Maths-
General
Easy
Question
Find the volume of the sphere if its radius is 14 cm
Hint:
Volume of the sphere is ![equals 4 over 3 pi r cubed](data:image/png;base64,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)
The correct answer is: 11494.04cm3
Explanation:
- We have given radius of sphere 14cm
- We have to find the volume of the sphere
Step 1 of 1:
Volume of the sphere is ![equals 4 over 3 pi r cubed](data:image/png;base64,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)
![equals 4 over 3 pi r cubed](data:image/png;base64,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)
![equals 4 over 3 pi 14 cubed](data:image/png;base64,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)
![equals 11494.04 cm cubed](data:image/png;base64,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)
Related Questions to study
Maths-
Find the perimeter and area of the outer court.
![](data:image/png;base64,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)
Find the perimeter and area of the outer court.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMoAAACACAYAAABKpvaiAAAgAElEQVR4nLS9Wcxl23Hf96taa5/v63slkZTEQaSpgRJpmpQpQCNNGUqCEEEMJH5x7IcoCRJEyEPGNweBMyGBACeBpdgRkDxkghUoQSQYBhzYcgYgAyBHoSZKsh1RA6VwECmSl7yX6tv9nb1WVR6qau19uinkQZ1z0bhff33OPnuvVeO//lVL3N35Q76evv77/Np/+98hX/4cSEcMphvDHRxUFceZAuaOimBumBmbdhwYcyJNcXNsTsARFXrb0Na4mmNmuBsgiDttOqqKOgjCtjVcjGlG00bfOg/XnemCu+MCrXc6hriz7wNzQ0TADBVBRREViG/BARVBRNCmTDfcLP5dJJ5NDJkKLrga7gNxRfI98czxdyDuBV/XdzOaKCKC+8CFvJYyHYY27LpjNpEu9Okg4IBZbF/vDQzMcn3qy0TW/cc7HTDcnZYXMY91bA7YxMWxpkwkntUcAcwFcxABEQUcFXCP62l+6U6udz5/U+WuSeyfTbo2zJwxB6oKntcQZaK4x14LAuJIU+acmDsujm4bqDJtgjlqHvee92LETSow3BnaGGjcvxquMMy4jh3D0N7WPWhr+DTEgMsjfuDP/pO89Zu/lf6HVRKA+fpjPvk3fxr/3G+CbjSLhxjmNFUQwWxyxZk+QwjcY3FNcBWmG6gwxoAZi15CiipDJVYCaE1DwHDUU8hLedxABBFFVZjmTARUQgBVaDiSwgIgLYS0iSIaAu3u8bvWYvHc6b3jCPs+Qki00UQA46odVOk+0XGF/LyqLsVVbQBLCMwNx/A5UYStdUQlNlob7g1TxVSR6+Rhv/LQlbupwB6fdQd3WuuIz6WY7o7n94jGWsjJCNiciDk+DBEHjdWdLoytxWfc8THxGcbBAUTDOFjsQNNQmDlHGByEhzk5rG+Yg0sLJRXLPQt1RTXWfs6JIZiEQpkZrTfcQw6mOa4wbSLbhtxtDLO4v4ed+9YQcVxyrx0c48HhiQpXaYwBQydTHVdhWChf62nMgN47+8MVdke/5o1854f/0RenKCrO/Z0idx2jIROatLSZKSxT2G0yjbQUhNa7INp4SO2mX8CdMl1zhoWT3rEUbE2hH0BTxSdL2PDYyNqiS1eGTaaHxxJtNEAcRJWtb6EAGgtclsXMcYemgrYQgNYUaRd663H7qjR3BMfuL3zjB76dz//q32P7/cdMJqJpyd0ARWTDcGyG9zJmKOFI6+yg2tC+4Sq4K9Ia1hy922De86WHnasqb24dxjUsu4QQ2jSaSngZEaCH8LqHgVCltY6jzDGwMZFGKBiT2Tau2njz+9/HfPVVnn7qU9A6shS7xD/8oaqmoYiIAEJBt2m5b7EHKbuxZubLwxkRcYgKbJdYdwlvG+tvQMNMYFNIg+ra8N5RN+QieBvIvoM72hq0iGAGYMDA8N7wnnvehH0OHvU7LpcLYoZNO1R7RASgl3tUQpZeiKK4wGggLX52d7yRFsExgTFgjtBkx2PxVBkzH+kiiHbcnLkPaLkdW0uhTs+hHQSaCG1ZzQipJrBj0DS3M8IKmqAotBYWZxibKNo6KsLWGtJbCnVYfJNcuHAvuckGatxdOmOMCLlEEDc6xnzyFBtXps1QMFHcLYVZGW4htGJIa+HezQ6BS6vpPhEaohF+0gVM0MvG733hczQuvPUNL6E4oqQyEALkFsKXwijpTeNnUGBi9CbMSYRzgEoHaeHV3ABDJSw+ohF+eexbeGIPLy6CYbXkmIGo09EIA91SRgTcsPS0WMhK0wYS++geprWpYmKMCfhEpRHhYux5hL8hH+YgXRHv8Z5UQAemKENBLxuyNew6QGNPujSaQCPkEFXmNETg/nJHm+FdK4J9IYoiLrTZaN5BNqQJqIW1d1JwGq0rNiPP8PwcEmEULUK04RMyb1gWOW+3PAXm9EsPa7sPfMywluKIGYpF6CCKTcddQE4uXBqzdegNA7R1urTId0TAJraPw/J5BMAucLWdu02RTRn7vpSyT+eVX/sN5hgMNe7oNBSRChPDsoFjHlISEUhDAUHRJojCtIFPp20bKkYbje6Kaud+Onc98owpTpPIV0QF1S03u5QzQ0vRDHXLiMW6Cw12Y1p4HxyaTb7wG7+O4lyaxPqoYMNxLJRIBc18E1p4Lw2rIipsCDYn+8h8TgTTUtrcg8w1ve5PLPbZBbfIh9COzZGGQzGEGX6I6RNT2G3g5qg4mwrSFHOPlZYwgNtLG1w6ej9AiDBxGps0emtcR+S12hpmxrAH+tS49/SiL0RRQBGDZo50iYVFmTNdddx15gASrtQqhs8cZU6GR3K4bf3IHySFPGNKN08BCAunKtAbXZVhg977UqpKpodZxu2hjBFIGSKZN0gIQX4hvQkq4d3cQxCnp+UH9oenbNslLGzmRA+b8q3f91385s//HNsXrwQ+YKkUQDiF9VwVxkiGe2OODENS9nDm2NEUvN2f0kck4Pddue/K1SST4IYIXHo8yxigXWKtxo6LYkQYN81peAIGTuvxnIphGA84X//+72C88kWun/gU0hJwaIRRS4XT3jELA2WWnsYc8RBix5EybCJhDjSAhTkN1GN9c2Hc471mMzxLb0xxDIGZnkk0jJWP3K0GNsGEgTPGpE1Fe2PHmTrRHrmjAy9tF5po5CkywCNcZRpj7BjO/nDFHq70y8vIdqjHi/EoAtoUWsSjlsJFWpZK3DMui8+0SJw949p0LhETSqJlmdjNXCRtyvARC+kTy8RQOBAW00RX3GmZhIdgJrImDcWZ09CmmFsohRrThUZDmrL1iCPNDbGJ4JEMW1gknxNxZ+7GXd9ow/nyJ3+XbXc2Gp7WjekrubZE7lprK4k1K++p2BiEEfPwCgRqYzrwy+Rrtq9Cngze+Ohlvubujtd8YOaB6pkzGZkIOGYzvKNwIHuAjQnq67tba5iCMZB98hIb2+dex16/Zv4hCUzE/s5JJP8iqLZl7GzO2LZpCVLUuochaD0s/aznRTBhIWVmM9+fqJUdxsUyBxMlw8DIPgRBEYZHyCUi2AyjuIsxTAMwEEMvHWkd0Ng/d8YYzDHT7nrKQhjmh4enyP2jtW4vxqOIRBLliURpi8U6wagR//sKQ/J+Mp4O97tVTmMj3idC2zpj3/EZFl1Vl+JJLeQ+MTX61tHMbc2Mfd+XQJaC4hkvizMTAHDRSE7Lk2W4KKKJnqWg1zUSZBAiyJ3qXEx4/OnPxQZsGSoKzAQtIgT0hG+PMNIs8xWPcFEyjFqCZoE6XS4Nm4Nrd15tO8N37npjn47tIw0Kxzq7pyXN5xcQm2gapjPaFCjRhDFwlM9++lOBVLmhmeiKO7SWqBcRFTh45UhWexLeQZfBCmSPVJA554KE5/TIafKezQ26gsfetNZoqkxCaWiRSzQPhHMGLIpZ/F8sEVERtt6XvJkbNkagfNp4+vQpIsL9/T3Wjf3hytwnY86IIFPhZdgLVhSPmFPwZdkWPnIq0wS+XWFHuGlmwIDivjzBpDxSJGsFz870TgCijVlohRtuynh4CJw9hXBh+6uGUd4rQQANSFZnJIirLlIJZybi0hMyroTztLFjTJ7aYL/rvPv7v4df/4WPMD7/hI6GOzejt0baBFTDso4x1neNMWiVMGtAt+S9APh+ZT5xnl42XtsmL731q4DG9nREDphw6EwlNLMVgor2vPcZctYEb53WWoS7Y0DWIYYKj5vzlu/4o4xXvsjTj388wqwEHdwFufRIqltj33fm3PP6HnByWUIXRFpmIW0ZiNqXgN7PRi/2aWp9XhNxkiW84rE2LXNJB2Tr+NaZY6K539KUKXbA5r1HpDGdfVwBmHNyvV5XHnp3ufDw+HHk03OiUWWiBPkF5SgHolu5BxmPzxkuNQpzkPla1isEr3pJU/YxsgaSecSCPvNmew+BmINhE209kLUpuRGR9pcQqrZMEFmFyf0aiJomjOrqmfzFvZolEKCKDaO1TlPStYc1rRqFudP2QbtORh/8zm/9OvP1p9w9TLxQMztQqFj3LKhm/cMJBM/dMicqICJAhKaNyc4+B19lTnt85auvzuWijAhgEnoNxGjOufKtUErN0ClDJj+g3ci/wnuZKF2VR67sn/kC48nrHGVRUM8wMOsnc86839zfVIkwmsK+FzyuGdb4UhLS25HgQopF5HSZx7TeQ6AcmmedbRzPStaXZmxI5EFd2aQxPLz93f09VwnIuBLzMlbuzvV65f7uDhDmHNxdLjANmw+o1V29QEVxnzwwQZRHs0Xit2JyltVwAn5rGpCvZ3g2Y+tW8tcyLl4eJmPkngjSFMVsQCoEQoQv+VwiRoH3e25spT5qDSPiajD2OXCNqrrNsMRKFqx8Yga2O9q3WLiEU0ViQ+P7d3zsPH3lFex6jXtOzF8UvODqacwx17rZyNqPHl5PWofWssZgAY274kN4LFfmdad97lX0LW+m6V0oik8uurHPnaduWauKWgZWRtEZHswCmyPqOV5GAtSVrsJFlYdXX40wzVOJJVgVYKiPuFrmW2ITEtI9K4G2c7ibhWX3BGPSeAnMU8QhOIqGD3FnN0vUUCOyMEVbQ2xiTNCO0InUPa81d8wDFR0qgbYSIe0gCp42J1sk1jBm5qHGIwT1YAdoA9MWik6Cen/oV3qJAHeysupHmBRrFdbBLTFzC1u1IN+0LOEK81dpBcL3SIFdVHVYMwSKkMwyFJsrhCIFPpLIybSAFK1ChIR8159S6Ew6K4mqSrFZgAD7vvPw8BCeq2/s7RFXuefbPvgP0N/wZka/O1Cf9Awzlb73zrZtSevhuH6tlTmMSKwZHhbOYYzJ4y8/5unDzu+/9joPD08wdlCjX4TtIly2zrZ1LpcL5D7EotkKW5WkqoyJjAlzcnGlexSEv8zgjX/83Tz6hq9PKtGBPEY0amkowrNbht2WfyYBsOiMAmpD0MwltHfa1ldB0BIqN6K+Vsk4lWORYboGO6JfNvQUro2ktahI1K0yBK1caI7J2Hcs2QWa7yHDXZvGvo+Qs2nM62COMAR91Y5iW15g6JVOWpSFSLQQ6JFfXpygc7wKLPzaNdy/JCgABHIlMEYKr2rWDFqGLL7AAiBDAqPoJxdt7HOPfCKDkkBVjCZOlKlYilr3V8luFdcsQyM84vp6j5nRmCiD3/zFn+fh8au85MZuTt8OykqhW+f8SVp83qaBzfBmFsgay1hE/mQpgGMaX3z9KV949Yu0TXjp5ZfZtvB2qsr93R0zPUW3HiHiDP5ZrZXtY62XZM5mEnSVzRtf+o3fwZ48Od6T3tk49m7lFbCsuZUSqa/v1dZwMu/UCn2qVlKAQyCSDjeyUfw0y1DdCyE7yVwTyee18LxmeHqqSTA6rk+ehgI3DVZFXkcDlQgENEuxww3N+5DKcXlR8HD94BkuaJD1VuU6Ba619twHJa26uC7vICcEBWDOsOZCFLo0azGC0PpxTXdblIOIksKKJNoc1r0JKg3B2MeIOorqommUgmhk1fG9mvDrtCQBRu4gSFTW3Wg2Ubvi+454AhQnBEokeGylLEtxMtEP1MqfgXezyOYR7nlrXN70BuRrvorXxxUerrz+ZOf+0T33d/dsuqG9sbUWgu0RakyzYBKYpWcrZA18SoZVRFXeQJ8Mxj5X/mhmB91F1m4v+P0MNU8zvAlTJO49KSnTDCbJvzv4XBXGzlmonywlkNrIMO7Mscf3kjWbLuxjEh7TsnBLyknsmY+gLt1dLqGMKYdC7E1vLeQNZ3jucW9R8+oB88ML9CiasI5xxO/DDy/iBJynmai3FqhIJPF7LkmR9ow5wgKqC7tF1ba1DgraG5pcLJPDowgN1eP7JF2xEXwxmqbXi1hLIqtPt5+RlvoiK7YWRbJIdj1oLeLQQ3jNI7yabWP2e97/3R/i7/3M3+Hh+gpNB1eLHMqyPtTaJTwWHkVAt0j6e+RIwwzXiMttgiX0arluhvCu73g/73r3u/j8//I/c2l3jGm8/rDzdISB6dvGdrnQth4evdZ0C84WbnhPNA8PCocL9nBliPO4Ge/49nfx+Hc/w+Pf+lKEKhl/7DYyPNZFtLSsAclItHEKpjCGpURH2GsJKKAtmAfE76XY300ydBO6NtzhaiOIkmmsSOBFMyQf3hjT0V7llTAokR4l+xhHe6MlVm8WNRcXEqg54OjtLtatwvjRhaJ3vjBFaRZCOSS8Stn5lac4XLN419Ux6wyfbJtiBvsAtli07opywXwyZtA9mgY5zt3xsYeh6VtlL7jFAmFhBR/GHuGbRowbCfHA7RrhVxY/H/aJD2fT4KT5DEasERZc6Gn9AYOZijmnI+L4nJgYbQx++3//X5HXn4Zlc4VMpsc+cJeIsbWle4t60bSCm5PCTqKDdJr0EJ4Z1e4+DX985TMf+zhtGlMyN5iGmGCm6Nxpw+k96hXiR+gHoD0Kh5rgSIScSqMz5wObwOd+5e/j12t8dtjJ01vUyKYxkyYkWTzFO3N3MEWaICaLZWwjvAmtMWbUe+IhOzYs6iSJSJlGXUtU2Ik8SLEDLMBxb+ANHU7ToLe4Ow8WBdv7oVjzqKxvnQcxkMYmimVtS9zQrkhvCemFpZz7zvXpFaZzHQn0vEhFqQTvIOAJIo64rk26J/MNd8blnjd/23t49cuf54tPnvLWd78HacHo6XK3kA/ImHTlI7mo5jRpFLU76PjhYSKeFoaNg0aSuc00x+c1IEZ3mBkSJvVfVdm2LRnCYdlszkTkfNVTDggaIKDS/X7jHuVugooxstpcsG9Q5+OZNJUt0t3itDmmAj0ErGnE9+xPEX+CPGy84vHMb/+Gt2C+U0xskfBcsVSyKDwV8ktVd1O4JdEXsciVpAM2mMATU9SEO0uKEJlDOHlvkbQbjugl7nOG0cAc7iJvKM5EGAoPEEZOnD0P+KeUvQiNoiknZuCTnrmCpwcPgCCIt1fJPMeMoeFF2hDm/R2v/e5n+NJnPsM3vedbee0Lr/Dlz36eLgXtxx6KBwpWnLQABpSn+5WrWxqtF8geDjhWs/8kksSGLmoCBNYetC/B2gb9jnvfeMMbv4Z3fOC7+O2P/iIv46heV9+EaisqISS0TF0nOVERzkSDUXiywO/7JcI7txZMJgtLiHTEBcnmoU40fKUrCIHxwV5IngYw4QjN4158c4YbXYVmjb13vuV7P8inf/1jzC98EVPFk+KBgyWXqHpfhoPLRDQs88x12qpWE1Icn906k3umN9773g/wxf/nk4zHr6BtOxDYppjvkfMUNQgYkwVxRhNVZ0xPmF4x5tGX4TCl8+b3vZ/Xv/h5nn72k2ytB5qoRkfoAt5CUA1wHzAnnn1EbjPqG5lXiWqEQhTT22HPSCND3mBOBxQfcaYiTVGLe3tKQvwSMG+jIaaYZjOgCDICEFGBOZT7N7yFb/vAN/Azn/6bPDx5YB/Groomgzv6XfqppkU0lbVOf/QSJspTCVl6YYqSWxWYfwb7bnPBuJDQq4BPpdnAr6/zmb/7y3Q37t/7Pl555VVe/fwrvPaJ3+bR0yc31BPJajbHfccm9X7wmRJWbfkeA9rWV+hRyPLT6wPDquIr+Ahhd2Z4QIlCmDZlSjB+mwi9b6t7cCG5NmmitNl4fPcyb377N/Gpn/0F9FOfDiqNHNSe6XMpQ3iuiOWkQrk0/Xeth5VXpUk0fU1Xhuw8PDS+Th/xyV/8KC997tNsmy5IPtKuQJl6DyZwJKhhLMwCNu+tMfYQ4p5F3zEHwwaK80Q62IXXPvFxHv/6r7L1S9RazNhQNm1BlJTIqbBoeJpj4lWEvHSCDBPV9wAsPCDaYfgeSfVsVZ1P+SFC0Co1FFJZ4a4QwE5rG9K2+I6tM3EGzhO70mRiduGl684bv/2PwvUJn/3N32S7bNw1obniBMU+9qDRXBi2g0R9T0XooknBf8GoVxQPB8ywZmoOrRLtjHKSXLip0CwI04LAmFy68oYZyzVbj4RjKVowhQtaxB0x6K3ntxvSFUvUpThT2oIa42NEYtsasnWuNtjnHjH3XWxA55L9I0eRbJNoQVVRunYc5zrH8dTtgo+ByE7vA98Gyk7vc0HXSniqS2u0dlkt0CHIClklglgfUvFVk2Q6hD6vNDHkXpHNaRfj5Xunb5FfrNoCkcC3HoZgzMFFwsOMUZTxnX6JZxQfKEJPlJIMX7hA2xqP2h3VFeml0JJLrsJ0QXtEFNp6oA8UcBCAxeXRI1Q7vj/F9h1thsmevSxZGnBfMhIWLZN3NzZ37haLA6w5iDN1cNcbclEGxubw8t6yBX1yp9BFuHfomdeqRoeqiUZXB9FLZGNiY0Ye1pTeovQQjZ8vUFECevVc+M4O4JNqSgIwn+gcNBEscMZkzBoydtQGTz/9uzxiIF1B2kE9T4BAgJY99h5U1ZTpCFOqAafoMdjhhaJN2BMVUS7tEmjYEnsP8qMF3p4gY1i3jGnb1uk6s/c7ilxz2xCf3PmADvfe2TFMGyqhuIuOQvCXtGW9pgqbZO+/ZA6jkdM0WvR9iKPzjrYFKOAjvGXbNoqGIu50bfTtgvZqUBtrj6oegB9FNE/S4gTaEEx2uodR6NoZPUPpQBkWtSbae4S2RY9RtQqTdHtpwZ907bz81W+MpNiutJk1MtFEPy0hfUlyoyVCKAmnRwDZE3mc7pFLSdD2p/Sg4fd7ruOBOwveF1xpoljbuLSNTZyHrogpGTAgM6JsH4ZOQ6YtpUDCQ+llW2yRFxR6ZT924umiugqFqx96zhskzCnu1AmCdUsIMqBHFaH3IkQehL8zVb2Kf5fLZQk9WY+oBHa1BqfZskxS++WS8OXRP9+3ftQ6zvG9RiLaKJQncqWotwi2BaK1bRt7ws9et5IKUEMcRGJow5zzqNjnd6r4KnaRMHfTGBxxHTv3p1rPtm0LKBFJ7KpvYXnx1f9/ZiqbGT3XvZgMwX4I6Ld7R7ftCH+IXEY1YeAsEM70hwHZe7YdZGTcwjtNd3w80M0ZKRebtkC5LLogZyl607Vf59pTQf0lN0K0jiOBTM7paBf61ukjOlO9UDWvtuOol+CNMfbgoHmFi9nZsgV5VHtDVLjfOv7o0ZLwF5ijZALqrGpyVZ4XrTtrKrXYNWRBvLhVnhXbGYWfhASjwBgV/9rs6MOfqwJfClqvEqBt68x5KIK2KMhVvhA91EfR8tzD0nIYxPqspiWbEzdJoEEj7r1cMuxp3F/uqXJZPEe06A6b9Cqi2syBGgASLcD5c4WbVX+cZmx6odGy2Kn0bXu+eCkHpV4lAQg/LHSEkZmbpXdVVRSn6UaTxpjKtoXCj8slBaz6+aPtwAh4tWpmpbQ+U/EaqDj7GOy//1oU2cZcg0JaD8i9eXjyqkdVk5s+s49Voa/8Fyh20WKiqwaRssnEtw1t2QohsSfeWuyZBdjUeijGyDwyjHTEGD4H+zSu7bru44XlKIsPlEogdmzO4u2Y5dSOhEeFNc2jYMOeXYdjzKxkK7235PFordPx3eeFy7up7ys6Sgl/WeImAShV41FwoqooeFSbhejeO9PCLcM9VDPnCJRMeovPa2yKtAutNR4eHuKutDFspDLkorVYr6bV9xK8KPGw5RE+CvhEXdj6FkKXgyLK4ooIvfeo3UDC3SHImp713AdzDE5KQfcgQLpEy7ZoQy8b290l+jpm9JPEyKXMET2HbSRcX8BFgSuO4TIwGxnrHwTDaw6i2JJPpemp1MOgRG7vywgGAp7rn7pyMMyzk1Pg+vAAdz3XhVVSGGNGou9bgAp2tDvMMTKvseCOSSGpt/L1QusoeDxQbzkqKIVzFbxEEiuPNwsRfwcBMXMLM2yhJZelWEFjORppNF215ACH9ODr/QEnykLAKrybGRJoum9tDSRmTcV1D+pJQ4MHlR5MmzJMsJAqVD378hvaNkQ3WtuwHsquoly2ywIhmkXDbShyzhfT4B81DfazeIQtLs64xtij1hudzu571JeqmJe7ebmEUrrJ4k4drcZJ14A1FaU8TIoEmMTUGGlIi05AiWpFABzVeZoRg+Znz+0U5BiqM4WoetaDbhKggpmxpUdZ+Qng0zL87EwLPjniSd+vDtZqVmEViAKlPHrbo5U49isMLGh6L5K+s88B2xZh/bYFvDwH2qLxK+RtRo0sE7oXpyiemLk2LAs3BUlqKgiqmBxeQTJRNYveaPOJ+cClNlMXv7nCjkWa80P4kaLNg+dsq0LbaJHHRGyrQZRL96+ZS6k2NpJS4nGfItEH0XrUOKIJTLP8Lyvskxa1CWsbLh3dOn0LwRbRI3HGY0M8nql1WT3/m2jMukqURUTw5tA77lEbqP6I1jq936EWxcjK1ZyoatfP1bbQNbs3pQVK1TqKH5B5kgjTbKHSI9eRjUmn1fAIrOqDsQT5s1ixeSO37P0SbIW8h2jgSjJqct2qcFyt3rIUsHLJAFFmMSLIAR+lVPljdWyKt9VaPtxywIbw+MnrURsBHvWOe+dhDJr2QO3MMjeKMDsm0UjSpyzRwxesKOnjMaIfwjP2POcoIYMH09e8ysYZErRGkx59Anawj81sQaCS3JxqniqlqJBptcHCzb8VIbMUo36/kuucGNJyCiFOFBolwYbcnUDhj2ujEfNzCgVi/FCnWpfNjJGhlM8R0ZRqshCCnsPMnAGWtaycQMVo1rmwxfC3vC5V94FTeHh4xLqGuyAZ9lYiu/KAVSC2nO8VsXtrkadojXrK3qFqNyhKe/xfMM+cLVE+qZI2R1RRr4oEYC4D5haTRceYa936KXecOeqoakuRewTtZ7rTRel9YzJi+9yjHz5z48r9tssF9SJk5jpphuGq0CJyaK3x9LKt+tYLq8yv6nxap0ATTshFJWynZDwUJBup8lqWbnTlPfV/r3jal6CsvYAbhSxGbvz+FkUpRalRpIv5qkKTg4KNVrLO2rzc5vj+/KxLTZ2J8Ka3xp5e8/y9mkje3bbhElQalRytlOxV1bbWwd2TPu+oTHQEwRGp8KKENdmwquz6jVIAACAASURBVIhuaBZhz+0CwUvTNcJJ5YwikXBrSw/Q6NppKlHQVaJZTaowCJLIkmS9w8tzcFDgSW9XHa5n9O14hyA1NUeEOaLVQE73T36u6DArH9JgkteknDkGPSlNlh4FqYCkZHBCvmdLMGTOGSOQhIwowkDuPtkzaoAX1jO/IscUpEiEC+EZYyya93mKY5Q6svEndi5Qnmmr+Ff934XUrG8Ryb6UW2q2u2NjsPUeYYYCOdDgnNCf6eIqugqEFQtHDrTIU+EN857Unbnug0UPL0BDm9Kk3cTzSpBpC2IdasDE7Lo8B05a/ePZiwIUAh5GZY4CSDRyuVwHC+08Jp2UodHIOGrQxBkPqZ/PGIPU94WW3Kx5k/AeNdhPqs6Soe/hVVuEjXpEAucIIBuSV6QQ3LnwNGX0Yk8t7+7Ye2ChqELWuQxsCvSEkCWRMs0RU/mNBTffRB41U1pYhqOAqaJSvbjQq0h25EJmP3pBlssDqND7JWuBibfbWLHonHJMNXKCbKfBkYqFSy9lwZitWD4GfBvikj31RlcDC6VtmpY2FyzoI1n/0SMGrj798jTRkXg5eYcUyFzIsna69eBKJXpjFRYVZ02O8aOO0z3kq8sl2LZIEj2d80RFkSBlmpNASOR5W9uir1wURBkZt589Z6xXCHeTQHkWHF/yADQMrMbzFSaWM4lntCOXUTsMwgk6V6HJll4mGOBzhvWvPwcfMBQ1JkSGXFyv16DSi6xJMtUG4ETxNJrmfOW8uLO1xpW58sAqEzvZpJVjfS0jniYa1CqPwSLDLUYmaQ/QRWIAo7kzWgtSZIr3Cys4YpL93fGnXKKL37jfCHlqptbKyUFs1VECoXHGPvP9c8XHwFqs5oHqmNSQuyim9W1bLjx9agiznuotaTEPC3c8yoIXve66wrTwCzGJMeJeCWZmbLpZCHE2XHkmrBHi+PIUa4hE/qfU0Ouy1Cfo08PyGoUWhlL3baP1FvlghhO9sZ7pKDImmpbGJZLVqvLkWnLkMmSPkGQfSs/nnh7Nu4jglTem8SvvFvtjN0hVTdAJ0OV4Jl/yYJnrLDora7qmFT5anj7v2tJgJfgR99+CdFvliLICaDAbto7ORhOjSqn1nDUXTbrStgtz7HjvJ97GC+9wPORKJOcB53ymqEyHIBu+hqUJZILOQqEsB1JE1T1Ds6zLrPBLI2buGa8WW/lAvGSFNGrcKEXN+j3nQGcA4Ay9rkfLnKB68dezZ6ziVSBcyNNxH+tadW8VAp6uLWlpOeVOEEl1BqZBaMwvFD3nDNUefYwAWr8Xjutl4n3zu9zB24Asn9Bz6LWFl6vQ82ZtljHJ+0pvy+n5kAKoz8pxariTUz5aHoVoYfEEA1prEb67Ixrzk82yyJowc2stxuoKbH1DJFomtpiSATNDfqK6qzm0ApE1+mrb7rnc3WGiPJxy1hfG9VpHCpw279kkunlau96YpUg2eXBP16s3QmopnGdAoBa5PIONnebJmE0ZrgQeyCnlt/O66lqFEJVynPvBIYT+2V733PclEOJyAgbI+46I6Hh/Jqc11K0dc64KIj1f/CzIZjk8oXdcD68zbaIo/XKHF3cuhaTWvq5xKOwJHPlKLyGTcl95SjiRfNZ8281aIJCJftMyYp7D2NNjilDDus9rckYFY91vUdEyrmeZUA1DWyGceDBmxLJvvgzOKT8DT16b4HlagIlAQv8zeXzaIvsfFiNha0gHvEiuV0GpcsTkKDeJGRV2pHWLfD4eJIxQhUGHEB2bfBQcW4ZV0g6rNR6u2b0XqFYpwcxxOitsg8UeqM2ojTtvIhwhJMrNM5SirHg94ccIzc7FvOOanp+9XbU/YDVF1owxFcV8hMUTyyajyCQ0PTEcAlFX9YwdzwK29uD2Nigu1Qr5EpGcFoyAdcjR6Z7juoJIizDJ7STox/rUvYndru+z673+XuGmnNfumXVTiV72zImb6Fdea/Nkd8T4qC6NXWH2aP/2puwz8lhUojiazzb2id/B/w80e49aQcaFbvtBFcj8YqEeVC7jR4KZ4QSqSDuYnDGSpiaYJ2xsTmvB3l1Jqwa+rvnQZGstucH7HJlAwlZUfTlDuO12c1Kpnw3DnDyZK3vrzWOdzRX37GfwI2+4ha1vQxejEv4AIlRCAGJCu61Ovp0IZWqUk3iMPWpboGDHLmSxsbLvZ8K/hfgUPaa8aYGo5mwo3rIurxrhrJMAgOVnK7RU1mFG2TlIHh8xE61SjfVXDyLlzIYhcVY9qsitTrZaq6Rb9uwPCVBEahxrGgVL26BJbdkbqx3D2nFERHjkjemd3a9MG7TWGTNG7pp2rnMGIVZbzmc+tT28KEXBa/nJJfRVsDtbi3lamPQjKFVTSdRJ091zhF4QR7T5DKs1zZGAVo6wSPMYu0RjFhFSZNFdzmhWCS95T6IhMM9ZwlMeAwEyVIgpVnF2xnxexTkHSVqOsAT2eaVj9ZeXaM/s8NMmMcp0jkyI5WDY+gFOQEw1EUiulbFaDjjyqZvnuvk53jVybkZwxIK9HEZNg1Yjuc+pFELB555hZuaKQdEgkm2LQmQaluhAyj2JcOImPHchJ0NE6CqeN7eS8+P+ayiEEl2cYFhr6MhkXXP+Qu+IxLrueJxeJh61JQ0myWwNvVy4XC4YzsP1IecqvOBkHi047zgBC8lJ8P58ogyJfmU8fRbYo7NRlsVvLUKMOSuejRxlJlW9iketHYu/BBN//tpwY9kPxWW9Nx7rNjha+P9pw6K+HqFHTY0/rDYhVKmIz4YUcvqhklw8jnaoxqWynhXOLeZ1hqKeyZBmMVGkWhgy/DtFLQtFO3mZWAsSheMIj9MyuxfyxM3eHGCFHqFyoXqnn+OzOTcsw6EwfVLI+Y1c1HEU5e3WcMBs1YheFmKwuh8hZshRA04Ia66fJU1nu2yI9jiWQpLX1zTbqGM6SdOAo23Om5DvBQ7pTqtTlrtidj/meZ1DgEKHoljiC3XRplzY1lFh4W0kJ5WfZ3ilOJpxvV6DWTo9OuAIS9Jau8kNbr7/GWGphHwpUEGYZ4GqHXjulYYiNzi6PVm5Tdy3nzb2UEZzR6atvgglwo5KZMOrtawHZd7GKeHnbACqmJbhUeYjZwNxZkYsoGL1zhRs6yuc9swDYlBebG8drCS538IBeiwoGNb+45GXas8ZwDlDuPb3QAVDuJvGOKo9+WiS61X7v4Q42d6Ix7xhIXtw0tNJjBtqLYZWNNXlwVHiCMCcpDlmtECYQL/baNedmR4b/j8VxVk8EWEt4nPSkp6RIgFKoR3c9IjUwsw5qaMNCl+vMMVnbcJtglfWem26HMoFGWpp9LGUksBtMr5ypcoZbpCsW3p+WE5uFKp6Juoa7qyQc9HDa0Fwqh9epEiIt/0tJo6QNA/zmD3lHrkb1beTnDaL8UT7niwH2gpXYopl9HuIluJbKv/h/W7QtXq2WusKDz3CtaK3LFq+1aFICQZ4IpXqS2nPvSMFvkCcgznd13cGFyyNUzsZjwxfK31vrcVze0yEDIBGuY7rWmNL3lcxE5oqmwYro6b3aI9RRTM0icv9xm4z+mIAY+AyktcVIW3fOt47FWcsRSkXVklg/JzjZ6To8Ym2cFj2fEJMo6p6GXHwTYTtbc0Choj50WCytqxHDCYXn5jdM3Uw97EIdecwpWoYK6zKSnMFOZ5xaJNIkq9jDxjWZ9ZXesTVCDWz9PAiB7pxsx7mQVPvMWk/EnmCSlJa4dAkDrpwm0wfp3pLCczBmE2S2KLuRC5fyGCGjiI55TIKkdOi77uJoRp0jInHRBQzcAUz5JL1EOmRXHsdLZEDu4l76NJuk3mBkc1ySEMakaecvEXxGYKvl6ueHiWEbYkCohaATBaR15E/LkFQdOL+Mv9EWxAYhaBk+jlHzVCdmLQjSpxjgzFmjaIKBao8tCZQkuHV1i5Bv2yGxfA3ukoOEjdkhte+zhFzki3OjNnu75YM/gEepVxnZ8igaPldDlf07NsdiYnvO8RRAAd0WS/z4EkVa9dybM6ceaR2JoZ2vY0P3UNYSnnq8+oxqBmJc1SMWLTIU8LFixsXaXEcWxoCjaNw19auuozc5hHnM+dvX2n1EjpFKknN4KeS0+c+5cBxTZuxVqpBMxGO0FDb4X1Ww1lT+tbQfrQrc/IC8ddsVspTpZaCAnVSli1BjAF9caxFEnvs4EKt+5aY3jIzN1FNqF5vE+wzhI6fiK0eOUXkXkHqJI2dc3Sjrvdz8uoS1BNJjzRrTG49U4rZOW8stLWKw6ondkCGwJE/1wjezIlU0K7YHPFza19JUdLtSfQMfOmLr/HLf//X+OCHPkjPLf+VX/4Vtss9733vezi8T/yveFSqDUsq9JlQF09/hAAl8FNi5usKozzpCTayeaY2Rxf3qiDmWBiiI0+TxiJEWKYBLW+ExdvnpLdkLFPJ71dObteKVAJObd7xyPVAq7CY8X1Z6VWpP23g+pSfhLESn7x2haZnIa3ux3EKDc93egjXwSyGQ1jKKo8xYvLkqfgXSnvso8A6MKlexfQOHCX2Z7U1SIaLZ8Pg0ToMcoMcBYgla/8qLzrfaxmwc3E4ruTZNS1rasu2NaYnzto0eWJ6KJIftCGzAAImMyZEqsRhtRoNglsX2MLYGOAyYkJGvp7zKCLOK1/6PB/52Y/yV3/iJ3nLN7yNe4KN+1//Nz/B29/+jlSU84eU8nUFqc4R7NhzIin6TN/IabulVbJ5xLJxPzm0wo9B0EtYPGDKsAbKXe9RVXWPk7wsuGYWlU/Md1rbYmPcaunX9Y41CMEthK2V5SzBlvI6HmcGSpI2pUKPA20qj3Bcvyza4blixsAtBedA7kpYKmdK7lYpL8UnS0udCnjOv865V+VAvVpsE628LiZq+j3V7JmJhHzOme9/xoOcFar+zaJvxCxaCMhcqu7h+WfMWpsfQ7tVNc7cdBbna92DJjdrDaQ4lMfmcYDRyiZIzpkeTAhbuV121L50x+WlS+zpfsXsMEzwrKK4Axv/49/+n/jL//F/yqc+9QX+tX/xX6VzDYboS1/Dn/vBH6z9Pqxrhi5uE5uCbNHfHQnnkUjjwfaNODeoA9OrGy6xecgjkJfura9btI/Wsk9Mo29CWB10ZXUYiRypx1CHPCdxjmv2asvq3ahzBW8AhArUzk0vK1pLNmv+HMbLjn93bozAGYbFi4ZRQ6QFJOfnrsuf70OzkBfAiko0N9X8gMrVIl+zG8N0LvJWGKGihKnIniEJ5kJMWckibSJukV8ke/gZL3brfeVoAYaAN/wI3yoPWuc5nkSnFsYT4YoxVGlcSO+WEHGwOlKVWyrQiXFgHhPtZw650CVXMX4XiYKmZW+8CfTtQr/cxenBIowZc62HTfZ9X7d4SuZjmuwXPvMKH/ze7+U9P/Y+fvpv/x/8cz/0T7El4/Lu5a/mq156aQnI8aBhXTc1Lm7sEtTl6ltQ1dW0NcdYZ8q7eLrDBvoEpNOkxfzdqsXUV7kHJk4Moiiqu+NHugGsnosq5Ekeirk4Q7GYuNDnQLTRRG/ykUMI8nhtj1ZdmzNP56o+DYt8TMtSlpA/E9KkaEiNWLVoM44CWxxtPZN4WNBvHM1Ncsk2pl7B7ugODw8PzLHF4HHxGF/ajoKpmd0wtptq1rdm3lF65birPNSpvi+9YhmCs3HwU6G2QkWSdczhIWcD0zhg1D3PGPEYfhhOyCJcTkGO03iji5H0tqXgsUaFMApoo9gA8WdEHc/DzGpTminqShvQriOm/7SG0/AeKOTWN6xFmoA5T778mHZtsEVsrpeg3tcO3niU1jb+2l/767z1bW/kT37/P8TXvukNvO0tX3+z3c8mqLUb0bIaUByt6hJyEyOT53Y4gZEXNeU4G/HIA+okpXLL80R0DGEO+khZnojtB9oPfxvKL9ELTR4ylAFX9DgYskWietb7gxelxz1x22Z7FCwz2et9WUJ5hnskCXcFczd+X4d1xpCKHsP4PFkEPldrsNR7VcKLaEyEr6LgQoYyHFnzwpKAqSfvAtmHTiFytS26vEB5nQMRS+h4VjW+8osMQ9UROVgQdeFz+FdGxK1oQxllZEF69QIR8HutM07w2yqH8/ACbmRfvsfQCk+aTYIZTbfVKObmibzWYI+SN0VaDLkY+5V9PGCy4RO0K9t2Qe4vXymZD4v2jne8nf/iv/zP+Mmf/Ov80kc/xkd/9RdinCfO1ZUf/MEf5Ac+9CeeUxRVAY0qtbVAcZRjoY76B4mAhDU5Ess8I9wm2C38XCiQPtu5dxLEJTSSdHAztAWUS87Vis+EVwq3HQfGGM+gNBxJNJzDIE4Kck6iK/TJ4t5CyuRoe+Z478318lSqlm2+Ko4b2evt+LDlOSHW+ZLD2tzj7A+nOkXjGdaMAD/U9SZXcp4R4pjt5VKqKWtxZ7ZC1LioKsWIhDFU6uCokKG4xPOFXQX8BO9HWBefqSPqCo6u+5qFaJJHQ2QLRjiWZAOmUjtEwZnB7lFDatrSCBbJNoz5yBrPHDv7DMW869GiHUfnxXf17bL2aSmKSHQGfvjDH+allzs/95Ff4kuv7nzP930fnegKG974uq/9Op57pbt2YhTlXu77pCA1b1d7PFjPxFvtgGYjGbM8uzwvTEwjFG3rTEH3SOQUVoJfAimpgqKNLhILoQIcg+1wj5oLYWF3iUkda4BcCfxNIH2s0y0ac6rBVCxfFlJu6fn1WlSPjL/9mevW/DMh6ldV/wmBS45XhXncKslZCRFZnK3ju0lPeSi7WfK76hHKW6z9jSpKNBneLop71nrmPD3DOTTyhYgWRScS6CTt6pFjnT1RhY/Sorq+Tv9avjopTsejrr/Unpz7XobNPF0g1tIyv+m9c+kb5hNv2frB5GHfkdNI2kNRCAt6uev8wx/+U3zoQ/8gf+af+Azf9u5vuV2Y52UnnNFaeOWgncshP0RS3azTe1o8FdyUp6QFbXGoZfGXDiQtB3+f0SPnRINJwfYoLFb3oGpj61YXWomkCUiPzsg9R+usOcFZ0/CovT3ntTj9vdYthDYSUXNQC4pOIYAhMHUfSRw8LhRgQotS7pEb+KosLwkWjkNb3VeIWjPTzsrmeY1n778UKjN0SKrLyv2yDTl0XWDVXmKsbWJzy0OT3YFzpuKqpFAf37eIjX5iR0iwwas9/AjHfCla1N3S4y9lT2XDMSNbwLPlvOQivdq0gc3BdIEtevjnbpkXHlNY9usV88nAYCiuzm6ObV9xUmSGGhoTQu4f3fNt7/5m3HdAM0SJQyHbs5V5yAQ3hHUj6SvtQCTQLJZp8q/SHDTV6EYjFkxyDKik1QzWfPCR5CQMRE5887uwzGmdihyYMhGwdMKQkrCxRHJvmsf5eDBRuwTBUt2zkH7yIpUPeAlQhJKigrQUiurfOHnUqoxD9pPj67OuspC/orfXgIhQkjhlebcQhh1hSNSGUirW4L+z1zxTVs6hlokRh0lPhOgEHDYTym05/sCDc5b3eeU4Gcs46kue8DzJqwvkquHqWCYU41Qq8Joj4DEfQMjDnSAq9RL5Yx19J8QJbJYKF88ZbRhFmKy1bi2Ow94tAI6HOYLa0zZGj/EaG8JIyHrscXDS9Ajv2t0FNM6p369P4tTkZ3OUEt48ogfJBFgkwMQcSc2Z0cTNh2Nx3YKFea7uSm5Unep6DgWEPKfDnS0nJuK+qr52inlro2NhWLnAuSkpAIW+rh3vCxcLMXrImEefOEmHmQe8W+HPdIIekWhNNZud84yV2J4jkqXMtwl9hWKe1vn8nqNg5+v7gZVvTTMe9p3NckauB2UnZlD1NDwRmp6b5Sosq10LzlVQ8QPSnqu2oJUQUwqXbkw8LfVh+W/mDZzykVq/el8o7BkRvOWcreY8P9YzeILHTGnzoE6Ze46bjVtbgxXzj1nua+aWnorYtDEzuY+IQddwdO0tPWUk/X3b6Bpt1yUzcFYUiSS3+8Tnzs9+5CP84kf/Lq98/gvc3Svf8q3v4kPf/wO85evfzHOvsnzplVQON1sLFwJxVIqXW/aIo5U4vGVrjd46+xhLKd1OR5PJQZsWP65VNPMSuqq8G3DueBSROJFCjuJTbIpmkfRAiEam0OEZM1k/CUZtmOc9eqIzhfevtc3E9DyzqpR0LgFMBRFfzFozy0NAgx07HRrOPnbGvDD9Eh5asp2gvFCKeCFrkeyTdZLjZOMVnklSZsZB+Fy5ViX3+fNXyrnOuZikN6rhhl7icaNEqWhzIi4xzTJz2BUaAnU+iWpjHzs+HWmyjmNfc67LXOUzRc9QpAAiARItuHl6IHXESQmGBpFUY4DG3HfWaVSn16mOEjh2V+Mnfvy/4j//8f+eP/b+7+Tr3/gmHr/+lJ/7hZ/np37qb/Af/MW/yDvf8bbblUqhKSE6YvH4smIL6zNdhHXEsSbV0szAYox/VaRLycqClbJUjnOeAhnjigrdyKMN3NdYoQINeh5eoy1CgUiK2xqgXcgQKuxjJJHz8FrP5vjLWlJ5061HmScQ4pjDnDMbTvldXo1ybUeYKdGp1y5hIHpjItB61KFq/RdmdNpmlUUbKc9X01KKJ1XvNo/7Klh1XSKb2txO2fPa+mcjjKKoZO5WNZdnelYE1qDxGm1UQl//Vfin2Y8UXZF688yHAsayRSlhHoYgHcDI48jFNRQuU+kCMQIUKXAhiudzjnX9UzLvdDFef+01/sb/8Lf4j/7Sj/A93/nd+a8RY/4b/+a/x9/66Z/mX/jn/9mMaZ5BQEhSXZOFBInIYUmlqB2lSJrjoTyFvqMt2kg1T/Kd9SASCjBzZA6SnXOidM3JkBJ9H/nmyCdmHGgUps5XqDcs4tzquw/nlp0YAlOycq7KNS2YqrBZeiY9kseYaC/UyMywaqcQ5hSWFJpTvTKueTx0buoSvhQwkRYWUloeEARvftMbeNQtukkz6T0gk8OjVJi4VEEg6glRTWqeIU+GNNV7fpb9QMDKaNXy3sSZHNqT64fRlFUpJ9e1ajq6ApAwdN0t7snzzk/3PLK3Ztv6EUlUDpzQ8BFeSnLMQhFi9qVHwXG3zCUTLDLBZzC9Z+DxMU43w/fWLkHVz3s5wcPB7EWUy6OvRuTCIHOT9BIv3d/z8PDkWJ/jw5AbIE3iZF64tf4Sw9vKbgSLNtdFFKTF0AgNYW/lATz7ru1UDEuL3bXFoTglaJ5IkYZFslQMyaS8NsAqBj7RLkQcyUrtFMN9x2cBHLCPQY00VQQpYqeAMWNwn2mwnD0mfkhunHDwoOK7otg5CUpFsWijVxymCWwdLHKZfYywpC4Yg5c7PGqwMZZ4evXJP2P0pUJDSASJDI/bGola93cIodJahIXPuc9nfnETRueXi8QUMsVXVF4GoxjPsQ9BFSH3IoQ91XjlHST4kMzyOVYeEqNpswVAijfWiFn8ZY49eH8qi4FsBIAjEAojEfLGITVROtj3OPGspoWeknlhAC999Rv403/6H+cv/Pk/z3ve9z7e+Ue+gf31J3z8t36HT3z2c/zIj/6lZ1cuP1+V5JD+iv2XwuSurQHTkEWhA8Wq19ZaFrNkMU5rGFmENxFkLFar+4HDaVS3EWEdXFSV2FN+UFyywvGdvDfp8W3ZXRj3IImQZYx9stQu0QueE2wPYl8pZfW8SMbRqRCeiUMIUdWAZDF3S3ALZNCmwV8bcURFb6fCqwaV5dkwqKx2CWqBKefW53O4lnBMAjHPacgKqZ5hfa0/NbzvK73OYEasi92ADAEHz3WNhTLK7TVAstdJlszFKQPgKehS++Qx2b7nHpOtAb1v0Bu7F10muHPDr2GgmlTQ8nzoFXcUPJo/82f/HH/knd/Cz/5fP8uT17/Mtl344Pf/Sf71D3+Yd73rnedtqCeIRVfNAXe2xhed4dsz5yuoBulSYqWyOptHoZWyVS+BBtVirmSw4MFEzVrLItbhRbroGmjxbDW92nbXzyoZT2c8LkowdVMIk83qCT8XAoRE+7FLhFBxUm4e0yaKT8uDMx3T4z5Wpb0q3RH0UKGHZb5VSXmDNQWxJ6xde1CG5izytS8rfzwl22SLboWOQRep/pAyQhm+5tfE2TWydGMJ/arHlNWv4zNO3+unusxZ6O3AUA9EjRtl6aeJjVWwBFm1lVWrSkaDTWP4OBmNim5YcmFm2B7Gq/rqL1scCWH7TpMNyyJqXecIvRy6N7DJxz72f/P+D3w7f+JDH+IXPvK/8Vd//Kf43c99gff88fedFOX2dcbxpSmdkwWXiPUlk+jCvIOPkx2QKy6VJOal9aiGOMnG/2Iba57FciL/iYBUf75Hw0/66WPjsrCH2M33olnwyz0vXhMizAxHVMoDnGsUzmzGlBGoiVuGZYRHm5Efxb/JQoNaa/msdWyfQNLTZYs8LYbfBcFUEvqMXhBdKhEhTdSrb56H2+zheGVvhlUE8IyHKOee+yR5wNGRm5RyFoshoOazVynBr7Duxv9UPuHP9wGF7mRFKRXG8Bymd0K1ysjJcc1SoPOzaMpI3U+E2poDcjzmWpP5o2W9rsVnmkdvVen2CetzYPL67z/mr/zlH+PV177MJz75G/zb/9a/yze95728/499M//+v/MX+D9/7ufr7k6PbzSgEzG+JuRbR4YV9DxPTUM252mu16EIdaZ8MWtpEszYrNovunh6J7TFTC8JL9AkZlIJVZc4UJhSwlq4WuSghpSdmsCMeoJCFOXid71B78q2FQQejNg5ZlDfyZOyiAq2oewOV3d2DzTGzKLnfeZ8sCa0LvQueaRz1ixhzRXrAjKFJpOtde76RstEXuv9btQBqQWrPiuYpTzYIOonYRXMZ7Q92IwwhOqOjNCkzpNHDBfLPGKmsWGxjmuyinp0XUrmVRXGrdpOhV1J4SlXotpofaO3mKMcnxHwZF1kDqSSwm6Rf8i0GD7irAIxEJX5PC+lt2hRaOKIGmYDZ+SaO+P6wHh4YO47c9/ZJPr0eS5HkehNGG68YXu73gAAIABJREFU/vh1Xrq751O//Qm+9d3v41/5l/8lOvD4yQM/83c+wvd/93dx8xKj4XF4TttwG2Fk8ozCCnct3X6TsJ42JiZhRZN+GPSSVJTFvVphQrw3CppZPKvksKbZj+DwHIpgiGWokbWW6b6Qp7I8keeFZYyDRwN4KA9QtY2in/SuUbdDUIscqEmRB319njwFN+oBsbm91exjgJmomIaiumJrwaq/xMAU8T2EEEFs0nJKIySzgJTnU4hT7IVzjra1GrLNyiXLuFkqT9DeI/9a2+y+gIOCw5VMuk8RwWqIS0WDyl0OeDzyMV+h08J4WksjkL0mHiofkzOdmFeQBsHyOAvPo8/d8Syma/BxYv/dYBrMYBXstT/SsGHQs318DmQqLju9Z9GyAo5jEUKx3/CGN/K+972P/+THfownDzuX7Z7P/N4r/NbHfo2f+8gv8eav/VoO0/SVXycPfROmdImj0hBZM5V66+kZjnhTW8szDU9fknBuTQVpRA92S29QVulcqzjIlrLyESCmMGbf/fP3fhsOqOpXfK9qHm+XFdytdQRJlgExUW5EntFJT5d/Ln3L81P8mKF1svrxOBm/S/Kq/BZirhDjPFnGIy45EmRYClJ7sXK0U2KvEucdtm1bITG5DjenlUlM6t+k0Ynh519JDCxHByEhwEfZ8/BwyMFyPlgXmWPsewybcFbbQA3oPtbnlsHg5qvfxubExxlUyU7U9WcyxwxvRMr+MJool95Rgev1utYdzsn8EiThh37oh/gPf+RH+dG/8mP89m99nF/+Z/5p5r7z7R/4AP/Yn/pH1vtuBCex3rh5X9PiVyTvHjBu5I1x3mCejBXJ4zGzSVu/UbToidBgkmY8Hv0fJ0St+l8y8azP1uvcglz//hyH6xyifAUA4FmhgwAS3IVrlk2bxOlbTSPkWBZ7bVoVAGHYba4TXtOAyuXSw4zoQry5b07KnOtcyX5BJOdRUQf155ZlXMcuGJlq1MDv03tq/XhWUPGbmcJrv/TIG2IIha+Pnr1b7d8qwmplNGEcJDlh5wOojnzkpHREvkEWRCvsN5uxdh45aVwrr5HFHPXq0fHojRmDiTGa0uaB4j0/hcWMN73pa/nhH/5hPvu53+Ozn/wd5tz5urd9I+985zfGoTPPvtKDzGnM/Upr4dpqE8syktQOr05C/mDHdBbSGlZd3XcK2IhZwpoCI3rQTOpzZ+t55heJSDKFdW3cKlo9Y3WfhTuPQ1VjocWjVtIzpOzakd7X4aySa4AkFxDWnGGptfPjziN8moyclRwhYYEbp/XJ67DCRn/uXm/3SJYCnL3lOUSNNUoLn0JcyFR5gQGLWSDVV+T+zPoeCnD2ILU5q5mvamNVrdeYjuO2x16aMYdlKKVrcHk1qy3qD550JMKLrZwzu1KlxUwG8zhqxCngj4eHK9o73gKOn6Ng/syf9TlFEbROgNUQkre/9W28/a1vOzbmJoG/2QWcaIiZNumXnpRtx2aeNXik1pH4VUxMDfZ2AqLMcwyTDChLmvJnjxCt5idriziyPEkIp6yNqcnsi4oOjNPm11efosX1c8uxrjUZ8bxcNXgiCJMTlxl9E+Y0hxYNj8ez1f14etQSbha+F8l51mXwkSGLUAXM6oEn8zhFYhaXp6fOtVn7ZScEaq0iq7ejvE606jaciZmiFqd6VU7okd7DqYq/TjwOzUtlu7X0N/JixTYOBTifKFBKMMcIRXFCYWfkvtWmHZSTDOVyJvOa+0z2wZuhPYS+xteZO/50BxG2Fsjuvl8xGXF8ogtz9yDTWhjDfcapaHWTN/0oUA1Bz1v6wxU/b7U8QRFtSt86reUKZgwb+aHHOd7laRx8GlPDNSOkRfl/2/u2WM2yo7yvaq39n+7puXkutgcDhrGx8TUEizjchB/8ECUoCCnKRUJ5QLmDEiWOogQFhUSKoiBykVDylCdQpOQJlCgSCRfFEgjkYCywwcE4JuAZ22OPZzw9M919/r1WVR6+qrXWf3qAwT7KRM7Zo5npPue/7L0utaq++uqrWTDl4z/8w7SYqWGV/67I1nSbVvepBjtg5jHCh0emSGXIE425jWRVNvfk+2cyamSbyxywRKJmzckpDDrkTOP94vkaBK2di4XfyfFmQBrq+BGLpExDntC0/j5g2axXSWbAmLkxuJH8jDmlJg2LKBTsQSkSRk2pwmjWo8tZLsHYlAG4jJla9sdw8foMaMiIngV7Seuh4aBBS1UVonlgcYcqe8SHmzpEN2K8i5YoL+dJ4DszMGRGRxggmTGgd8OURaxHm2XSaYju2ihfyhWABrk1wnbPbH0wF0get8mRIkkxjngAkNRjWq346aVKukrLkyAX5xKsZ1co/lrGClndvLFwlg2WDzFdL6F1w3RTMLz/+Z0SbuFKO1+7YeV1Eu+sLtKIBxSGFguY1ju/vVuHjvJovncPRZPsSuysR8oHG1WFWcR28V5WQ5KmY/r/Pj6Hdfg+6C1QnoQXOwLMMQKyV8rpGnlpN/jiRbsxjQs82A2Bai0e3IlRy9EidYklBMyjhBOWOZ10ZUuFCIv3PBT3IxJkjs4IV+fQXVqzU3EHyUHE5X1BrWZ2Xoclyw5bWc+cOyazvSdTG74V/VhAfdKy19eQpnHqu2bz0ryP1QXLj+ZGXZ4lJ8kwXR3Qeq8lprn5+7J5psE+1TfOxZk/y8SajHtJqg2gzlpxnmC5ufiamfeJxGxYfS6iiFeiatPjRMn45SIQsZ6uvI8pJrSWZ+f8OHgCZjy3fsZd6+ElNsSaR5Fw/zK+SYUci2eZ7Qyj8tKMbF4VWIs4Jflh7pCq6N3Q2o5ebLrLAmyl8nVRIAcnpzC9hKKFLPOhz6Zgx+ZpZC6vfXZCmEhEZmaLT0TwMnjOugdBaG4t0+GnE8slRTpLyrCWqFgbbpbKODYBnFi6dfKStTuoLT1YpcuRMyyr5/JYz6P5WaoM5PeomMsW2Alxrxb3IlCQn5ENSB1BG4lS3BRu8LCqHvFeLsviQDWMpa0AzDqyPTd8olt3xQsXp88z421jY4x6/gAtRrPZPLkvIItc1Lac6IthiOc7OcVijAf3zwlaFWDAwTQqjCFUFcULWttHTMfvDUPiefIXVF0SrubYbee9F4VrtCB3A0KFxa0NnS8xVqPuveO6yEsF81/apaooW/ZnL5TcGSdJwpJ9DOJI4NG3GD5h+uxY3qcqkB6LEI6oS5zW2DxKhWlF1+8c3gTy5JglvrNYyABoCFbEce9Gf10E3ZmZV1danWF3CW8XqegZKqsBbtBo3ezL4pILBiOf0+J+MpHGn1Gl3QPggJyjW0WRBkUj6zXGIWMvD3erIPrU5CmbCx8ZF/E7Slh1FnxxXsw6DA2u093iMy5jajaoQhqf3yWYAh460OYjY89N1MfJKBr+v02jSTKpj+T06somyfXUHVdkM1cRQdeO0gAIUAyo3WA17q93HNGx6QZ41Ke0I9z4Bt02aC18dmPnrwIavvRtLq/PvCBoH5S0EfOBnp0cwWaYerVEraboYtSXFFrF2ccwFu8ICLnIJILClZqShn98Z4oO5OW8N/eAetOCpnsFROHO5EINVEF8IHESVpblwvnKyQbOsgCsJ+iy2IBpyZdHikU5C88ULJNGAdTLOEFyc7D4bJ6qJ9ZaqMec95FCFBmjxU3Q1REl1Ix5ig91l3RD43OTfbzc9rinVQJ1fVYgT6wZQ2aZw8nrTg9uuDva3lC2OoQvUgaLBYE8PXfv2HISzVFc2GHLslnsxhLgMJ5ZxmGxPtudHV0FiIpSlW18NnCJG4Weitz1rBcHK6v9avSeGMd5nvlCdCVvUGTSCGaWfbEsgijD5Z9zIqae1nSbctJzAaifJhBnGWwe7YFwjY2Q37Es+HFv/KUWBohA1oqfulqr4YjwEqUWaKotxkYcmf5wzyy/RBigkjEQ0jvLWCVYkhumLFn2ZN+uCBxP+kgUd0MqoORpx2A6az5kbKw5/HOr0OVmcjJr0vO+4KcADU9AjHJsidMwjeN4H4R1KGOsQzEmARPBYAAXUTRr3AAIRRczSKnDS7Du0Q4ESHDGekfbd3gtqPUAd8OxNQimi3k5GyXXeARPLOCvUUw0SXBJBRmZZRBRQfjk4QdFcDlPBVqwOJbltEyYBTwXAnsssdCFn69xw7qJBTg5+cJhGTFHAsmJ+KwlreOKjGLSXuzCl6/5hQxms0pTAJ7AzqVX8/MdGKounfpb4/AcQX4ADCF7tJoqueCCLdH5vBdM8CPb/WV8eRrj5Oa5sODHaHnurdNnVVk24FwzL5VvSQHBcSI7ZYlWI2bxPcPlDPe5d66RfG0PD8SM+To+Qhm0lgRqIJzd1hqsk5Jkxx1tb2O8LjVGSbfbPTLyC0I0LNzS1lqjvrznJKRlGtnvl842p78NBIKSpmW8AOP9J4vmguuTP+MfTk/C7LFOl8np8iRzdp1cWRaB++KLTMQoXZ+TxbN821jkUGhQORKaSOJg9mdcXaDxrMkcVo3T1RdDMfMVqXjiiwHyjNdE+Pl5Yo7Ywofre3JCrHMhc/+IlrvHd3nvdA3n1JyccBqnhfIZ+t4YQy73v8I0WZ/Uu6F1wMKJ0FIAP6JHPRACHkacMpYxmyBZO6hx8vRoQjXktnCZMQqAFH/WEmLQslDihWG4ecYT4aZ5LnyDe4PYEZA6NgLC1RJhTkBBWoI5i035LBYBWIH0ibdnRZuNDZjH9Wx1lxMlwFAn4WLq6OHKUT+7gznLsLTjRGPQDu9gH6wCgIFhuiH5HDlRDHIpnWNxqqZ4hZdYyOGSmkQbbVxH1du0iFCYUMJI4lkJQvjwq8epGWPMtRIQ7OJu8kQQ0qGU4tZaKw6BDkrhJt0aT/0eNTYnLmU3lBSeqD7jPp8sY6TxbD0Yx855c85fFn6tyj2aDGxgVH7mxqss7QvVeqKPvWhQ74EmCjQPGd4swgv3izeDbiGip0zybkXRbQ9oXSmSGPdzSQnHudsZIwSO76d+qurqFkhMngx/k1bcwwvlK3V4ZLO0+CR+QVpnHwjT+M74kNw4DsKXtsRGa7lyXmlJ80PSTRyWOQmUMYEo8yhNoYcS/m9KjY7Pi99bZxY4hd5GXsQDIIiThN6fQbLY2UBq+EXrHt8ty/fwNIyYJcc1NgeVIU/dsJgWxgTpGiDpRx4HpoxTJ78nx4Gx0Zzj4ToBwfObG8eMcPK0I4ISpQsX19Zyk/F/oPU2PRhEP5aQVhEIRUPaTBmMOEj4+h4GopSCjk4lGO3kANY62AL5/ZeyUcYRHQ+StHdfBjSTN6ozTgE8NNumy+XwQKV8LMgMTmfiUlgRmG5CTBTTGac11x5SOBL096ya61lZeQGyze8ZGx9TpAJhLNVykWLe2/gHAOTkuXMRrm5MONlRJhCbJACAFcnzOA3CEYdHOcJFdGi91sVliQxhicFiQ42sTHLxLNUd57wifX7LWAMnMQpfHLw31Tj5yR5P5oXNhxj3cJGkOsYqXKJVtCI31Yh9cn15norhOTjLLzTEE5k3C+RwGGQLvhhpOmaA1gOVYERg0pBKOjGVAC4x4Si5OJzFP2UsmtOgeb1iq7BpZWSq8/UKOnI5xpmDuBgMn96EnFr9GNCkuFOaB6RhLD4zcPfnA0ulYTaQxIRg08kWREzFmzyp5Th51hgbz80iodDiGO4T3CMnhHDV8kQJix5uWil6mpWOz1u/cQbSenoP4Cm9IlDqoDsWNfLpNq4xCjdSjPPJc0VGmwFViDiUYP6SAS0x2avKy3qP81+6k2tJBOvWMTZs6y1KdMPVFLKGPWgulloCsZFEBUUKSkFIYmdgFPknAWo9QOIEraXC4KgSBh2XHMxTbBmRxJocmRm4yZzu2BSpWp8G0+Co/E3wvnQEXxJoTlp6cw9AIOMGjSMXQdK02Du5ofjtEiIS6pMdoBq+bZrw4YYkWRvjE5J2PhGneIU7K+Q8+r7QyE4DIrEYF2vOUzg4b0n/Ri666TJabKBElQIe42iOTcvTUkLGhy4o5u/gyAx3uomLszmQL3i4RdEsdSZPEYtUxnzlNSD22MgYuZoAOoablm5PCoHH89mEhAkXM4XQOutJaMR0ghFrc1wRlMpsPLWlo7GTCPqRwbxKonhcFz3XTj3AAZwf74ACS4gCwnno5yhd0onChI/5jhteYFphMjss5YLqAeOWcJuYDHJI49G+K3A9o8+YeIAPxxbHiNxBAfLRXGJhsDeL+mSUenj3gxkrpwVmCRR4uI2TScxL+YFcGGmxE8ZWZXIqhO9KF2g3VGF7a/R0QfhyEzIKUqDNc+MAbNLTAgpWh+t01wCMQDZdTcZ+NBIzIHZId0ALJPMYJnRFs1Zn5KxAbavkcxmGy+dGIMM82m2bIcTKGHvGPMy7C0OURkGzYQ/nIZO3DqfC5TBwYagCxWtBn+mRB6m1sl3H2qYQrPvp3oIxwTl0dXR0Pm9RnMfyLlELpgKcKXAeyesNZGe0fScTunQ4lKJ3mwC+Y9+PoYJziSeKQIK6QqvUzQNqnG6MuwM1OkB1n+8ZWWydR8vwIWa8YONzlu/MROAFNye/z90H1JpBfc/W3pG/8WAOLgfEfK6wyonH5zPGDcRrMCDYFfocPUJGQRktbSJGmkoSSRsfiiWOZN9mcpUgh4zDLq366QMjrDiGi+dhwXW4quHPXwjie2ctTX4qmQVElFK5PpsMZcywjsPqApLCYmNznxAoeypCnpZrj/WB6aKP4Dt+viZrecquKFgIl3SHQ2Flxo1QGtCqzJ90OEqpcAEOhYxwR6MwSSk4nG2w7mh7J4Dnl3iiDH6VCtVCigzXIR/agXA5MB8aEWwe4r1IX5tWas3Qjqw8MqCbA7giNmvQ7874BzppJAkQwPjdpVa6A6zYOXmuDCARQTb3m04BvKDCdBd4mW5m7w2CKSA+n8mnKc7A1Zg95z0gkMByoik13Fgwi85AX2bNdxiM3CkizFLvToZDojdrXmpCw84TBUEJ8kkP6b0jJZQyJ7aKlK+fNepsMiuO3CQ2HsENIwndeye0q5NJsdo7ippHDZGdbqxhRODRV1MGf40cQLrTR7Chroji2DvXqRY0N3b87YAUum5DeJqji7ptI0YFLtH1sm4QS0hSYvJpnTT+3J2ku+7ML1jng2KEBj4SWJmNTpG7GZtPFCxPmZEz8Ls3iuhp2W+YbRBGBGMTnx2n8jsz55CBuaZFNWOhFHmUgajodF1iSFSVdJbRYBQQD6lPyUSfA6FQYpK5IH5PWtR85pR+yve69WFYeFjFQsggttQTY+VjbKalXg1ZF7qJPgLHOD2iKk+E7f3oiU0Dlpy0lX1h4Uqlgg2AcN9A92sxAuuJshq9rFdicnBx9HR2WhuwfTfUEtK9YD1UxqYmAU8HqtWd/UCzwnQojAqYmb/TUbRj78aqzkulsECC9Zk4uY+ALBNEzJcslY1mkBoO5PAESXWG48S6eJTCeiAmokLxsrS4PYmKsbASs0cQ7wqGUJ56Eik9kA42wnRM9IU5Fh8IDRPi3Bk8SSQC7ux92Ofvctdbj0mcLdvWHIeID6mfRMG6WZQBU795kAvB2K5bh8JwtIZjb6haoq6e1JPMkFtjCS1vpY9TjIuZHDHkHMXzdloNdHO05sEACCoIHGjptnJRqxaY9wBN8rTkhjYHXdtVYC5O4RTAECHJNan54o7eKKHEw3oarpPOBotXUgJtVGe/TstSdiDYFJNun4s+9+4AdUo0yWpxUkV6l6fOZIBcEtdrqqAnzJbrPHFvjaBRVeFlyXNUDMtdpMLrAdosEtMCLRtYIB+LkCsHLP2MYNiMAIF5FHjFAlONfcgBNWflZRODl7DmyNggPfwJPYtTCX+KDOQO5kIi7Gwo6hA5hL/P+gYtFRJ9OcYwCeJ0oyhGsmHFfOhTNSfC152CdIBDraN0h2tDg2F3xzGYA9URAhux2PsM0IE0ENMIkEsWRVG9RTxC5RiIofc6cznWhwaahDVOt7NgFlth7H9qu9neIkgPqFYRHLWof2fxO9kJ7oRbgoZDb3GJTdPVjDnZs7PA0vGYNjpLfR2yKawCR+8Q44bAWQE8wACbz27W0TzbamjkcRSiG2opgy5zSRtFhqsUQ3YSxM9gkL7nWlSVulZc/TQnU8xhbrRx4mSeJF5PsqSOeEIvBPcjTyLE0zmwEnT5SdAUpDFako5Ijd9EyQhBj2eL+zF3dLVTja5ww9bvzyAixfeSxdAS3YtPHU14PAN7G/FdtshevyeZBq3bKeAAjJN9sqlnTDEC/gjQPdtgu6O1Rn2teC1dqoVjBxsu1MX8Vssg3RGGIOKrBFR6iP5dcJWzw9boJ7PMYSnlpKFqPtMcW3oqbgCKLPXu9BwskDsaKBo81TJi46w8dXfsrY3SBVxmMI8chHw6QRyX80EzXzEDt7DMiccuC3LdFFn9dhHm0bQ45jw6R2oh8hNrZeE4DGS8F+Fu0SuQwdw/qYxM5ArcJMOlWwdRBAiFmBEzXQyYYzEk70skWoXrBDrmuCQgwEXYW4egQVGx2w70dkKv8GAccCmuYzvH/uKf1/vi/eQrktEdp0TEmiOrHUF/qqZkFWIu8JyzHolDib8zzvNZuiwyitQsTpdSClqbjXvGuEX8s3ZMW5PNY+PExjMztKOh742oXeTs+gA+GDd2s8j5CZo76rZxk+yUSpJtQ6mCrP+5tBhlujD8+7QHufimpR5zJ/P/2YfC3FBOfhlWxwnPjomPY3QXC6tKaPIEjUGu5YxdpkyOw2mBSm6YBaXC+IoRY43demHTZrIzbzkD4CErilOoc12gHu7C6IJL5x5rEyZC6AVqk9YvYSByI0F0POfpRpkMhYE8YgbKRInm04qkZkGefjjZ3Lkg17HJBZyG0Nzm589BQbqtaRB672QmhEv8ewlODMp8ayf3u256xn/M8eQ8w/1kvLbDxvr8nidR/l6wbdtsLgvm2kyoT5zr+JI2ioVkTyANAOOFNVOUwXPwilQKvVbx6ChbIC7YAqazeEAmsWSUpmapqDiAnUdpiSRYUlWGKB5AsT1XTGWQCNI9WME99I5jD5hPkqVa1op0ePMpDRSLbGSHvQGuQAvw9hhJw7HgdLhI4yRyBLKR6JCELE/Uwqc7aRoyp0BtZ0AHqlRsIqjeqWfWGzR87xTWkwiYNeIkNVZDaikoUb2ZhFPC0k5CZuUzNyUqVwIkoahDp+qMOw4APHW1hLR4d35YFwIOAzYOcUC3Pug6BoRyKPlZ8FSOmYs/QkGwyzDHvUOjkG3hrRWNRksGSGcMpvM0kGawW+doFRALSk26VLXCQmhi7/tIYu5HMtQhl4p6BYpQIjEGiQ3ABTGOZSFlA6LwusG9o7QjpBu23qDeId45AY5AUBp7kmBi8ogFbUFr2QO96QKKnyErJIVIRyY+x8nAE8V0WhwRY/esZAu7Q7UHuY91EoCgS1In6KiwU9mOBmaMj+j8mQYcGTGHL26hwTLGBf8WoIICZ1rpDhhdMwjH0sqO3TZU6WjSYYV14h0eNRwOkxodbolqcot2Qs/qQy0fmZPIxCYEWwdEDOeyo7aOHRz3TRxeaYjuCA3bVmcPFA+6fN4rHNRcjsaxYiQsekuEK051N9wZ4xj1IyCylwgq04cKMYtFK9PIBCoGCKQbGjZ4rRBvsFYhpigm6FDswQBAFN4p2E0sCalZ9u2d6GHrOzoK9mbYW7+8jeJg8FfMoKgUm1PALHz5JBKqwqTAXdBR0EtFjfoUU+DOPWe4fbyBa43cq3QV+HA+xBMAoCtgZ+Tq7McjN6M6tM5OsSOAjh6EKoCWSDC2Rh7Q4oObREFZBnywmEAfro5ithAXsP1DwTW4bNgO1yDlDPs990LrBhf2gu+Dd3YagHYVdCN/KunwTRQWG8U13U6HlwbfN+iNe1Fu3EBvryK8LsFhEoU547lZ8iBo6Nyc3dBLtNYQZRtx6+MUVS0Q6zgWBe69H/LAQ2g3n4fULSbBYdd2nrDbxv6HAW7AQ79XeF43OGCNJ0BrsHSZ3OGaYnock0wde+i6Fc9Ecch1qKALIXySJS1CW+56olSCLoq2cVPh6Di77wG88OST6IdrKA/di9vPPo977nR0cXiMQ+8d0vvQ89pqZS1LB6RsuHZ2LaD0yxTAQ/rgkfOwiaAA9HW1cKd3B44GPPqmN+DsoYfxiQ/+Ou71hse/+ZvR23mY2ol+SSAnaYly0EW4wLy3mXOoMiZABJBIoGWX22T3wmeeAiJDejXVAkegW0L6c1iyjvQnhRE8FIZWgMMDr8O1Rx+Fv+krUX2kExO/PBmwzLlkVt3Db071D0O4rcosvMkR6Ae8+KpHcOOhh/GwGFAnh4u+PmM9WWKcDp72vbWRWR9xQbeTOYPTGOn9D+Bw3w3Y41876DLmUVoLSkVZnzUx6Q9PmpGPcK73RQJpGQPOXcSyS3xlnty0BYjQYA1EjMlETZ4uMU/e4DWIlUcAZ4rnv/A07n/oQbzuHV+Pj37gg/A7tzkVIgwVMiZ1umm1VrTecSgVuyoz9jHXlxfMq4zJIiRoowrQzSC1QqSzk5Gzi9XTn3kC+rkncP9+C0//wk/jll5Hh0bjSfbf48YgXXHUpyTCFAhRa40D7E4xBo4yg3OREZyKBkoWxEaeMvx5Bq1Ze2HuQc8u6K3Pk8xa+L5c0OqCKsCxNNjxwMEvd3DoZFB3ANmI1ANKzuavFR4SpTKeL6ssE8JM+NLlCG0HPHf/q3D7iSch9x6wY6KCCXSEzYo/szWfqmLfd5h1Jijh6D1VKREnJaBOY7a7ofsOX1Ct1thOWlUZ/MbctDhN5kkJ2LENu7DvOw1KWOYJtDh2syBfhiCFU+N4FQl0c6Ax6WhOIiPg2AZewZ/XFu5oKajnhhZ60F9QwbOf/xwcBt8EMBmZ/dyIPdC8YtEQ67BFERhmLHMp+8R98I5UWGI5cJMBLRrsyNwFVFGloL34AnQ/4qwb6vMKtTto3cEWU7STu1lYAAAUSklEQVRgFHWrkMobT9hUR4wgQGsk6oH1BEBkgIU95SV+5gMSJHETmL3Os3+jWA8XiZtOVSGhcC4iQO9R9DXbnjV17LLjocffhvObz+P2Z59lT3h31EW2qPU2ZWcL3QSNz9XsQ9I73ICiNRAlg3Sg1x3VD0C7Duwv4sb5juadG1PBBjgtcgWiUe04sZQWkG0qvfdAhuCOpkBTuk3nUDz61q/Hi09+Bv7pzyJpMpsZWiNjeduYsGzNsSHiiswhwbEXxo3uBt8buXZeI2ycFaKltchvTMj4rCig7KzWe8MRhnMYtEWOrDfEACFRAZ7din4E9LDBirPu3YAa7v+uAt9YJyM92jwUGWTQogXXrl8HSsHed9ZILQN4aRvFe3KCkNjhyOJ6nDKbaBQIAeKGrQnEFa1EFUqgO64sTpLqwwpnia3opKCQbMDa6aR5RHQyfEs4oD2TXeHWCAA9FVyQ7F4VEKnCoEZSYG56h6NoRYrv5edv3eFSQCX+guuyAVrZ2Ma5eT3qzUuUPYsJ3R3K8IMGOTSbjdnzUg9Q7RAjaVO1oujGNgZSUKXAi4wW92WcuEErpb2JRUiOnYcbqmD/ep7EgBiwGaBd0D53G3JH4LoNZ8lFwg0NrpvLzE8B0VWAn5dFdxAueA5eGWM7eF5ZGxMBnLUOb0Tg+NMKeGMnMwHUBaXUoVqz5l1EBGclRMY3HcKKroJdUsookb7p8lKIkjoBrTectyPdUkmY/DI3CsJK97C8hfUiMQTIXjOmSY3nlTg6gJEZFi1AFXhRtH1Hsz6hxQgeNRaAB5lxzZSv7kRmc6EYVha9YzQIRASTDiy3NUpSkVBzTETylk4EuR2Qzk69z3zySWh33KuVde9pQcGFtpXCDmPDPYz+55LSoeC4qaLodjJWo37eQ1IIGOohCYcTeJpdl0c+BgKxqBHJGMhnZh2qBGKMMkkvfvZzsN5xGLEUxuexD6WHR3LqTo3kKZb3hMpjhhMneZ7Mr4B7qSxJapjBxUKqQ0dm3cygtQxWc0rXZgybn32oFTsaUDS00QDpEcPFxpSSULPjeDyii8OigKV51gBdaowykRb4gjYtv+MfEpHKnoOZYeWiLgGN7r3hzvk5B5Cx1kn5KBEtjAB9TEr4timilj/juE9aiA33SaYQXw9y5BJXFZ3MYRcJXhch6WyVJqrwQ8G5NDz65jfi9rNfwP7p38VBCnqEUSUWppQ62rGxarGjjjr0BCuY7yhSoEXQow9M0QLpfJ6tFpStQqsCZoPuD2BkvIkfcKEP3pgsjGBM6066h6ILcHsDHvnGt+Lm7z4BPPnpkznuvccGI0rGPcYTMjedD4ACk3LCGZpzpYreCMAkaTEL6jTyZeSHRUbdhLinEO0cLAoI0G2UKYh5VLzmeLM8YKsbQZeAf8kmZrzT3FC2M4jaiO9a72j9lOVwaVwvdnStqF7QJDLOOXExKcyzJEUieOqSBVGxEWwmyCQGIN0fCmxHYByWN9GSibDdrSK/BuqJVPG2l8mT5eQIIKBkgByoDmMSOfn8MZCiuH3zJtrtc2yqEGd8pLFRXJS1EeGTJ20/+Mf8fLCGJI01T7pw+oz3VGvF2T3Xcc+9N3BsO2xvAOgiXqzfgZ9yulYa+/q67k4o2gy1CW5/8inY87fZbzNcuVXdku0USriN/GladrJ+ZYCEM+Zmma4Ao/Sg6uy2ROkmGSUZ2T9G3SmFVBQNPmVpoxejKo2FhlGwlp2aG08IZ84kIgOeJLKohUJIWxmyVuzDWeDDcAKXqBSZKo7uSZXXcL8lAu2ghCMaToJlwInru3loKjFQL5l0XEFF6wPZUVUg5PzHSaCAa02PJ3xxII/spHuLC6pUsHowtMgQiSdZ2ACxQEYpbUycy1SIKa4Q7xAtuPW5Z6HmuMd1bAR+ZS7cCUcm8tbTDUCKucUOKXHWugBeoL4BchtHBfr99wGbw48RMHfGiGKTvdDH5AT3LayvxSIc4hRmwaYG5MicTXvuBXhrMHXUjnifMW4LpE+jMrBLGbGGSIW6Y8858yxfiIXtwFY0QJ/ChlOCgOPDcC5uW4CaAwUVkdDzAjqIWNag6HsGS8L4qLqjd8oSoQqhdBXoxrnRo6M2btpmoPupEjrHWzR2vWx42IIR2hsMFWbhVEV0PJQGE0aUyfvKTUIkSwEE2hCTLJk1zZggbp1WPwX2HIQ/JgVitaCC5fTwzALL2GTZizBFuDNLnEJ96pgVjlGb7wCyvfcO4FwMr3nL1+HW559Fe/J/49rC9aJLkhsn4xFHUmCG24pQoTcn2uUUWqCqzYbWz3FHHTir2O/chB2PYPKWiTz1PgCU7NnCz15OEa7CMEDcWAWk9HgV3C4Fj779zbj55BPoTzw/7pcJ0dmeg/kjGU2dNHSQT7SlxQJpVDR0CuUhTloRdA9YP70ACNpgFhTGjbHBpjtJ41kLjW4aRBNANi5n40BCC3AIsQ1udBCF45vgwrWWqKQlGGSO1pkwzbDh0k6UKSETcYRceIlE7bkbainYlEmrl9T7DTQldYmB6b/nop/0/FwQlArKIGyiIbTo8QWrLzCO1exJLiKAZj5DmH1OVCdOCNcZV+WlTit28zNPAceGM61IOeRBhjQCFRlgqwiklLvGia4jMCqMvBPkMIGJ4ukXX4DdfBaPicE70CGjP0tq0ZN/hhGoQ5YE8HJP+WcJwEFQcM0LnvvYb2M/3mK9T9YFaXLIMMbXgKiR50mkEWddUyq2uDBeIRrX0V1Qayg4Ww9gwE5c2XS9Rn5IBFqnfBFjEbqpqAGqFJBbVugNmDlMESkAA7qjhLvtIrDggXUFuiiKVyArWruFhJFO5BSXGKOUQohNGjPpFwdA0rK5BIHPhv87KeaJsXfSS3zuaF8+k5/Fz0wLJhq5CJ8BPIBQPonJTAJUKeg2RcNzIQ9Coci4PxcZ2r/ZP1EKiXxuDjWwJUoH+q07KDEpq38rMT4IhnJrbakbmRvOgegwjJGpVzh5V3vBXgpuvPoxPP/Mczj6OSFtIapjEJYaKE+HkeyNf4dBirgi+Wxc8LTImwOHrFnohH81Ep4lThXEhhsq786KRnENdSeB+w6L8S0xvz3rPmI+PE6RutUB1NDdOhWkKIWw+6mQYOPr4j2uAo1kQYI11jorH5XAyVgvSOp/gB5KaH7vke+phUlqj7jZL3OjIBJYRhcjkY9EP4Z+a1iA1jszwfRlxoZJCHa4m5pcIo9FFrwmC8qFreWiZQxAtkPoARqk2EEyV7OTlAQ02xoHPt0yy8BPJRBQQedpPdw+iKBWBToXgZeC17zxDXjx6c/DPnUTxRLyzCiJywThegCC2fU4dwotbZDAMY5WVYhXdBfcvGO482IHbhQ0MJQp4Toes2bDnZ6o04I2Iy8reqciRZkkTuES4EmH44XS8fBbvhr7pz4Nf+J5qFSEKgTjBCdA01qLmqA8FWU8g+2sDN1qxRbtkUmjWdnDgkMwFErkWnrvKJAxX806E69agBDvaK0BYJwkYFJat4qqGgE96HslwyZImQ1kc/egNKmGILqzJbhGTx7REA857zPuubSN4sG5imPNpKAYH3eQCVf+TsQXNd6D5Ygza6SbZ/VhnBr8+/hCHpPeRwCevCUtSmlXERxE0YWdZFmxZuFbA0CBtw4j5xGO0K5FGfX1sk1yIV2zyWDmVizoyqYz9/qG/RO/A7U9gIKAwD1P08LCJw9dYpmVdiI5LoCjjECcrltBAZVG9Exw/303sNcDqjbG+wkvASiuAyjhFUhe4TSLe5T4jkiPrlVCbLbjzAw3P/wRFFNU2XhSWRa7CQEQEMEyp3IM4pSf2XlBqXXA/QpBNVLtLaxNrSWY3QJEfqaUCijDdWb7wVgDyTdj0rSWLW7dSInqgGqN08hw0A1WCxpIiWF+hUBG6YB1oA3IWSPAjzE3D6GOqSRziRuFPmOVaIjjASM67WLdNro4g64wG+eo9OEeZEY5t40AkVgSuLc4ZZIVG0IMNV2zkP6x8cRIrQENeNcDYXLrEA3qf+8hu1kjJ2HIJvbinOTiCA3j6daNjlxOje6uAr/nAD9vkNsOWwrEGON0CgDKElB7B4bKSSBtwHAVEKeze0cvhlodv/7LH8D9L9wC7n+QE+pz8xIf8MXCLy4XHx3YeDqmzbGwuuY768xLxfWHH4HdehF7u0WfPyJ4ySrUKJxhuTPLCiACV8Ai9tjqBi9kLe/WkZJRQzch3c7Iwnf0SAfsAUb0QP56lCOTndClYS4QCffY0WIdwVm4UA8bEc19R4/Eo4oAla0kmjkQzGixfYSERelmFmTLjEuk2XPEqTUrZcNWCmRvSC7W6CcogSQFfdwAqDjMeczpGIGA5QLhIEiwB6KVkKtjM67UnPTm9NWJYiiTRnAgq/AieOyhTJKnRZESkx+nRX59oCDmgHXncw1/mv+RiFFuF8ODX/Va7E8/DX/uxTHQY0maQb1NJC4CbEnIW+bptf4dQkq5OVB2w/ETvws5HHD4igexO/d1GL3I0WAYHIeHyAOmwF6isIiN5SAF3xnYAooHXvMVuP3UZ9C+8GxOw8hR0BuYKB33TsSOSuVMN0Htji3cwBRmomtbB+ExkcS9NVSnBxIDi43HKQwhc+WM/ZrZACiQBhZyV1wjISQCo2vamjFtIYoS/plGJepeqTfskTSluoxiK5WnHC4tmA9JS2/Ye8PuBvHGwA0Kazszw0oMvYiMWZJEqVRCtzcTfBOZcSTL1KdL5qCEaMxWPDpM+ggkATbhZIsFGZO+Wy4mGchKcRti3CQsciV19SGx5ODED7E+d6InMGgTPPs/Pw7tR5xZh6QiuoMQaPKXIkgfuRWpwY8KJZuorygRSEZdFI6quHbecd9Oq3t+bCSQLgF7QukI42Q2FVRyPJxrJTYRx6+boLsA3XGtO5758EeBvkMbkLQXMgkCPxxq7wGVe5za9MPgWtEs5icCfZfg/jUGEB618i6ct+7hfiFd7FgDcHLfvEBcR4NWFlTRIApvfVS/Wsv15OgGdAGsFLQAESxfbFxb+6Y4mg2Pxx0s1POk/VzWRqkF8prXwM8amm/oCqixf4VFHUEmwtLap5jz8KbTz3WHRBLQWh9kSI+MdfrK5kBzojI+QmVymswMTYLTBB8DGGuIVjhOBi0yiIJspiqBhvGzmHPgAmnAYEJDQpVdgYaOrRGBcjXs9zt2rUiR8dm0aEGiEDSQDLwcM7bwKcQhoFbzURR7vwO5WdBqx83Xvi415UKZJbLUgWglnD7abaTegM0TmOPBIrGGjs0t+roUtMh9+GJ0ZPQ3mfmpJtz2g6clgtQe7mFMrBtZuiFGCCAaAOWjB+zuHprNRKsmQECqyxCsEAy3M0+2FlJK/OyJzBmA5oSL8zBVozFWmb3mtzyNwdNz8457XvUIVEd8lwf3F3+ZdbQ7dwIdWWdhjMSIHU9m6eI352tO3vgHXHLh73+Ip4kxeon3SI5Y/FWWr/Hl9ensL+bsJe5pfewvZrDXoetBIDtRi/nDXBduQCR/5OP3Eot//PjiGP9BN4llUF/qgcev714sE1J/iTe5X/iFv/R4/l7f+fv98OKtCNMN9XAgOngZG+Wu+7+6rq4vs+uLNEun19Umubq+3K9L2ShX19X15X5dbZRX9GKeICrr7/pthwe7YP7MAHTbMXpRgqWxzz13E599+pmRNyGk2v5vPMT/F9clt8++uv5w1+Ah46O/+RH87M/8LAF1qyjbGb71ve/BWx//Gnz01z+Cn/+ln8fZ9fvx3vf+CTz6yA3AFL0CFY5f/sVfxL/+t/8O73jXu/CXvufP4tbtIx5+7LU4qEHLy43Gr67f77o6UV7Ri9wvQLCfNzz99DN45vNP4emnPokf+ec/jE987GP4tV/5AH7gh/4pbu0dv/HB/4F/8gM/iJsvNIiWYDFseP/734+3vOPteN/f/n588nf+F973d94XLILti4PZrq67rqsT5RW8JuBoeOc7vwHvfOcfBdDxWx/5NfzKhz6Kd7/7m/AzP/Ef8cCDD+Bv/fXvw+/81m/i+/7G38Wzz97Eq+67gQ2Cn3//T+MnfvI/4fDgI/iKxx7Cxz70QfzSL/wi/v7f+0F87/d+D77hnW99JR/xy+a62iiv6JXkxDVlc8SP/fiP449/+3fg0YcfwXe85z34qf/23/ED//Af4Aufv4nv/vN/Dl/1VQ8DtsPF8OY3vQlvf/sfwT2PvQ7f/q3fgXvN8bM/90v4zj/9nXjtY6955R7ty+y6cr1e0Wum+nqEEk9+8kl84IMfwp/8rj8FA/Dgow/hK1//enzoQ7+KD//Gh1HOSqhPMsv+6GOvx1e/4Q1485u/Dm98w+N445sfx0Ovegjf+i3vxqsffgBIMeur60u6rk6UV/AaDF4AFJ0u+Pc/9h/w+Jvehq9/y5tQ0fFvfvRHYdt1/OR//i944hMfxV/+q9+Pr/yax/Heb3s34EcAQIcNlmvvt2DNQol/B3B4JR7ty+66OlFeySt4awqgouGZT30c//Wnfw5/5i/8RVASUPHUJ5+CmuH2Cy9CtWCrG1pIOeX0WW/wTij4vvseRkfDb33i43jhxXNcIV6Xc11tlP8HLtKjFL/6Kx/CN77rXfimP/au6N1i+Ct/7W/i+edu4h//0D/Cv/iX/wrf/d3fhW//lnejAXBh1dljj70ar37kYQDA177hbfi293wbfvhH/hk+9vHfxtVGuZzrUrheV9cXeTm7ZXUX9ks83oKUA8rhQHltI/zb3fH8C1/Atilu3HsfrANdC4o41BrOjztMC2o54NAcTc/x7O0XcP/1h3DtcOVdX8Z1tVFe0StqPUDlkDKo+D3KjhXuUyvAR70O4JFHCS0UUtXdoeZw7exJ4mV0Tr66vrTraqNcXVfXy7iuYpSr6+p6GdfVRrm6rq6XcV1tlKvr6noZ19VGubqurpdxXW2Uq+vqehnX/wHnOATTZyvIAwAAAABJRU5ErkJggg==)
Maths-General
Maths-
The diagonals of two squares are in the ratio of 3:2.Find the ratio of their areas ?
The diagonals of two squares are in the ratio of 3:2.Find the ratio of their areas ?
Maths-General
Maths-
A Conical vessel of radius 6 cm and height 8 cm is completely filled with water. A Sphere is lowered into the water and its size is such that when it touches the sides it is just immersed. What fraction of the water overflows ?
A Conical vessel of radius 6 cm and height 8 cm is completely filled with water. A Sphere is lowered into the water and its size is such that when it touches the sides it is just immersed. What fraction of the water overflows ?
Maths-General
Maths-
Find the perimeter and area of the given photo frame.
![](data:image/png;base64,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)
Find the perimeter and area of the given photo frame.
![](data:image/png;base64,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)
Maths-General
Maths-
Bloom’s category: Application
Level: Medium
Are points A and G collinear? Explain why or why not.
![](data:image/png;base64,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)
Bloom’s category: Application
Level: Medium
Are points A and G collinear? Explain why or why not.
![](data:image/png;base64,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)
Maths-General
Maths-
A Solid sphere and hemisphere have the same total surface areas. Find the ratio of their volumes ?
A Solid sphere and hemisphere have the same total surface areas. Find the ratio of their volumes ?
Maths-General
Maths-
Bloom’s category: Application
Level: Medium
I) Name the intersection of the lines AB and BF.
II) Name the intersection of the planes ABC and BFG.
![](data:image/png;base64,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)
Bloom’s category: Application
Level: Medium
I) Name the intersection of the lines AB and BF.
II) Name the intersection of the planes ABC and BFG.
![](data:image/png;base64,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)
Maths-General
Maths-
A square room with 12 m side is to be tiled with square tiles with 2 m side. How many tiles will be required?
A square room with 12 m side is to be tiled with square tiles with 2 m side. How many tiles will be required?
Maths-General
Maths-
The perimeter of the two squares is 12 cm and 24 cm. The area of the bigger square is how many times that of the smaller?
The perimeter of the two squares is 12 cm and 24 cm. The area of the bigger square is how many times that of the smaller?
Maths-General
Maths-
Bloom’s category: Application
Level: Medium
State the relationship of the lines l and m with the page of the notebook (plane).
![](data:image/png;base64,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)
Bloom’s category: Application
Level: Medium
State the relationship of the lines l and m with the page of the notebook (plane).
![](data:image/png;base64,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)
Maths-General
Maths-
A square garden has a boundary of 80 m. Find its area
A square garden has a boundary of 80 m. Find its area
Maths-General
Maths-
Bloom’s category: Application
Level: Medium
The line CD intersects the given plane in a
![](data:image/png;base64,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)
Bloom’s category: Application
Level: Medium
The line CD intersects the given plane in a
![](data:image/png;base64,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)
Maths-General
Maths-
If the sum of the lengths of the diagonals is 144cm. What will be the perimeter of a square ?
If the sum of the lengths of the diagonals is 144cm. What will be the perimeter of a square ?
Maths-General
Maths-
Alex runs along the boundary of a square ground with 8 m side. How much does he run in 3 rounds?
Alex runs along the boundary of a square ground with 8 m side. How much does he run in 3 rounds?
Maths-General
Maths-
Find the perimeter of a square with side 7 cm
Find the perimeter of a square with side 7 cm
Maths-General