXH1t9XFzCOZhUaGinR+qBEaydsEcAtLddi1MgxeP65lzBh/Efw8faXQtwxpBPILxHYfSiv4iNggTh05ARcT53Dps3b1bh8c+cuUA+yXve8jmIBuUoucBH9bJ74TVERLzzhlgtM8cJTvPD0zbQehHawY1OM3gRaR3ENPj8zghMsbQsItr4LaKgJHEWw8sS/ZmWJBaIVEchLS8vFY7MDFJPEAVZEZA65Si4loeQx2VDDfWtwOeXxWFC5XIPNKc+lpEQX7DKkpmTg7JlLsNvoDHu7TbC0WIP33huL3/z6eYwbNx6eHl5SeNuGwX6QYlVfp9iQdlMvSitq4CO30SPHXHHo8HE4Om3BsuWWmC8ZvZOTM6Iio3BDAKLK5YJWSqJVKhGKiSP7iphfbA0CfTUj70CwzaM253W01oBTjOJMNgkyoWbEpi1gFCVsBMxcPC59dm5OHnL4BLz47YqKGyoaM2FsaqSP71djs5JOJpUam+RO0aLuFiyQLCw8Du8OBrx3IzMLm17Oed5FKOX1C0oRHBgu0XqnSh6XiRUZ8/4HeP75lyWJnAZfH3+0tbYPg/1A1Uuwe9Dc1oXSylr4Ctg7du+Dg/MWNVLT8hWWqmFm334X9QR3dXWVArtCoK0SP8nxoRmx9e1aX3gNngbbPFkktAR5INx6uZ4y0hMw7otAa6gJky5EWoyUZWVS0MR6EGjWPNAWVFXVKGhbmtkfpV2A6ugXWz1FLXzIoV+yDc9V12fzuCxUPC6h1Z7aXBr4gkLmE7INC1N5NRIT0nDA5ShsNshvuMxSLMgkvP7625gzez6CAkPR0d4pYA977Acn9X7GHrR0dKGy9iauixWxtrGD5Zp1sNqwEcstVqrGmeMnXZEsmb++FdN6sJqPKhF7wqo2HcU4pbgd/TWTQu2veUwdnQnwwPPRgFPchqAxcur9EiR9N9CRWoNdUUEPzG3pj7kd+4nUormp1YC5TUNt6F6w22W7FlUQWWgILRNV1ohQutqSy3kuhNk8ipeUMrLL95fjlpdViR3JwunTF7Fz5z5s3OiAGTNm4+23R2Le3IUICQlHZ8cw2A9U6iGDHrEiYkfqBAAP3wCsXGuNpZarsG69ATaHIzt15qwCu1RdREmS5OJyKC8VnQlSfx2yhpoicASb0ZqgarA1vPqzuTTQhJ+i3yU4jJzcJ6HiMQm09tYaboLNqE2oGTlLJJkk2I1iOXRUpg3hZ6WbzUZ9dr9Y/ceCy+9B20P7Q29PXz9YbYyGWwNuzBP0KmSk58L9qhcOHTqOrVt2Yvas+Xjttbf6a0WiYOo03ggx8PsPFX05PLaA3SkJZINELa+AEKyxscWylathvdEeyyxXw2LlGvWgQapc7NKKchSzyVkusL6oOprqSKZF2GglGLEHg3gwEWZdQ8L/Idg8BqvftCXgsbh/bUc4ZcRmDUiR3D1Y5WfusevEY+vGmXsTRrOaEVFdbZ0qKAViYwbWYWsrwu+ov7f5d6UM4GmNqqWglyMkOBJ79hxQPnv8hx/huedewsIFSxAdFSsFeLi674FKg91BsOX27B8aCRtHZyyXKG1t56AAX7FqDU4J2Glykcv6webDBUWDgK0vOC8yIdER+37B1hGbU4oFg/tl1NS2gKCZR3BOKTbO5EjiyKq+tLQMZGflyPmwr0i1WAyjuo81H58Gdn1dvUT4alXzw+MR7oEWRH9fPW8uBbbYn7LSG6isqEVKciY2OW/HlMkz8OILr+C/fvGM8tjRUXHye/QMg/0gpcAWn63AFg8aGpMA5+27YLHWCuvtHbFcoF6xeg1czcEWcD8LbIpRlJDonnz3Cza3Y7TWgLPajRATaIKmrQFh43ICxykjam4unyzPRmoqX7/BWpQsWV+kojYtCeupVWvjZ0Rtw2Mb44cMPI4GWhck/Z3Nv3ex2LKSonJJsOuUHbGzdcJrr7yFf/nnfxP9TCCfjsjIGPXWg2GwH6DMwb4pmXpsSjp2HzyCVettsMHBSaBea4B9bhCwS+RCivTFNr/wBFvXYRPQ+wGb22gRbFoYel7CRc/7WRHbALxAWZD0NInYqWzM4RPzJQJZlWpWr6+ViN0P9ifhNgBnjQg9O/dvbkEoHkcfa6D0OiaPJcXi+cuqEROdhFUrrSVav4Z//MefKk2ZMkOWx6uXMQ2D/QBlJI8G2I0dJqQIGEdOncHajXbYIJZkxRqCvVqBnSpQlVaWo0hbEUItKiy6G730hSfYrNHQieD9gE2Y9XacZwskPTTtgG511Ekcj8MISdvDqXFsDvnA6M7tOfBNntgDNtDUKmjv9BdhstgPtznguoefOdgsVDyeFr8b1w3UXcAlzxCwiwor4e8XirlzFmP06HF49bU38ctf/hrz5i5CfFwSenv7hsF+kFIDUYo02BkFxTh92Q1W9g6wcXIWS7LuTsS+A3aZgF08ONj6whMOdmwioObAfpp0lDYHmw0lBJdQm/td7p8w09NSGm6K3WnZlM5ozW61rCXRLY93oNYyg1sDTrBZmAgx7w66MOmphl3LHHpDAnoeG4mKcd3TDzOm8wmaFVhnZaOa01csX4m42AT5nsNW5IFqINg5JeW44OEFa0cn2DhvgsWadcpnu5473w92hSSPpZ8KNqHjBSbYtCHqGPcJtnlk5zz9OffJ2gldQ6Hh5nICbR6xWSOievdJxGZHKNaOqIgt/tqI2ATbqOq7C7dRU6JldIQqUwCzMGkLZO7vue7TAOddIj9XfofcEnh6+KrE0c7OCZcuu8Pezhnr19siNjZRfhPzWhF+58/+fb5q+vJYEVGTqQuFVTW44heI1Ry03XkzVm20x8r1G3Hi7AWkCiwlklgVSkKWx1twYQHyCiVpy2fvN6MVTt+a6Y3NwaYl0bbk00Dncr2O27FGhfvSzekaagLEO4MB810xQufksBegiBFbwNadoIzkkI+DmUXszwCbxzIHW0915NbReyDkPH5hvpxPQSm8vAMxdfo8bOSrSwLCcfj4OWzd6YL4xDT5fgK2BJMe/g7dbKiiDMB5TQb+Nl81/dHBpnTUJtglcvE9wiOxZus2WO/YhTXOW7HSxkEuyhn1Wo2iAomQArbqBFWYj9xCuaAFORK1DbANn1moeuXRIxNUQspEkKCb11EPei5mYLOGgiBxYHaCRYB0wdGeVs+zgSg7m11NCb/cNUSM3gbYjNhGcmg8MXMX5IEaCLa+S5gDzXnzz5Q54EVyToTb2zcY0+cuxeqNm3HJOxTHLlyHy8mLSEjPVU8r9UnS3tPNd6/zhbAdIk6Hwf6DSUftJoGpWC6ub0IinI4chePBw1jlvAVL19pg38HjiIiIQ2FuMSpKJOunty0tQnG52IBSsSHFhh3R4NGKMHkcCLPWnWMPWKbnGd012ByQhlGb8zoy6lu/Vr542/sB25h+ugg2G3sIqwZ7IMj6s/kySoHNiJ1LO5IPT+8ATJ2zBMusnHDaIxgn3fxxROBOzilEu4DNcV0U1N0CNTUM9h9O6tEwvsVA5pvF95U2NiE4NQ27z1/AluOuWLN5G5Zb28LliCuiohNRUsh+2GWqu2pBQZ4kkgK0gM3oTbiM2zEbRvhumRoFN5NIgn3vce92eqJ0pDaf0oowGuuoaQ6VOVAUj0momTT+PmCzBoUJKfdpbj/MAee8+WctdR5SuPhKvBw5D3dPX0ydvRgLVtri6CU/nLoWjHPXg5FRWIZ2+a3vBZtQG31nhsH+A0iDzR5+TRJFSiRih2dk4vh1L+w+dwHW23fBUqzIXonYQcGRKMgpQlmhJI8SlfLyxBqUiN8tEa+dbzy6ZQBm9Jlm1Ga9MJvFaUXMIR4owsx1OrpT/D+CfRdc42EDDdxAuDgw5ueD/dki2Bwjhfsb6LH1cQaeg/m5ZPOOIXBnyLlcueaNqWJF5izfgP1nPHHmehjcg2ORW1qNDgU2/fUw2A9EBJsDvHf0g13W1IKEomJcDgvHHgF7tXjspetssH3PAfj5hyqwy4slYueLv5WIndfvsXNyjcSOt2KCyHnWWLD1kQ01OnLrp9IH2hOeCwHXCSbF/6PNMIdoIFAaNuoPDbZOWvVx9XG4nNBr8O/ZRs6Br61OTc/AhavXMW3BCsy2sMGuk1dxyjME3pEpKKxsELB7h8F+kDIitnhambb09KKqoxPpN6pwPS4eBy9fxaaDR7Fh8w5s230AYWExKC+qQLEkRoxKpWWSSJYVITtfLni2EaXZgYjRlWJNBZNIAqrFKKwhZxQn4Oa1JeZTbs8CYu51OWXB0ZBxXstY9vuBzRoUFkgNsDm0nFJcruHWYGvp80tJS8dZN0/MWLIKC9Y6YseJKzh6xQ++MWkoqWmW37sPvawF0ckjp6pWZBjsP5j4Q7JWpFXAviGgpVZUwlsSyNO+/rjgF4RTEnmOup5HtHjssqJy5GflqRfpV96QJLKqDHlFEqnFlui6bEZZDTar/czB1iLgrKdmI4x+vpGemuu4nODTo3M/hEUXFkKj5yl1l+jX53rsOjaZc2CcTxfBZtdTHpNPnutCNRjYGm4tBbesz5bzSpaIfeaKB2YvX4dlG7dh+/Er2H/uOryj01Ba2yo5za1+sCVKK7h1dd/g1+irpi8F2GrAHPHZzXxSvdOEDImy3vEJcLl4GTuOn8Jpdy8Ehceo6r787AKU5Ber6j5W8TFaZ+ZmKI/NhJHRjr6YcPPzwIg9UBpm3SeE4LKAMIHjVMOjgTYHWUvXjBhR26gVofLz/pdg19bL+Rq9+zTAGljO66hM4KmBYCtJfpIp+UdieiZOCdhzV66HpeNubDt2BTtOuuN6RCrK6tpg6r1t/P60YQpuivOfvD5fRX1pPLYBdg+q2juRU1uHYIk4tCLrt++G8x4XXPHwQWpatvjrSlSXV6lHwvgoFKHOystStSIEmVFa1y/zM4FlAjlQA8GmFyfIBFVHY8KlwSK0A6P1QBlWhdtIIivKy2Xdeql6PIw2g/Ca2w5zoCl2bb0hBZHfgcdk/bmGV0dvPW8OtgZeiXYoLx/xArbrFU/MX2uLVZv2wfnIRTgfvoirIYkorWtFV58GWyTWS0mDPQTg/vJ4bJk3wO5Avlz0aPHKrt5+sN29HyvW22HrLhckJqaj9kYdGqoFRPHhHOOuoEQiY1G+it66HpvRk3ATbPbJZn20uTTYhJqWhOI84WY/DYJFwAfz0Z8lwyrcBZtR+y7YBsT3D3a6esZTA2wOOadaGmxtUzJ5HgX5iBWwTxLsdfaw3Lwf9ofOw9blLC4FxqFkGOwvRuqlSjJl8lgtySPBjhGrQbAd9h9SYNs6bUNwcBRKC8tQVXYDN8SHV1SWo+xGKUor2FhjPM2t/TUBp50grDoqDxattfiZ0DPCs+WP++I+tN3QUXkwoLU+C2wNsBpD5DPAphVhn5PMTCNia7DNI/TngZ0hYMeIJTkhyeM8AdtCwN544Cw27DuN8/4xg4AtQCtxvn+Z2fX5KupLkzwSbCaPGuzYwiKc8vGD04HDWGnjiA32m+HtHYTs9BwU5BQoj11eXoYbtZWoqa+WSGc81U2wCSKjNyFlNGYiqKPyZ0nDTV9uDrcuLIRXR/HBZNgBRngpCNkG2Ko/9g0O/G6Ay8fE7gds7kvDTN0v2BlyjukCdrSAfUyS7nnWjli+aT+s953Cut0ncNonCsV1Lei6NRBsTvs1DPYfRhrslt5eZUXy5GLHysV19faFk4sBttVGJ3h6+iEnQ5LCvCIUscahtBillSUorypH5Q1jwBrCqCO1rtajWNPBz5S5/dDRm9LLCDctjE4gWVA+D2rqXrAZ5fnwrQE2ob0fsM1rRTS4Gmbz+c8Gu0DAzhKwvTFvvROWOu/F2j0nsWrHUZz0ikBhXTO6b39s/P7mQA+D/YeVru6jFaloaUOWXNwYidjHPbzgKFZkla0zrEXXr/urviLlxeKDJWLTV7OqL79YImOJ0R9aQ02YWT/NBhkCyyo9LuNUQ/5pYNOucB+M2gSb0VqD81kywGN9t0R3EcHmE+uVfIKG4NbQCvFY9wc2o7QG937BThew0wTsKLFEGuzFTnuwcucxLN9yCEc9QlFQ24Sujz826quHwX5w4g/MbquNckssudmE1MobiJLM/shVD9jvPYC1Dltg57QdPj5BKM6XCF1UpprU2fKYWyh+ukjm2YVVLAO7r9KCEGCCTZgJbUvL3XfOcFlj0yfBpgaCTStyF1qjTvnTZGzzhwGbd4D/K9ipAnZkpkTsa96Yv8EZix33wGLbESxxdsGhq0EKbJOAzV6Vw2A/QCmw5ce82dmFIrngKaVlCM/KxsFLV2C7ax+sHLfCfvMu1b+4IFesRn9fEUbs/GKZlhbJPCPr3Xpo+mRtPQgrYTYHm1GbEXog2BTB5v8z+rOwEB4NmTnIA2WAdxdsWpI7YAvU9ws2cwV+D3Nw9VRD/qlgy++Wli8RW6zIUXdvzJWIvcBhN5ZtPYyFDntx4Io/Cmoa0T0M9oOX7o/d0mVCaV0tkiXihCSnYK/raWzYugPrHDfDdtN2uHn4yMXLVTUNHDBH1YQUs8O/8awfH6blk+IUEzAOYKMGXW9gKyMtSL/6x8y7+0YBLSOCE2y2OjJia7DNIRpcBFum/WBzUErWkLD1saKc58H3OPaD/GmS9TUCNgsU7Q+PR5n7eMI78NhcdmebbClQkoPEp+fiiJsXJq2xwXT77Zi/9SBmb9wJlws+KK5qxC3x2L0EWEFsdFVl1av6PAz2769u+VFNPV2ibrR3d6GivhYpuTkIjovHjsNHYeW8RcDehA3OW3HezQOJaRkokFt1iUBXVl6GEj4WVsAurOyPzQEajcez2OpHuPmEOFv9PvHkyidkJJXmYOtnDwnPZ0NtSIEtkTIrM0cAl2RSIGfTekX5jfsDW8SIrQuUsc+7j4PpBFZHZy0u4zpKDdSTUyx3mHwcErDft1yHCQ5bMWvbAUzbsA0u571RdqMRH/f9Dr2MznINutTvb1wDdV2Gwf79pcHukmmHTG801CEtNxdB0THYso/+2llF7PVOW3D64hXEJqciX27VpQI1q/sU2OKDFdhFrMtmk7pEbwG7oEBsQIUB9ieeVmG0/j+AraPop4lgZwrYtCQUq/zKHxDYnDeHWoNdmF2M9H6w3xOwxzttxcwdArbNdhyUiF0hEXsg2J3DYP/hRag12NWNDUiTi+oXHgGHHbux0sYe6+w3wdphM46fvYDoxGQUlJQaYJdx3L5PB1v5208DexB9Htj3I1oSWpB7wb5PKyL634JtDrU52Gn9YI9eKRFbEu/ZOw9hpu0OHL7kj4rqRtzuEysyDPaDFaHmD0uwa5puIj0/D17BISpKL1u7HuvsnGElcB86cRqRsQkoLOGQvRzK6z7BrusHu/4zJB779wU7LY1TgU6idrpYpjtgl1UIsLX3Bff9gK31CahlG/VoWHYRUlPy+sG2wkSnHZiz6whm2e3GkcsBqKxpkog9DPYDF8Fu7+4UsE2ob21GhiSP1/wCsNrGDoss12CNrRPWivYdPo6wqBjwNdMEW73FQLZVj4mJr/48sFUPu8/QZ4FtXhPxqUqVBFOAph3h2H0Uq/w4tsgfGuzBoDYHOyU5F4euiMdeZYVJm3Zi3p5jmOu4D8evBqOqVsC+NQz2A5cCu6sDHZI83mxrRWZhIdy8fLBsjTXmLVuJNRudBHJH7Nh3ECERUSgWsMsJNmtG7htsQmtUs32a7gdsVvsNLq7jNgK2JI4c4iwtNV1Zg9LSCrC/CMcX4YiqgwGtdT9gDwa17tPCPioFAnZycg4OXrkuYFvjo827MH/vccx32o+T7qGormseBvuLEBPI9s52AduEpvZ2ZAuwbte9VbSePn8JLK1tsWq9HTbv3IvA0HCUlJQbYBeyTrugf7gBAbmYTeq/P9hsUmcDjTnYhPezwabuBZuDU7Iu+0GBraP0Z4FNK8KIvWCfgL1pP1yvCdj1w2A/cBHqLgG6w9QhP6wJzW1tyMwvwJlLVzB/mSVWWtth0679WCNJ5K59hxAcGiHwlqKCr8UQsIsFgEK5oHxCndV8hJoD1/DFRroOuY6DQSqwP0sG3A0NRtM6ozbBJixM1DRkBPiO9TDTPXD3Q62siIDNhw3YX4R2hMMr3NFngm0MhPl/jdhJSdk4cNkTH6zbiBk7XbDkoCsWbjmAM9cjBOyWYY/9YNUrUMuPKlATbs43ixVJkYu35+BhTJk9H9v2HsSV6/7YtucATp65iMjoOBWJKzgOdFGxXMRs5PHCZxtN2MZoTHyaJVfVITNxY8cj89qPwUSojMYco5WSLZZ8yp3QaJgIGiEmbBo6SoPN/tNJiVSKeFwBXJJHVUsh51suUVvDzcit1O+5zX03wWYDTW6u0UDDfbNg8fg8D10bYi4NtwJcPHZBdiESEjLhcskDU+23YOmRU7A8fh5Ltx/GRd9Y1NS34nbv7WGwH6yMiM3I3d3bg5b2NiSlpcNh8za8/u5oLFyxGheueuOyuzcuXfFAvEBTJlakVCxHRXEJylkbIheT0YrRmhAxUhNw2pKqGzUKXNZVD4T5HknUZhStqzPgptjnRI8roiGmNNTm0Zp9p5OTkkWc8jMLACFk3/BC9doO3j14PtVVYnX6RYtSTQnoFLutGmAbDxH/r8FmQcoywD4gYE933Irlx85gleslWOw6hkt+ccNgfyHqJthdSiZ67NYWxCUkwXqjHZ5/5U1Mmj5HPaF+4IgrPCRyZ2XlSbSuUP66TESwS8W6KI8tUHNcPwJO8Q1ehOdzoVaiHTH8tfbYtAQETMM7ECoCxfX0w+wsRTvE0U75SBir+fKlcDGpZRcA1oywzwjBJsxKEsHZMqrEeSWjj8rvBbZYkcTELBwUKzJz0w6sOH4Wa09fxap9p3A5IAG19W3DYD9wCdjdXRzfwwSTTBubmxAeGQ2L1Wvx8uvvYNa8JbB12IK11vY4fvKcAJaJ2uo61FQKBCUSBQm4QFyULwkjI7UAxWjNeYLNCEgPPTjM5uI29Nm0BEYnKHaDJSwEhx2rCDp9N8WOSlzGiG48Y2n0VyHERXInoXh8Ns6o/tg13C/HDeG+7wW7soJvQjPEV0b/vmAXKbCzcUiSx9lbdmHlqYvYcMELVocuwC0oaRjsL07ygwrgHHKrpbVVEsRwLFi8DK++8S4WLrGEvdN2WK5aj527XBAdHY8aicL1AkZdRSUaBIRqJpKSUOrEUdsQgkKQDGgHg/le8QWiA6M27Qjn6bnpvdk7kD0DCT8fRiDshJyqKBcfLQXuLqRVyl7QQ7MRiCOrqldLyznxvLhOg80C8IcEm8njEbFwcwTstWevwNE9ALYn3HAtNAW1DcNgfzESG0LxvYMdHZ0K7NlzF+K1N0di4WILsSVOWLl6A46fOIuYmAQU5IlnlYhcKfA2SbLVKN64WgBhhOSrKhTUAgoBog3hK+g+z46wrwjBJrAEmf25zQfP4cA6ursr4Wc9N8HnlJ8JfpP8PwdzZ/UiIzTh1QmiUeNiwK2rHrmc/poRXUP9e4Nt1kBz7JovZvPtvBevYZtPOBxPe8AzIh11N9twi+OKDIP94KTGzOvsQJepU0VsPhwQHhGJeQuXYOR747B46WqssbLDKgH7wnk3xMclI098dlFOPoqycnGjqFiitwAmgNDHEupiid6MnASpublVvfH2fny2rsduajJeUd3b26vAJsyM3AROP1GjISNUtCLKmojfZ59wemz6fQ76TstBkFta2tDe1onWlnZV0FiIeEwmrCpy3/HYvy/YRnVfamoeTlwPwEy529lc8cKeoBhsOucF7+gs1DW2o28Y7AevLnpsAYgDkfPFmlHRMVi8ZDnGfTgJy5avwbp1tthg4whvL39kpucgn3XUWTkoEDFxLBc/W9b/nkV6a0Zt3uJZ08G3BzQNeFHoPa/IoP9W9diGxybUjM48L8LNiExgCA+9NaM5LYgGnMuZPLKvCrvJGgWL74A0bAl9NQtWR4dE/85udLSb1OumWeB4bjw2+2GrGhFJLAk2x+4j2Lr2xRzswXQP2HwAI7sQaam5cPUKxCynbbB384JLSBy2CNj+Mdmob+yQ3/pWP8DsgGb002ELsFrWD/xXWV8Sj22IL/wxdXaJj45T702ZMOEjWFisgpWVDeztnRAUFCoRiW/m4hBnktBJZCwlTKoW5G7jDKvWWE9svHjfgJpRklGTQKmIKbDfBZtJo9FXhI+QEWieD5+4YfRkjQihIfh6AEtaD0KoPTgLAJfxJf/00YzStDc8Fl81TbA7RSYR32POyK3OhefHyC0JMQtCufh0JqCsZSGwhHog2BriuzDfHY1KgS2/S3pGLs74BGKegO1w6Rpc/COw46wnQuPz0NTciVsCNh8s0NG6XYNNqE2fvDZfNX15wFbRo1esiAZ7OSaMnwhLi5UC9nrY2TkgKDBYLixtgFxQSZIK8vmGLDajEwSjRoRTvsSTHle91pkSsJUVIFASLTmvfbd5qyPBJpxMEAk3B62k5ybcFAFmNCfc2p7QZxN4w2sbj3vRL9OCcJ7HJ9iEWoHNkWVlSrB5HupcZBtGbSaRHPSdzzzyjkBgCbK5/SDg5iBrqepGEecLpXBnik077xuIhc4Ctli4fV7B2CkeOzqpQL6fCbf7+tT3MKCW7ypTZUU02F9xO/KlAru3RyK2XPjYmDgsk4j9wQfjsXy5BdZv2Ahn580ICQ698ywhWxcZoRnd6GcZqekvCTetgLIBtf3N5AIvo6OG+o4NkEh5F+y7zzwScEKtLrx4fsLO6j9CzKSSkZyQszpQPxmvR57i+eRJcsspa0UYjVmgCDO/W5eAo8Bu7VBw05bQqvAcWf1Hu8MRrvTgP+aReiDUGmbKvNqRo9Fmi127FBCiwHYUsF28Q7DrjKeAXTgM9hctvsWKFz8uLgErVlhi7NgPVOS2tbXHtm07ERYafgfqXAGZYNPTcsoGES43gOegkuUKLDZRs3aEIN+xITLPaH0XbANuXY+t4SbEjN4EmTUi/EzgKUZoRlUCyCo/wk3vzQSwrKxSVd8RVN4tdIFSkdskflbAbhOwqQ5ZRri5He1TZUWlyhdYSAgsrQaBNrcdA2GmeC5K8t1LpKDnCtxuIeF3wD7gG4bdYkWGwf6CxYdJe/vBjo9PgKXlSrw/egwWLVoCR0cn7N27HxERUQpc3QBDMVqzdc8cbM4TdiaTtAVMzBgRGxv6k8gBb+qqVw8b3O2PTelGGsLKz4SZNSTqXAUIFgLCR5h05NYRu7CQVoKvva5Q+28VqAk3I7dJEsjOdoGptVPVktB6MaFsbmpV1oX2RvVcLGGBZQsmC7IBtNYnYBaxgCmxwUoKe6HYM4+IaCykxz7nhoN+4dhz9vow2F+k+M5BJjLaihDslZarMGrUe1iwYBE2b9qCw4ePIDoqxqjOEmgpc7DZfK0bZwi2hptwsXOTGoGpTsClVIS+Czaln3kk0BRhJmQaIALOKG3UnEh0lXlGaQJotEZWiN8XCyHHLCzg28s4IlU56uRY2gYR7M4OSdYItkCtQBeImDBzPc+DLaXajgwGNi3IZ4HNwlUuBbqktAI+MfF3wD4syePe817DYH9R4o9rktszvSfB7hKwExOSsHrVGox8dxTmz1+IbVu348QJV8TGxquITGgINMFWkBPw/mUU4eZ2KpEUsI3OTZLYSYLGqGh46rutkbpxxryBhmAzYvOWz+SNVW8UIdMAaaAIIvt4cLgHJq5lAhUtEu0Ij0vroxJFAZw1Ikwite/m96b4mdvROrFXIcHm/gmyBlr76oEw6/OhVAsoz6GiCgHxyf1W5CqOBkZh3wVvxCQPg/2FSP24nUZi1dMfsRP6wX7n7Xcxd848bN+2A6dOnVHem/2sCS/B0XaEYLPumjaAIuyM2Fyn+mMLzEwk1aA1CnIDbmU/xJbQntDjqlZFiciEm4kiAdNgsz5Zg03AmMypHn3JyaoRhZ/5Dhr9MC8fD+N50nOz1oPgtvZX+1Eqekuk5p2qu9uoDWJk592Fx1UNPgIvj6+hphipBwNaQ628vhTmihs1CEpKU2DbS8Qm2Psv+iCGEbtlGOwHLjU+tsDMqEWw2+WiR4nlWLJ4Kd58823MmDELDg5OOHbsBGJi4hSwBIb+mVPCy5oQwsxqPw28tiKVBJtN2oS7XwMjto7aOnmkzaANof0gMASMQBNwRk8mc6zb5vsf9VC/HM86U+Am2Kn9XVZ5fDYUMRKbg02I9ZQ2jN+d3pt2hIWKx9VgaxFoHbE10NzGXGq5fH+CfaO6DkHJaZjvtBVWx8/CxTtUwPZGbHLRcMT+omRErf4GGrElTBJnzpyNl196RUVsgr1z524EBYUIVPSbkihms3aAt2PxojKlx6a31bCrAiCfOViNAluAvVsDYrQ2moNNG2KMFNWkrIhK4sRiECRCTTEq68jNSM15gk7gOZ41G0dYa8MnZ1gtyXNj4sqaGEJ7pz5bgB4oFm7Cz8I1EGwCy6mO2vzM9ea9DRmpVeSWdXfATkrFfIfNWHngOHa6+yuw41KL5TyGwf7CRLAZsRm9oiNjFdhvScS2t3PASfHXBw4cQmhImHoBP6HWkZsi2AUCNiPkoGCbRenPA5t11uZRm8DoCEm4CLJO3igdKTnPOmQ2HtGG8BzosXks+muVPN4H2Kz3prf/NLBZ0DTUtCwsBJSGu1TWEezKqhoEJhpgW+w/hh1XfJQViU8rHQb7i5KCWv2QveoCxzKbX7AYH34wAbt27YaXlw+uX/eWWz4jpAE0k0KjMcSoBTFPIP8vYDNSMlJTulaEU90aSdAJEKcEj9txSpj0Z2P4Xzak8AHectm2Tvy10aSumtXpqz8DbPZsNK9x0YWHUHOqweY6gszz4bEpFkKCztqZG1KgKiqrEZCQgnlmYLtc8kVCepmcSxduDYP9YMUfl/aDcLOBhtP4+ESsWG6JMe+Pw/LlK3D06HEEBASppIxDL2h/TW9NmHnL10/O/F/BVt1NlV0xhhLWdkTXkhAaAsR1jKCcJ/A6YvIYPC+O10dbxMYhowOU0atPNcZ8CtR3xRbJVnUOBNe4CzBXMAAfCDbPT3edpTjP2hmCXVp2A76xiZjvuAUWLsew7Yo3Dlz2R1JWhdwZuofBftAyB5sem8kUwV65chXGjfsQCxYuUh6bcCcnpwpgfEeMEa0JEqFW9df9kP+fwVYdllhDYjTUEGjCqyM0wdaRnN6a1oQtklxGa0D42SvPPGnkcVnTQajZfE54GZnvhfletbW1q+PzeISZ1ocwU3peWxEWKMLMY1P6XGlFiuWO4ROTgAWSPDJib73shYNX/JGSfUMS9B7ckt96GOwHqIERmx47QcC2sGDEHovFC5dg40Y77NixE5GR0SrrV62J4iHZ0Ujbkd8bbAU3l3E7w4boaE1gjKjMRLBJJZKMmmxm19Gc/0PgNNi6IxT3rRpoRKyjZ8EdCPNdcZ1JeX1G48J+sClGaw02rQkLVoVEbV34tBTYAnVBUSmuS66ywHmbAnvLxesCdgDS8qrR0Umwe4fBfpDij3un5ZH9sQXyuNh4LFu2HO+NGo1FCxapDlBseQwLC1dD9LJHHyOi6sMs8JSXVap6bAKtLIqArhpy8gUwuSXfD9isx74brY3kUQPN276uXiNwnHKkVy7XyyjWinCIMx6fdxP6bBZA3g2am1o+F2xGc65vlgJTVSVgC8CEmQVJw53XP+U6Fi5tkRi5DStyQ7U85kmh9mSTuhnYh90CkFFQMwz2Fyb+iCLCzZqBmOhYrFhhgfffH4OFYkW2bNkKV9dTErGjVI0Dq9KYLLLWQQ08I+L4IeY+m1Mjuhte1wBb65NgM0oaHZ34ag/jneZs3ia4fEiXIrh8866uIWGiyGXchpGU58ZaG9WdVuDiiFXsCKXAloitwR0ItBbXU3zus0ogLZBjmkNt2JE85DByF0jUVgXM8Np8P6Rq/ZSCyNbP3MISeIZHYYlYkdX7jmLbBU8cueqP9MJqtAnYfKijh0FFoOZARQR8+EGDP6DMrQgfDePn5OQUrFq1Gu+99x7mzp2HTZs2C9iuiI2JVfXYFKMiYVODu8uFZV01I3e+QGV0Wa1T0ZI1E0bji0RqRm6z6K0fsL3bKeqmitxs/TMGz2FtSK0UHFoT1i+zGo6RukL5fB2VOc+p/lxRbtxNdHO6bphhxCbAnP90daK5tQ01ckw+6Z4jIPNOxPlC+a55+WK7+ES8zJeUlqGsQu4olRKlxfrwvErZrC+f8+RcPEMjsXLTDmzYewS7zrrjqJsfUvIr0Szn0dMnYAvQPT0d6FaS8xOw+fY2Sr146SusLwnYHH6BT6n3KrEBZO3atRg1ahRmz54tYG8ywI6NlQhmdOHMk+hl1BQYLXEcfbVUIiR9dUlxmUQwiZQCZrNE4pvqaRY2n4vlEBmg90v17ONIUA0CkySHMlVdXWWevfIYyVkHTe/bLtAxueNno8FFpuqzUU/N+mo2xjQ3yWdJFnWzOTs6MXegPg9s/k+zROxqAbtA7jhZHAxICnGBgJwrQGcL6HkSrQsFdNYQlbKQEWZRifwGxeyMJdE7V+avh0VirfMO2O05in0C9gl3PyQXVKBJgc3fv1PULuKjcAbYfGUKNQz276nBwGZLnrW1tQJ71qxZ94DN1j+CzduyrgbT757RDxnQohiR2hjuQD0mxsjZ3xGJtoCfFeASuRm9FdjyP0wYq6VQsG+JBo1Q8xbd28Pz6/tUsR6e36NbADaXjtRaA2E2V3unAfYNOed8uSNlyt2JcOdIAc4UC8bPOfJ98/lIHAfAl7tFmXxfqlgieBHhljsLwfYKi7oDtst5D5zyDERq0Y3+iM3ffxjsByaCoPs5E2rWjBBcW1tbBfaMGTM+ATY9pwG0Abd+Yxj9Lav/CHIToRZg+YAsoWVEJThsKOE8kznaDg027Qm3a2DEFgvDAsF3vDPKEs6B5/150kCzSyobZu400gwA+R5JAeqQ7ZtaCHbNHbANuPOQwXfbiMfXUZsRXdXrC8QqWhNsPqQgtiRXgPcKi1Zg2wrYByR5POsdgozSarTI9xoG+wsQ4eaUYN+6dUslSo6Ojhg5ciSmT59+D9iM5rpWQINNK8KIzaRS14wwmSTgtBkaaorN2p8EWzw3/TWjuNgT4/9uqkTvDtj9ye1nSsF8F2i2MhrH5EMFBti8A9wBeYBUNBc1SgJbKXcNgs1obUgS12zK+Exbki/fs6i4VAGtoJYIXigqkuidJ/mGT0TMnYh96LI3LviFI7u8Fq38PsNgP3iZg82ITVg3b96sIvbUqVPh7OyMkydP3gGbQBswcyRTo7mZDyBQrObjKKd8XQbruNlVlRATZoo+WFmR/ohuJJLGU+X007QnrA1hlZ8Gmz3vCCqHhqAt+XTdrdm4R/3/fz9WpK29A3VyLgQ1R6wVQTaidq6K1BQ/Z8s6I2obcFMFrOpkjZBE7zzx2n6RsVjnvBN2e4/iiCSOVwKjkHtD7l5SCHv6+JsPg/2FiWAT2m3btqmIPWXKFAW2jthMLDXYtCzKikhkYzM2G2UINsXOSKqHnVxoWgs1HEKjWeJoBvVdcQSnOlXLwVoNgq2GOlaRWCAnoAOhNZMuCHfEZSqCG11zqcFgpgzgO+Ucm1SOQKBT0tKRmp4hykQa+3kTaInatCOM4EbULlJvcqDyC6SwE/ayMgG7Ev5RcVi3aZcC+9hVP7iHxCKv6qYBdu8w2F+IVNIlohVhw8Pu3btVxJ48efIdKxITE6Oas2lFdMTWYCu4dYsjI5eAznpm1m0TUlbZcaB1VXWnqu90td9dMXm8UVEtCWgp+IAAQeVdRNsMXd/+WdK2REV6wkxoCa+ZBeHjYeZQ06a0q7tJC6rEW+dKopiQmIyY2HjEJyQhMSkVSSmpCm767HTJJVRCKQWcYDNqU58EO96wIgL2yWsB8AiLV2/lHQb7CxQTSIL98ccfq5a0gwcPKrAnTpx4x4pER0erp1W0BdFTFgSOx8EHDQg1paK3RDfWK5vXelCMyoODzafEq2Q/bE2sMsBmTYdAer8+W0drQq2iMIHul67+Y98RWiF6etoidQeR82PBK5HzZUSOi09EZFSMUnRsnHxOQHKqAbeO3qwpuQdsmc8VuPPEZ2dLUukTHiMReye2HTmLi/5R8IpMRmFtE9rkOw2D/QVJg/273/1OIKvHiRMn8M4772DMmDEqYp8/fx7x8fHKiuhITSuim7TZOKHBZqsjHyEj2Kqzv1gRFbH7oTYaXAY0s/fXhrBvCffBxhhaCWVFZEqp5PAzpGH+LHEbHk/1SJTj6IYeTsvkO9CCJKemqUgdFROLsIhIpcjoGMQlJCIhOUVF73TJIXJyC5SvVmDLlJ47R+5a2fL9U+WO5RkSCce9h3HqehACk3IREJ+JotpmtEkBHAb7C5K2IozY7Ih0+vRpvP322xg9ejRcXFwQGRkpIBQqkPloFkU7ws/sVUfRimRKtGPTNjsjsZvrnZ522oL0S4GuxC6qbJQxojUjPPfDWhVGWUZt3Yd6sAhtLm7DqPxpUjZEtmGhYU9FPpycyFd7yDyT3YyMbERFxyIkLByh4ZGIkGjNscLDIqIQJp9DwyIQKvPR8n8pfHETq/3kNyHQbMTJlfNm8pgtkTtBvvu14Ai4nLuCkNRcpJU3ICJdbFtto6ru6x4G+8GKMLOBhhGbosdmDzp3d3eMHz9eWZEzZ86oCE0Pyo5JukOStiNsfWQjDYFOSpKIxtdlCCx33rMosLIKzxxsbUsI9N1XZhhwM4ISPtaisDaDz2ESSiM5/HQRWnPvPFAsIAScPf94jtECMeHmQ8r6nKNj4hASGg5f/0D4+PnDPzBIII9QwHMdo3hMXDxS+d3ke+fK70K/bdRvy+8gd4Ic+X3ipGC7BYTixFUfJJdUoLipA4n5lSipbx0G+4sQweYwYhpu1oqwn3NISAjmzZunqvsYvQkxR2Ji0zg7+LO7KGtHaEcYvfmCfsKhImA/3BRh522fnZE0zIScQBNmis3vGmwmjayV4Ho2i6sEsF+D2Y97xG0+QwSbvpq2g0/Z8I5CsQDyTWPqTiNKTklT1iMgKFgA91dTRu1YsSLq+4kVyZICreqti8VPS+Q2ak8ykM47lgAfI/u46B2AI5c8kSTfv7zVhIyyelQ2mdAm5zoM9gMWwdb+mlMuI+h8AnzFihXKY2/dulVV9RFuNnm3tLYou8Ium0wc2SmKLzVKSkpGYkKyioCMhnyqnbAQJALLKEzRmmioDaD59IkBNdfr0aNY/80Ia3jjzxfh1YnmYGLUZhLLgsNzou1hoWMukJXBB4bZcy//Tl01vTajMyM2B8On12bkThSfzfWqSV32xX4jGVk5YmlSECtJZryAHy7J51kPH+w7dQnR2YUoa+1GVmUjqmTa1i0JcS9/62GwvxARbg04ozH7i7zyyisqcl+6dEkNdVBSyie/jRFOGb2ZOHJbHbEJc5h4UQ5gyQcTWJddU81+1YbFIFAES/XnFqAZwWlNjKF/G1ULJBNLtUySS/Y34bgg7GPSwr4mIjVk2SBitd1A+2EuFhIOZaaOwzpzOQZHWKWnZwRXUVzOl7bCaIQR4AX2FInofOFUuETtkPDwO4kk67dZl02wOaXvjhJrEx4bhwD57qfdvbDr+DlEZOQL2D0K7Oo2AZsJcc8w2F+IOPA73xxGsGlH6KUZqV944QXVfXXv3r0Il4vKqM13vbAfcuUN49EoJpHs6hoTE6/A1r6Vt2021Kihhll7IIkkIyQjJYHiWxAIFyGjRdD9OQgvB4tnIw6b2PlALoHUA1qai9AbYl9uo4PVp4meXSeS+ljcJ+8OLHBsKWVdNL2zajon6CLWWxPuBCm48XJXShCxCpDJZaxEZq5jFSCXhwnQwZFR8JNk8/RVT2w/ckqSxjyUNHchs1wKbIfkDKybHwb7wYvveFSvxGNnd/psSSCZKB46dAjPPfc8Xn7pZWzZvBWenl5IkQSLLxDKzy1QSWFJUSlysuTiy8VNkVswEzD6Vka/ON7GQ8OQkJgkkdt48wCTTNZ503PrZnRC19LaJpbDqLXglINQtrQIkGo93z1zd5RW3XpJW8GCwfpvo6urUUgo7vuujBZP3QWW3V2ZRxBsdnnlfrkvAl4p58WeeoWFYrFy8gVY8dwSiVlzQhFyNsKkZ2UJ5EmIFIsWLd8zLtmY95Fk0yc4DH4RcTjr7o3th1zhHZGAlKIbSCkox03JZTolcPC3Zh9sBXc3ey/K3VKuRRfVPfh1+irpywO2TBkxTAI2R13lxT916jReeP5F/ObXv4WTwya4u3kgOiIG4SERiAiJQmZqDnLlNluUz8fCClSrJFsbaU0SExNx7ZoH3NzcVFVhVtbdPiYcY4/9rQkaAWtvZ+ckjvkhutPvg5HVaA1kLQ0B1c9C8m7CO4V+bIxVjXzggZ5fP6TA/XN7LVon7oOJL/dnLo5pQvBprVgoamr4MC+foBHvnEnvnK5aIvmQMxNEdlnNKy5Grty9UrOzFNQR8bEIjgqHh18ArvmHwTM4FqfdfLD7yBm4B4QjNiMXqXI3aDR1oqOvV6Iyf3MmkCKCTEkeoDQM9u8vI0oY0ULN04pIxGYkc3Nzx9tvvYtnfvks1ltvhIf7dYSFROLaFU9cPHMFwX5hyEzJRpVAwOo/tkqyAYcKCwvD1atX4ePjI1E8WUGtG3PqavlSU0Zrjl3N98PQGxNuWoW70q++4/vVWQtDmNXDsgI0IdbjYrP60SgwBJu+ndHbGNjyXrDvvjXh09TQwIExxQtX8U0KlcjNleicni3fIV012qjGGdZ85OQgT45ZUF6KjPxcRCclIETA9pMk0zMwChe9wnD8gif2Hj8vkEciOacAuWLhmrqkwPZJIqt+937LoaHms47UEID7SwG2Sb2Vl1ZEoof4PyNityEiIgLTpk5XYC9baoFzZy/Cy9MXVy97wP2yJwJ8ghEfnYjsjBz1gAEB4zh69OJ6sEhGbloQRlaCeVPgam7mqzuMgdw5NaK2EZ31sruR2hhjREOtpZ4zHKDq6rtPjA8G9udBzajN4Y1raxm1JbGsrJH8oKIf7iwkisemj2atCAFnklnE7gQV5cjKE+uVmIBwyTF8QuNw3jMEh866Y9/J87jkE4hYKRwlcidplcDRKb+xfvzrHrDNxeVfYf3xwZYfWtVh94Otfmj+8LKMbyZYt9YKv372OcycOReHDh7FxfNXcN3DB6EShSJCYxAZFoO4GIFbLjIba2g7GKk5ZZRmww6hJmg6Qrf3g0yg+ZnSIBMwTimCqJ6oEagJrjm0XE4RWm6ntzVfP1ik1vseTFzPmhjl20XV1XXKkhSJJVG9/cRr047Eiqfm+9o5ACaff+Szj3wGkjVDsfFJ8I9IxLnroThwxg2Hz7vB9YoHgmMTUSlev01+X3Ow1XUYBvsPL1W9JxB3E2xGk/6GGvaqY+3E/v0H8Oqrb2DSpCnYvWs/Lpy7DB8vf0SExyIqIh4xUeI7k2k/MlXvPy8vL3h4eKh6b0ZwQk2LQGjMbYZuFNKRmuu1NGgaVm0/OB0MXP0//Mx15us1+Ob75l1hMBn7INhSmAh2DUderVK1OuzUpaK2eG0mxSkCdrYklkyk80R8i1qqLIuOSUBgVBLOXg/B7uMXcfKyl1iSq7IsFnWSuLbKb9shAYRg37kOA8H+itsQ6ssBtvzYGnCCRuBY5Xfr1m2B9DrGj5+o3kezZcsOXLnsLr45EEFBEYiKShDLkYlc8Y9Z2TnKunh7e6torR9IYMRmtGVU1gmhPgaPS29NqMzh05BpsHWiyAKibcdgkHM6EOyBFuR+wOZDxTdk3xU3qlBaVq6qKvk8Z1ZGNjLFUqRL5E6WyJwhvjuXDTuyLC0hBdGSf1z38IVHQCROeQTBef9xHLvggZOXriFM/Dmb0tvZ9M/f2vw6DIP9h5cGm/M6ghJAfr59+2NVJ7148TK8O2o0Ntja49KVa7juEwAf/xDEycXMyJakKK8IaXIbJthsitdJZFxcnGrUIYiMyhpqHa3NIzah0tDxs47ihJMAcx+EW4Ot4Sb0lIZ8MKg12J8FNWWALZG6tgblcqxi8c+FkiDqAYBYrclqzvzsPCTHJQnMachOzUZeeg4yE9MQIPnH3l0HcND1Eo5c9sbGnS5iRa6K3/ZDnET3DgkWpl4Rf/f+319BPJj0+q+o/uhgU4SbUwJO2BhFWeXGLqN5+YVwdNqMkaPHwHL1Opw6dxGX3a/jmpcfEsSC5BVJRCutUHXVtCFBQUEqUrPqj9aEkLM/CcHTUZvH4ZQeW0Osfbb23BRhI5yElf8/mDTM5vp9wa6qqUaZJITqIWXJG9h6SnH45DyBOkcid2qiWBGBWilFInliJq5f8cS61Rtg5bAd209cgI2AfVyWeUsekl1crhpmOgTaTnaC0vCaw2wus+vzVdSXAmw2DqgGAgFOw62iqlwAjttx2c0dkyZPw4Ily7Bz3wFcuOqBgLBIpGblIVcuWJbAHx4ZBX9/f1UbQm+twWbUZr8TRlUdsVlwCDVB0vBp6DjVtoHLCZq5xbhfaej5/3r/5gWH8zyePpY+HqsW62/SY1crsNPS04w7EB8PEwuSlpIuViRDPLYsl4Kdk56Houxi5KTkwtfDH1br7LBkjR3s9h2H7e5D2HX8LAJjknDjZqvqh93R369lUJi1BrtGXzF9ecAWiHsE6m5GE8Kt1I0+sSMRMbFYtGwF5i5YDGs7R7heuIzIxBSJQmUoqKhCuvjPwOAQ+Pv5qeEZCDZhiIqKUvaEDygQbAKtodIAEyaK83oZYddA/1/AJtTanvB/uX9CzGOzQOnaGF2QtBqb5HwaJRltakBdfY2AXYDUVHZnTVLVmEwc+X6eZIE6SSJ2YkIqMlL5bvkSZKfnIzQwClu37cdigXvV5j1w2HcMe06eQ4JE+baeW2jpEI/dYby3vpcAaz89UINdo6+YvmRgG7oDNqO4+MJ08Zfbdu+TiL0c8wXwnXy7QXwiCm7UoKi6DtlFJfANCIDblSty0ZPuRGyCzUSSkZuNMzpiEigNs/kyDbY53H9osHk8LX42F3stNjWxfwprYipQWJgn34PdBBKRJHCzDjspST5L1E6Ugp0gvjopJRMZWeyTXYSIyEQcdr2IFfZbsdhuC7YcPYOrwZEoqWtAZ9/HaGU/kbZOdJu60WueKJoBfadu+yuuLwnY/TKDW1kSTiXZqWlsgo9E5DU2tpg8ew4s12+Au38gimrqkHejGpkCto/YED6QQJjZGkhfzSo/nVAy4ukkktJgM3rSngwEm+vNI7eGm7B+ngi1Bpv/w/1w3zwuj6Mh18fWUbxNljUL2PV1Vago58O5OcjITBOQE5GYlKDATknLRGpmDhJTMpAgUKdkiucuqkBWYTkCIxJw7Lw7rHccwMqte3FQ/HVCfhlq2sXSdfWJt5Y8RuDu6ZTfWLcwarjlOhBoo2vDVx/uLxfYd8TkpltF7E5JINtkml1UjEOupzFXIvakWbOx89ARZJaWI6fiBrKKSxAUFqYe+PW4du1OnxC2OrIV0k8sCuHmAwkElhBpiHW05GdzuM3BNo/aAyE2lwaaYo0JpcHmPvX+Ndja73PKz1ze0FCLqhtlKCnmeNh8vC0VKal8uCAJSVI4U8VqpebkIkXuYsk5+cgoLENOeTXisvJx7ro/Nh86AfsDJ7D9zGVcDIpEfq3YnJ7byl8rWAmyOdQDwGaNyT21Jl9RfUnBlh9WYGbkYBfKDonaVRK1AyOjYbd1G8ZOmYoFK1fDTaJ2qkTr8voGpGVm4uzZs6pHIBNG3bzOPiME+/r16yqCs8rOHGDOU+bzg8FNsAfC+2nSUHOe/8P/5/70fjnVYFOM5FzOEWJvVJahrCQfhfkcLjlVrIj467QUpGZIspgloBfmq4KcUlCE5ALJJUoqEJaaiWNuHthy5AQcDh7DzvNuOOoVCPfIeJQ0tqBd8hT2DbkDtoZ7QL8Q/t7DYP8hNQBqyhzsdonaTZLJ55WV45T46CXrrDBp3nws32gLN7EoBTeqUFJWhgDx2UeOHIGnp4eqv9Y+m1WArAoMDQ1VDTdsaGEkvXnTsAjsO8Kptgq/L9jGWNV3G3E+C2xOeRxuVy7foUjsR2FuBvKz05CZloiU5HikpyUjOy8b2eK5c8tLkS/7TpE7WFxeAfzik3DgkhtsXQ5i2+lz2Hv5GrZfuIrDAnZ4TjHKWzrR3N2nqvn4XGa3tiHDYH8BMgNa/8j8Ye9EbBHhrm9rR5zAevjsOSxasxYfit+23roV1wICkSmemo0yATJ/6dJl+Pr6ge9kpyIiIhEQGIhgKQRq0B3ZjuNNsw81oTIiteG97wG70agxqW/otyI1taiuMYNY5hXsXNY/r+FXEVtUK5+1x9b75pRAtzJSE2rZnlAX5OchOyMFOZnJyMlIRmpKvCSO8cjMSkNeUT7yy0qQX1kh9qsCMdk58IkTT+1xHdvEou04dwF7Lrth10U37L7oDvcYSaKbO1Hb2YcGemyBWD26Zu6xzcDWv/fQAbuXA4APvvILkxnQ5roDt0RvNgW3yzYNAkRUQiL2Hj4KSytrzFq0GBudNsHd0wtpklix/7KffzCueXgjKCQc0bEJqv9EcGgEAoPDEBrO4QsSkSy3b/aaK+OTNHUNArHA3SLgtTB6S1RtFnFeojmr4RokuqvofVM8N+uazVTXIMllfZ2a5zYNMs+usVR9v8duYqQWNcp+lKTQ1NfxqXi+iaEAOdlZEplTkSxJYooki2kSpVNFaZI8ZhfkIb+0BLkCf3JeHsKTUxEokfpiQAiOXvWE63U/HBc5HD6BLSfOqiheLhakqUvyEwkILQJyO2HmbyxwqwRd/+b90r+11sBr8VXTCHYR/VLA/Rnij87OUaqDlEDeJBGPUff8hQuwsrbGfNZvb3DAhUseiE9MR2JKFqJikxAcFoOg0BiERsQhJDxWzXMaFhGPiOgkATxFbZuTX4obNXVoIMBNAibhbazHzeabd+HuB725rRkt7RLdRZxvbLn7PzdFCloCTtAF3DqJxjVVfBlUJSrLy1FaXCSJoRSokmLx0XnISE9DQnwsYmOiEBstkvwgTpLeVLFMOUWFyC0pQbbkC9klpYhJk+8sBfb4xavwi06Ap3yX09cDcPKarwAuy6/5qcfAGto61DXtFqj52+lxTwb7bYeqBOxbqv8ze9MNtsGXQvTbhLrL6LjE96ewZZKRjrUgtrb2mL9oGVasXo8dew/hmvjL+ORMJKfnIiY+DaGSRAWERCMsMhExCWmIiE1GeHQiouNSEZeUhQRRSkYW8iQxKykrRrHc8nMlSqZnpqukLUf8bWFJoVpXfqMc1XXVCuabAnWdFICqWrESlQKt/F9paTHKJLqWivj658L8fEkCM1V9dGqKROFkQ4nxcYgID0OAvz98vL3EOnkjJCRYPWWewsfYSspQXlePMrmbJOfk4ay7B3YcOIxj58RmRcTCR3RULMf+UxdxJSAcUZkFyKyQgsTILMkiX57U2//76enDpK8E2EwkdX8S3dzOeUJOL8vm9L1y0ZdYrMWs+cuwysoWO/YcxNlL1xAoUTo2KR2RcQJzVKJAnoDQqARExacgVqI7IQ+Tz2FREtEFrOCwEETFREvkT0CiAMhpdGyMWJkQePv5wNPrOq57X4eXr0//mB/i3WVdqEAaFh4u4jQM4WEylWQ1NCRUefug4GD4B/ir2hl2q/WS/bAnIrsBRIRHqIYl9gspFLtRUd+Astp6JGRk44q3Lw6cPI09R07g0KlzOOPG3nru2H7wGFxOnsf1kEhklt4QoPvQcutjtMp1ZKL4MMJsrn6wRepVE4Nv9GWRqtsWsI1OUgbcaoCdjk5kil8+e/kaNjhswbwlFpg2ZyEWW6zB1t371XJPv2Bc9w8RhSJQLEpkQgoiBe6AsGgEhkcjMjZewPWHm9wBrklC5h8QhIjIaFEUfP0CcPHyFZw46YpDR47A5cBB7HM5IDqIg4eO4NiJk3A9fQaXrrjB3cMTblev4YrbVVyRz5zn/q57ecPzuhcuy3I3d3eVzHJkp/SMTPAhgUq+8auqGrmS1CYyT4iIxuEz52HjvAUbRKevXIOvnOfxC1ewcctObD9wBOGJaaiXZLBVrh/9dKv8HupBgofMdgymu2AruL/cUZsRWkdv/VmtZ5Tq6UNpdR0CBYijp89j+76DAvkmLLFcg/nLLGFl54T9R0/igrtETD8+yR2OYEZpUUBYlERygT2aw4tFSFT2xdnzl3D0mCuOHD2BE65ncPbcRVy4eEXgdRdQvSRq+6nt3Nw9ZduLAvcptc43IFgKSKBE9AAlzvv4B8EvMFg8fjhiE5LE3mQhk91Q8wqRLUoW7xwpkPsGhuC8ROQdB45i49Zd2LzvEFwvu8NdzvesnPfh0xdwTo4XlZSKkqpaNHFINSnY7LXXLr8Da4/0s4wDf7+HTV8ZsAeKUGvQu+S8O2/dQptM61vbUFhZhfj0LHgKKIfl9u24fRdWb7THyg22WGvrALst27H3yHGcdbuGS57euHjNE+7XfREosIeFxSJUInpgULhE2QCJuF4CrIckplcF7ss4c/aS6LLMX8EZ+ex65oJE8rM4cuwUzl10g4eXP7wEZP+QCLE8sWJ5ksTHpyE+JR0JbAZPzUBMYgqCI2LgExCCq3Lcs5fccOi4K/YeOoaDrudw4uI1nHb3wQVPf1wLEB8uOUKk2KmkzHz5btVokjtUR+8tmEQd3QJ1V7dMjXp/ttYywR7sN3uYNADsL68dIcS0IRpoc3XIhW2R228LI/et23Jrvi23aBMqGpqQV34DsRIRr4m1OCZReMeBQ7DftgMOAvu2/QfFu4pXPeGKY6fOC6xuuHjRA5cue+LyletqnstcJUE76Xpephdw6vRF0SWcPnNZJHCfNXSaOu+G0xeu4rR44DNif85J9D3n5onzV6nruHTNBx6+QXDz8pNtrsJVCsapi1dxQdZd9vDGJQ8fXJLC5CmJbmhCBuIyJJrnliK7tBpVja3yHfukAH+sgG4zCczyvU1dArOacpwQQi2/iWiw3/Bh0lcKbNVHW+AeaEd4gTlKP+Fu7lebfBdC3i7fi62W1U3NKKqqEVDyJAJG4YrYiDNu7jgtOufuIRbAU6yGgHhOoDzrhjMCLcGlTp0WAAVmAk4R6nPnruLceflfEeEn2McF+qOiYxLRTwrkpxh5L3vIccSuuF0XgL1xRaLwZU8/kS88AySxlMQ1hjU4Eo1Tc4qQmF2EhOxiZJbcQHl9Mxo65Lv1yPcQmNWDAvJbMDlsF7AZnY16aE4JM+9gxvOjg/2GD5O+MmBThJgwmy/jZ7aUGa2TRvJEac+pYOhXu3w/vryztqUFFXX1KCivRLYkaxn5hUjJyEVcQhpiY1MRn8ABasQ2JGbKfIZaFhYeDz+/MLEngUpe3oY473k9AB7X/eHpEwjvwHDx+XGIFutAWDPyS5HDIRSKK5GVX4YEVkEmZYqtyEN2UQWKK2tEtSiSaWl1A2qaOnCzQwqp5Ay0Vsb53/XPbIlVrYMC9N3WwX6w72jYinylwP40qQYckb74g8oMcCVZxpZM9hxsk4jf1N6J6tpGVFffRG1dM+rqW5Vq6ppQJcsqK+tReaMeN0SVN+ruqKKSqkW5qKJK1sn2NY1tuNlmQrMkd00dXWho6UStLKtuaEHNTdnnzTbUNbfLOramGsdvFXH6iXPtP/87QIvope+BWoE9QHfWP5waMmDzgptffM7rz3egF5AVJAKMSakPpr4+dMl3N0mEZBSkZ+XYdV2SlFFc1ilRvq29Cy2tJlGnUnNLh1JTs0hN29EoutnaoZqwWUvTJfvmMXhcemI+wcJkr1PWcWoc3zgXds+lTBKdzc9ffwdKtSL26873l33fI/N1D7EGgP3VqRUxFy+07uPwaVJwyIXXYl0vvTm9KvtRdMi0m99/gLiM4v/weUE+WkW1td9VK9VG4CUKc+yOjk6jU78+vsDKmhsTm7jV/vrPR2Sch3EuKhmUz+YAm+sT3122HQZ6cA0ZsD9P92wnICjABSQ+sc2IrJ7WMd+mXxpO9VmA1KAPXM8o30nwJcHllFVud5JcWa+Pr5cb/8NaDONcjHmuk22p/v/5TJltq8/nE9s8pBoSYP+f1A/FHfgoWc5h1jolAevsMhmSeWPIXb1ei3DeK5NsbzJ19vdrkf/Rkn3T97K2QldZquMNkgyr81JdSbVf7l82UHpbkfl5DcNt6C7YX1F/rWR+we9HBMckEEik7hJbwZeMGsOs0QqI1TB1oK2zTYnznV0CK8fuvgP4J6XWC7iqqm2Autl5SwHfqebVcvmfO1NzcaxqbnNH3AeXD/gOInOgtbUZhttQP9hf8t59n6dBLvpnimD3i3AriRXRgBJuwkxxXgEr6/gWAHOY9fYG1Lr+WANqQG3IWEeouwk350WmTo7J3S4RXJaLCH6PFKQeOe4dsNX/c38D4Jbvfe8d5C7cw2D3g90jmflgK78yMr/g96PB9iEiqIMtN9dAsO9IA6i3vQMjl+nlsp22ISLeJUziyY1lBvgGzJTZ/+r5Ad+BAA/UcMQ2JGCLBXmYvPVXQgR6sOXDul99OR4NG9aw/qDqwf8HwZc70l8OEeIAAAAASUVORK5CYII=)
- Solid
- Liquid
- Gas
- Plasma
Hint:
Bottle is filled with some liquid
The correct answer is: Solid
- In liquids the particles are not that close as in solids
- They take the shape of the container in which it is filled
Related Questions to study
science
Pick the odd one out
Pick the odd one out
scienceGrade-2
science
Which of the following statements are incorrect?
Which of the following statements are incorrect?
scienceGrade-2
science
Which one of the following is an example of solids?
Which one of the following is an example of solids?
scienceGrade-2
science
In solids, particles are tightly packed.
In solids, particles are tightly packed.
scienceGrade-2
science
As a marker is a solid, we use it to write on _________.
As a marker is a solid, we use it to write on _________.
scienceGrade-2
science
Nisha has started doing her homework and opened her bag for a book to write. What is the solid object we use for writing?
Nisha has started doing her homework and opened her bag for a book to write. What is the solid object we use for writing?
scienceGrade-2
science
Michael was thirsty and opened the refrigerator. He could find eggs, watermelon, Coco-Cola, cake, juice, chocolates, milk, etc.
Select all the solids objects from above.
Michael was thirsty and opened the refrigerator. He could find eggs, watermelon, Coco-Cola, cake, juice, chocolates, milk, etc.
Select all the solids objects from above.
scienceGrade-2
science
Pick the odd one out.
Pick the odd one out.
scienceGrade-2
science
scienceGrade-2
science
Identify which of the following does not define a solid?
Identify which of the following does not define a solid?
scienceGrade-2
science
Solid is a substance that has its own ______ and _______.
Solid is a substance that has its own ______ and _______.
scienceGrade-2
science
Which one of the following refers to solids?
Which one of the following refers to solids?
scienceGrade-2
science
__________ has definite shape and size.
__________ has definite shape and size.
scienceGrade-2
science
Which one of the following objects has a rectangular shape?
Which one of the following objects has a rectangular shape?
scienceGrade-2
science
The particles in the solids are ______________.
The particles in the solids are ______________.
scienceGrade-2