Trong không gian chỉ có 5 loại khối đa diện đều nh...
Câu hỏi: Trong không gian chỉ có 5 loại khối đa diện đều như hình vẽ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiQAAADpCAYAAAAUGiwzAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nOydfXhU5Zn/P9FURosytVRGRRkUNCBCqKghaEm2WhPUkrQqpLUl6W4JcbUhu+0irb8ldGmBbbdJVtcQbJtQbRPUltAqiYrLUBVGi2WwKKOkMijqaKkdbIpHmjW/P+6MmUxmJjPJmbfM/bmuXJNMznnOM8l5+T73a1Zvb28viqIoiqIoSeSkZE9AURRFURRFBYmiKIqiKElHBYmiKIqiKElHBYmiKIqiKElHBYmiKIqiKElHBYmiKIqiKEknO9kTUBQl9bjrLjAMGDs2/Da5uWC1Dv8YFgvk5Q1/f0VRRhdZWodEURQAlwvuaYLNbXCSBc7KhYlXht/etw8M3/CP12NAl3P4+wOcY4fz7SMb4zN5cOoY+f4PfxCh9POfj2xMRRkOrY0+srPh5q+PQOmnMWohARpKHVRvKUj2NBQl4Xi90N4O/9kAvRaYUQm3r4UnauC8+ZBbnuwZRsbnka+R8EwHvPYkvLMfsj4On/q4GTNTlNh4+WW44xuQ/TH468fga+XJnlHiyXgLyQ/rYdu/OvjC3QXcfluyZ6MoiaGtDR7cCg4H5JTAZdUwPqf/9++54SQrjLUlbYpxpceA/W3gbIK/esFWCZ9aDIYHslbD73cke4ZKJuHzwbRZMGYyvOeByXlw0anQ3CgWu0whowXJz9ugfiu88SKcfAKe6gS7PdmzUpT44HbD/zRBaxvYC2DyQpixOPS2Y4APEjm5BHHECc82wcvt8KkSmFAJZwTEsfgcKkiUxGIYkJsHh16Fb7wCzzXAmHFwug1ebID2VsjJGXqc0UDGumwe7YS6zVDcClvK4Jy5sKgCdnZkliJVRjc+n1hDGprgrwZcWgkVe0ev5SMUPg/8oQ2ea4KP2eCsSshrlDiZYD404ON6/SsJwjDg82VwrBf+4btyXc5cAg+Wwm0H4Jw8WFAGd1VnhgsnI9N+XS64cz1c2wzZFhhnh5NPAet8+O66ZM9OUUZOZyd8oQwunAY/2wcFzfD1A5C3PDPEiN8l01IM9xXCH4/BJTtg5m6wlYcWIwAnvHBuBvx9lNSgpAyOXwicBHOWyXvjc8Q64nHI91/eDffthLIKETCjmYwTJB4PfKkKilrB0hfIfMYkeO8w5NfClp3iV1eUdMPjgW+thPFnw7ca4OSFcNshuK4RbLmxjfVIDXhdcZlmXPG64NdV8F+TYddWOKMaLj8E9rVgsSd7dorSz+IKOGMhFK6BxVtkcezn0iXwh03yfbYFiprhxHzInSuu19FKRgkSnw8+VwrXtQ5cJVrtcMwj39/QCuVVsq2ipDo+H7S0wOy5cGUhvDBOXDI3dUh8SPYw3Q9vuUaW0ptIur2wZwM0TIO2CuieBZcdgIta4cyiZM9OUQZTsxL+ejFcUi7XqNU+8PczFsPBzoHX4MxyuLZVXDg/bUncXBNJxsSQGAbML4bPNg/+51vt/amDY21w1VpRr51bEjxJRYkShwPu2ySumSlFMKcOJppYZCzLvKHixv42eHErHHJIgOrULXBahgT/KenLnbXgHgN5d4bfJtsi2W/72/pdORDgwqmCp56FxrrRFfOYERYSf+DQ7FWhTddWO7zr6f95agkcs45eFaqkJx4P/HstnDsZqlbD8fniklnQbK4YSWWOumFbDfzn2eKSyVoIeW/BhY0qRpTU574W+O1hyKuFzhqJdQrHpythb9Pg9/0unGOzxCo6mlw4GWEhKa8C60KYHMZ8648lMXz931/TCGvmQn5e5qRcKamHYUiWzKbN8JIbZiyBW3YMtvKNZgyfrBT3bIK/+SRVN3cvnKLBp0oa8fM22PiYhAXs2SDiOpJL1b949rpCL6RnLYMJeVBaIVk4Xw6Twp9OjHpB4vfVXVEeebsz7eK28f/jsy1wXbOkAj+7Y3SZxZTUx+mEu5v6XTIXVUNBhsVDdHXCvs3yOr4EzqkbWDNEUdKFwDIT3V54ej2UR1HrZuYSeGFT+KB0Wy6UdEB9FWzfmf4unFHtsrl7A+zxwRURfHV+xtrkRAnElgvnL4J/WRmf+SlKIF4vfH8dXDANvlIjLpmlB8QlMyXBYmRhXeyZOWbg88DjKyVL5vEG+Pt8yZK5sDExYqTHB5/KzDYiSpxwOuHf1osYybbA9pWQuyQ6K+escrEORnLtWKxidRkNLpxRK0h+2Q7Nj4nrJRrG2UP3xJizHJ5yy0pVUeJBWxsUFsP02fDEMbh+C9y6W/rIWJL0cDwnN3HH7jHA1QI/LpSaIW+Pk5oh0zsi1wyJy1x8cNa4xB1PGd24XPD1lfD5vrRej0OqBV8VxSIZ5BqcXADu9qG3nbUM8hvFhfPztpHMOnmMSpeNwwHfbZKTIFrOmATHDof+XVEz3FEMT+WCTf3WigkEdta9uAimZaBLxl/GvatT0nM/tQqmFCR7VopiDv6aV9dv6Rf3Pg/c0BhbOv6lS+B3DeHbPASS7i6cUWchcbngjtWwoDW2f7rVLk2NQjHWBnlrpVKeogwXrxc2bBCXTGkFvD0Lbj8EN7Ym3iWTLLq98NQ6ccn8qkZcMpcdgKnNYC1I9uwUxRw8HrnGg2te5ZZLH6lYmFIEf3JH39U6nV04o0qQeDxQUQPXNMdubg6sRRKKKUXQmyPdgRUlFtrapIz79NlSxv36LVC+V+oLJMslMxQ/LxscUzUS/GXc75k9uIx7dor+DRRlOPh8cHMF5NWZlw03awnsa4lxnzR04YwaQeLzSa2RqxqHdxIE1yIJxdVr4b7NYoVRlEi43XBHjZRx/+FWKeNe/ZaUcR+fBmnkh52RA+mi4ahbyrh//xP9Zdzz3tIy7sroxV+Ac05QUPhIxf1ly2BPiJokQ/GRC2crVFSlfi+cURFDYhhwXSlcWTf8m/1Ym9Q76DHCu3qyLfC5ZlhcBq7d6eWbUxKH/QI4fKj/5792wttecA7jhgJwVg6cMWF4+2Zbhlc07e+GxHhAbAK/2ysBeM80QA9wdjVcsVatIMroJ1wBTlcLuDZFl+YbjrE2CTTv6ozdvet34ezbIC6czc2pW1trVAiSolKYtmLk1So/YRe3TSRRMz4HLqkWtdnaPLLjKaOTy+fDqf8u7giQzI3uEVjVut3w7jBXWL3HwLU69v2O++B/G+CDlfA3T/T7nWSBc8u1jLuSeZSUwVlLBhbgNHyS5rvYhDYks/sqtw433iwdCqmlvSCpqIIzI1RhjYVoBAlIk6OtWyW1+IslIz+uMrrJto4sYDMZwZ7PTpbmdLG4Vrwt8N5OqRmSrvS+DbZZyZ6Fkm74O/dODXoebF8pAsKM1g5TiuDxGrFCjh1mtmeqZ+GkdQzJnbXgnSDKzwzC1SIJxXXNUgXWa2Lgn6IoyaXXSK0btJL6BHbuDcTrEvflNWvNOY6/4d6LIwxQTeUsnLQVJIFNiswiUi2SYCxW+GwjlJaZd3xldPC+kdhiXvFg/iENPFWUofB37g1VDfyRKhEjw7VmhOLTlfD8MGPRgknFLJy0FCSPdsLdm8VKYSaRapGEwl4AZ8yHb9eaOw8lvXnTq43fFGW0M9Si+KZWqTtiJuNz4FRrf8D5SEm1LJy0EyT+vgALTQgSCmaoWiShuOJO2LpT5qUoiqKMfvydeyMtiuPVkdsf3GoWwS4cj8e8sWMlrQSJ2y2Fz/x9AcwmmlokwfhTgb9aJbVQFEVRlNGLv3NvUZKyLGcshpfaR14nKBi/C+eaUknYSAZpI0g8HiirgqLW+FW3DKxFEgtWO1xaDVU1cZmWoiSczqxkz0BRUo/gzr3BeBxSdySeZFvg0sXxOY4tF27eAd/bBLfVJN6FkxaCJB6leMPhT/2NlZnl4AF+2mLmbBQlffjQgKw0D+ZVlHAEd+4NpseQQFYzg1jDMXMJ/GFTfMa2WCUk4vVJUnU2kS6clBckhgELy2BGUPW7eDFcQQJQUAffb0iuD05RksUJL3xsmBVlU4W/e8BuT/YslFTD37k3koXeWS9Bp4lolDkxD973SXuGeDFnOcxcm1gXTsoLkpIyOK8y9g6JwyWWWiTBWKxQ2AiLKpIfrawoiqKMnHCdewPp9sLT6+GGBBYFvKwSfm9icGsoJuYl1oWT0oLkthr42PzB1e/iSSy1SEIxMQ+s8+G768ybk6IoipJ4og0XeKQKClYlxl3j55LFUnjN7ODWYBLpwklZQfLddXDQImajRBJrLZJQ5NfClp3gcIx8Pkr6ccSjRcUUJd0J17l30HY+eW7kJfhZNdYGZ/c13EsEiXDhpGQvm/taoPNl8wufRcNwapGE4oZWKC+UrsBW7XSqpBlFvaBeRyVTCde5N5gjTuhZ6cBLAS2FA3931YqB8STudiknH0xOycBjRLvdUTecMxeeWTswrmV8zkBLzVG3uJSCCd4uGj5y4VTAkzvhR2vNbbWQcoLk0U5o2ippVclgrA3+akJ/mrE2uGqtNF3qjEMRN0VRFCU+hOrcG0iPAY7VsGcDnPHxPD79zcHCZagmrSPF3Q5dj8GbLnjyO3DyKfJ+KCHU9djg/YO3a68InUpc0jyw4mxnDbjaYS/wzv0OHj5aMPIP00dWb29vr2mjjRCXCxZVwS074lP4LFpqs6DWpL/KE1XwpVlwm0kNAJXU56zJcOGO9HbbWIjdQuKplVd7rblzSSQvF8IvVkFBQbJnoiSLxRXw4fzBzfL8dHXKQ3linvSq2d8G3n3y4E4GO2vldX5tYo53xAm/LoeT34dXXzbXQpIyMSQeD9xUAV/oSK4YATjTbo7bBqCwDn7YlFodFRVFCc2H2u03ownXuddPZ41YEorqRICMtUnl1GQyqxz2xakmSSCGD35TAR23wWlZ8NI+86+VlBAkXi/cUAY3bolfFdZYGEktkmCyLRILo6nASrpgeGDn5Nj3++BweluFAAwv2LQxYkYSqXOvnzmVsPzQQFfHWFvyrCMgcY+fyolvcKu7HZrnwlm5cMYY2NERn9jIpAsSnw9uLIOrG+NfhTVazAps9WPLhfMXwb+sNG9MRVEUxRzCde4NDgYdn5N8C34oLo1T5dZuL7QWy9i3bIXX2+EXjfErHphUQWIYcEsFXLIiMVVYo+X0SeYKEpCUqafc0JmgFC1FURRlaMJ17n16HdwzLXSGSqqRUwKvO82d6/Mb4P5CuLwaSlth1wpYtwJy4/isTqogKa8C68LwkczJwmqHv46gOFo4iprhjpXiolJGLz4vnKJmf0VJeUJ17j3qhh/PBfdW+Kfd0afGHnFK1k0yyLaIKHmxbeRjHXWLe+adfVCxW9xTj5bByiVwfZyf1UkTJEMFDyUTs102fsba4Ko6KC0zf2wldfi7ASeloFlXUZR+gjv39hiwfaWIkTmVIkZiSd3NtkgqcLKYuQReGIHbpseA39bCljK4tg6KGyWmc3sVVFwHX0xAxfSkCJIf1sNeI3LwUDKx2uEvnviMbS+AMbnyN1AURVEST6jOvT2GZJLcfmBg3Y1oseXKotPjMHOmsR0fQhdVG4ojTrGKgFhFJubJ985amDcB7khQ2YqEC5Kft8HmZyUdNlWx2uFdT/zGv3ot3LdZLgpFSTUsdrj6ULJnoSjxIVznXotVmuONpB9N7hJwJSAFNxyzY2y4Z/jg8Rp4okbiRD5T2y/QXmyBcYdhXW0cJhqGhAqSUP66VMXMWiTBZFvgc81SgEdTgRUldfjAp60eRjOBnXu7OsFRa+74MxLU8M6M43d1ilVk3CSxigS6pw62w3tboS3Bz+qECRKXC+5cD9c2p2baVDBm1iIJxfgcuKQaKqridwxFSSQnRkEwr6GCZNTi79ybUy3defc0DawnYgZjbeKW329CcOlwsFhhalHk43d7JU7kdw3wlR1wZVBTQI8DXm+C9iS0b0mIIAlnIktl4hXYGsjMcnjZF7/OiYqSSHo1mFdJUfyde0+eKZVW7fMlaNUfK2Emwb1fEk2kmiT7WiSVd+pCKOsY7J7yumD/atjampyKxXEXJD4ffK5UTGQj8c0lmnjUIgnFdc2wYrWINkVJBXwO2FM45GaKkhb4O/d+eD68/YIIkavimFCR7EW3vUAaxB4NaFdy1C1C5LWd4p4JVe7e5wFnDTzUnDwrYVy7/fpV6WebU6cKa7RY7fD6zvgfx2KFq+ugrAJ274j/8ZT44vMl/4akKEo//s69VxalR7iAGczqSwH+h7Wwax28uFlSee0Fobc3fNBZBlua41eFNRriKkiKSmH2qtSqwhotVnt8SvGGwl4Abzrg27Xw/drEHFOJDz4fjFFBoigpwT9e5mLn73Mw2qNTIufmmregOP4unHZm/8/n5MHJY8wZO5hgoXHmRfDEPxl0bbMwdYFYRcKJsR4DflUMmxshJ4a6K/EgboJkcQWctSj1qrBGSzxrkYTiijvlpPi8E/Li4NdUlGgxPOnfJE9RAH7yfC4TauE3z8INUcQwel1iLTCDR/8ZLiiGc6+Qn48445d981RQQbb/OwE53S4uWJ8XMXC3x4COMvjRqviWhI+WuAiSO2vh2CTIK4/H6Ikh3rVIgvGnAn+1FJ7boZH+iqIoZvD9WvhMJ9xeKFmekSz2Zlrzr7wDPDth3r/Jz+HcJfHg8RoYd3NkMQLwZBVULox/SfhoMT2o9e4N8Mzbg7smpiPxrEUSCqsdLq2GqprEHVNRgjnFBqddnOxZJJ4TXhiXRoH3SvQUFcH2LbCrCl5oScwxc0qk1keia5J4XXDYMTidN5inV0LRxfD18kTMKjpMFSS/bIfmx+CaRjNHTR7xrkUSipnl4AF+2pLY4yqKnzOLwD6MLIS/+yA7jS17HxpwSoYEPWYidjs8uwNO2Sn9WeItFJJVk6SjSvrQROK5dTAD+PcUa99imiBxOOC7TXB9EoqpxItE1CIJxTWNsGq9pgIr6UVPmgsSZfRjsUBrM9wyS2L2uuPceT3RpeT3tUjRzUj1VV5sgdNfhrq1iZpV9JgSQ+JywR2r4YYtoyutKlG1SILJtkh5/UUVsLMjOQVqFEVRRit3LIPLc2FxIRQ2xi++Y0pR4lw2PQbsXA1f2x1+m0Od4NsKv05Rw8GILSQeD1TUwDXNo6/+wlgbHH87OceemAfW+fDddck5vjI8DANOTnMBaXjgfU+yZ6Eo8SUvD1y7wb0a9sSp+3q2JXQRsnjwvyvhyurwBUi9Lti7WsRIqi5yR2QhOXwY/uF6yF0hlgS/NcFiHRitbPhCt0RO9e16P4RjnuTNL78W2grhcw4oKBi8nZJ6eL0wJs0DI70tslI5vzbJE1GUOGO1SkHK22pga6lUzk7HhbXXBW84pRBaKHweeLJCMjhTVYzACAXJlsJ6/vZmOb/9npWPnwUn9Y1my4WigAevzwOO1YP3T/Xtxp0/sBZJMuZ38bUGz926gYIjQ4RMK4qJ9CZ7AoqSQO6tk6SMu4rF2j8+yQXCYmXHSrh6VeiQCZ8HHBXw+JbULyeR1dvbO6J7j9sNP2yALe3iL5tZGZ+GRcmgx4D1n4DvvJ+cYztqYArQWJfaqlbpx+GAL62Gi9O4DYCnVl7ttbHt9+xkmLUjfYuqGR74YyG8cyjZM1GShdsNt1TAtGqYbqKrZX8b7N8Mi7eYN6Yfd7tUFb85xNiGDx4phfvrUqPw2VCMOIYkJwd+3AhvHIKq+bCnBu6bBns2mFfxLllkW8R8F+9I7GC6vRIBfsssaG5UMaIoicDwwER7smehJJOcHPhtB5zYCjtMrAc1pQg8DvOfJT2GFEELlebbY8C2Mrg7RaqwRoNpab8WC5SXw97dUoBmwj7YOA22VUjJ3HQl0cXRjjihvRh+slYiwRUlXfjQgJNUPCtpjtUKW1rhhkkSw2eGiLBYRZSYXZPkqdUwpzJ0IOujZfDvlekVfxiX0vF+q8k9ddDWBg010OGDy1dIxHE6pQb7a5Ekwg21bwO8sRme6gBbmgdGKunJcTccewpOvAbdAd2u/w+JK8kNckX53TsAH3jhzQ3yfbC7x+cIfTxrwfC2U5R4883lMCcXvl4MBY0jfwbkLoHtKyHPpHBAnwcOtMPSvYN/t70KKq6DL5aYc6xEEdduv36rSXm5+Ob+Yz3cuxIuLoHLqtMjcOgMe/wtJIHxIr/QuiNKgjnhhaPt8GYDZBkwczFcsAJOPmXwtvagnx0B33sCfl8QtF3zahE1wQSv3h4OEeTt3+44cKLv55as0NuVB0XEhduuJGi7386D9w/D6RrNqwRQUCALxIVl8OdFMGsEVuspRdBeIRkxZvTMeaJGsmqCF/jOWpg3IT0t7CMOao0Vn0+sJv/ZACdbYUZlaltN9myAd/bBgjiVw+/2ip9v2aL0PIGUgaRbUOuRWji0XgL4Zi1iyGZckajNgto0e6Dvb4OuzfDqb6G4CL5ZA3PmJHtWSqphGNJjbL9PilYO93nlrJeF+EiuMwgfyLpvA4zbJ7GH6UjCBUkgTifc3QSdnalrNenqhN81QFmH+WMfcYKjCu5vlCI9SvrT0gKrdsIFzcmeSXhOAsYDNuAkj/i3zai9kC6C5Kgbnm+AP7TBtUXw1UVQkmambSU5/LwNvtsAC1rFnZ8MegxongulrQOflwfb4egm6IxDJk+iiKvLZijy8uTrI6tJaepZTaz2gbVIzELjRZRE8aEB77TJzWqcDcpaAy58exInlkC6vbKq3NsApwD/Vg2L16Z+XQYltfjyYrgkB24phStWwdQkCNnn6sXCEihGPA54vQkeS2MxAiZ3+x0uVissWwavHpB86dN2SuqwY2VyeskMmJvdXEHSY0jA0bh90qdGxYgSL95zwisV4Dwbsh6Dgkr4SmuSVyEJxt0OvymD5tmS+bd9i9xnli1TMaIMj9xcqXh6dBPsqk3ssbu9sKdJiqD58bpg/2rYmsIl4aMlJQRJIHl58PNm6TFw7Th4sBAeLk58C2c/ZtYi0foiSqL4pAFv1sCnr4RvHIBFrYnrqZFsjrphew00nA2+TfDNhXD0Lcn8y0kxl7CSnlit4hq5DHk+xVpz65Gq4dXp6qiCz9X1ew98HniqCn7TOjoEdsoJEj82G3z7Tim49oNq+L+tcoNJhtXEjFokWl9EiSfvtEGWBy4C8oFLLbBsN8xZFr7Z1mjC8EkA+gNz4dFS+OIkeGkvdGyBxRkixJTE8/1aeT49VBi6L1k4DF/si2yPQ/bLKekf4zel8Ejr6LG0p6wgCaSoCH7VKjeYZFhN/LVIhsu+DfDCSokX0eBVxSyOu6GrCnZ9Arqb4EIvnIPESCQan0eEe6Lp6pTiixuniUvm/jpxySxfPnpu0kpqU1QkrsBdVfBCS3T75C4R10u09BjSr+bauv6ff1UMDzeD3R7rjFOXtBAkfsJZTZ6ujW959+HWItF4ESUevOeE56fBgWKwW+G2vfC1HaOnh9RQ+DxiKb13MhxpkJYVbxwSl4wKfiUZ2O3w7A44Zafc83uMyNtPKZJnVrRWlec3wLl5Ur+kx4COMvhRGpWEj5a0jW8rKpIvrxfu2QAbZoO9AKYtGXmOdzDjJkktkljQ+iKK2ZyGpOqebofpdeaf56lMjyEWUfcmeM8D/1wJzTtG1+pQSW8sFmhthrs3wIZiSQ2O5C6dUwmuTQM7wIei2wu/b4KK3fLzk1VQuRCuH4XXf1pZSEJhs8GaWgla++ZCWTHdOxl2rTPPamK1wzFP9NtrvEjm4vXCSSZZwvwumd9NhpkGXAGcD3zCljli5IhTXDL1Z0v2XeMqsYZ8+04VI0pqcscyufc/VChxH+HILZcssKHYsRLyV0hyxY4a+MIs+Hq5SZNNMdLWQhKKxYvly+OB/2mSVD8zrCaxpP5qfZHMxjCAMcPf31/G/a0GwIBPL4HZO8CaQRlZ3V7xxbua4BwbVFfCYs1KU9KIvDzJFC0uhaMumBOif43VDrcfiDzOEadkjd3YDM+tg9kW6bEzWkl7C0ko7Hb4wVrzrCbRCBKNF1FGigX400oY8ywsrIN/PQSFtcmrCJlI/C6Zh4tlITHzmPjk9+6WXlgqRpR0w2qF3TvgvMOwtTR0mu9QxT87qqC4EV5sgdNfhrq1cZlqyjCqLCShCGU1ubAIZlZGHwQYWIsklE9Q40WU4WB44AMPXFwgsSFWIC+FS87HA68L9jXBy+0wv0CC1YsyxB2lZAb31sEv2+GuYrimOfr2KM9vkGfU+17wbYVft8Z3nqnAqLSQhCLQalI1H/bUSDXYPRuiK1Bzhi20dUXjRZRY6PGBtwX2zYUX5sJZLshBxEim0O2VJmP3TQNHBXx1FvzxgKT2qxhRRiNfLIEtzbCzQnrOBOLzDM628QeyTrkBDqwXMZIJVsKMESSBlJeLKXj7FqldsHGaBM4dcYbfJ1QtEq0vokTLCS8crIDdfWXcP1sN//YWzB0l/uBuL5w+hJtyf1t/Gfcph+X6O7BXy7grmUFODvy2Q0rO76jpf9/ngfaKgdvuWg8XFsMLa6Q/TSaIEchQQeInJ0dqF7xxaGiryTh7vyDReBElWk4CzgLm2ODy+VBzaHSWce8xQvvDj7rhsSqpF/R/W/vLuN9dp2XclczDX3L+hknQVijPGXuBvPqtJF4XvPo4vLdbLCOZJNYzWpD4sVjCW038J8kZk+C9w9qPRolMTw/8bT+4S+HUTinjPh04E0nzy6Qy7i2zpYz7V2dJleVftWoZd0UByZRpXAU/nyuW+dwlUpME4NGvw2kWaK7LvNT2rN7e3t5kTyIVMQxoa4P1DdBjgU9eDu+44OS/wv1aEVIJQ/EC6OwY2Rhn2Udehv2sPDhpBOnHFqtUhYwWrwtcP4ZzL4VDDigtgdsrR18lSUUxE68XFpaB9RrYdQ8U/D/Y9X345QNQUJDs2SUeFSRR4HTCf6yFJ58Az6vqolHii8cjXyPB6eyriTJM/nwM9sTQLKz7GHjfgLsboKRELYeKEi2GAVU18KstcPwv0NwCt5Yle1bJQQWJoiiKoiSZiuu9ZP/Jy33PZa5ZUQWJoiiKoqu0od4AACAASURBVChJR4NaFUVRFEVJOipIFEVRFEVJOipIFEVRFEVJOipIFEVRFMVPVwPzsioZYfZ+6pEGn0sFiaIoipLhdNEwL4useQ00/GA5M7Y1UTzsoRqYlzWPhi6z5tZBZVYWWZUjlBJTqtlUv581DQ3mjBcHUkeQpIF6i4rR8jmU9EHPOUXpp6OSrI8EQcDDvKOSrDDXSVfDEpbP2Ma2Gct5cPpBmoqhq2Fe6O0jjAPQ8YPlUL+J6ikxzLmrgXlZWVR2DD5uR+UC9tdvo37/AmLWEB2VZGVl9X1VcrD6Ge56afnwx4s3vUnlYG99Pr3k1/fWL6V36bbhjLGtdyn05tcfHOFcZByGN4kBHKzP782vrzdtPEUZzAiunYP1vfl6biqjlW1LeyG/t/5gb++2pXKNHPzo/aW9Iz7rYxpHnitDXmp912RcLsl4jm0y5llI4q1Kw9DVsIaNS7fxTDRyVFWokookdEXXRcOS5czYto2lG9eM3Kw8xGpRUZLGo5Us2JhP/aZq+p8O+1kzr+9ePa8B/+nfUZnVfw/337AjntshxhnwHMiisqOLhnkL2AhsXJDFvEEXW5+bKCuLrKnL2eV/O/h6nRc4ZsA28yqpDPFZIo4daTz/MQOekwnHNGkTb1UajdI8WN+bH+lYqkKVVCSlVnRxHDvS9bltaf/nVpSRsG1pLyBfgedUwHUm56J8f7A+v/8cDryPhzu3+8Zfuq037H1/21K/BTL8c2vAcQPHDDjuwfr80PeDMJ9lqLEjjxfib5BgzI8hiYsqDaE0Qym6H7wUoAQD91UVqqQBcV3REbBN0Lk55Hk+1DbhVovhr8/g+Xe9sj/ycfrGCLRE6qWjhCef+m315O9azpIBlokZXPTRxbWLlw7CwZd2Qf50pgJMuZ5b8mH/K0OZDpdSUgxMuYgZ9G0fcI4u2Ajsf2XwdTRomn3HnTqd/BC/PvjSLti1nKlZWWQt2Bj028GfZaixI4+XfEwWJLtYvnwj5N/C9UEelFs29dJ7sJ78XQ/yaJeYlxdsXMq23r73N0ZybUyh+pltLAWWbusN657ZuHEj+fXfGhAd3dWwhOW7+o6zbWnI/boalrCceg72bbNxQcDNbtd+pgfNfaixI46nKCGJ17UTRHETvb299Pb2sm0pbGzv23HXRrjLf5zl/CDUeBG2CZ5jKPzX59QQ85+6nH4hFuKa63r0QXYt3fbRvIOvc0UZxNRqNtXns2v5koiuyanT82HXSxwE6HqUB3fBjIuGCgHYSHsH0PUK+5HtO36wfMA5GhX+4x4MtZjum1t+37Okt5fe3hiyf0KMHXm8/bzSFX4uicBkQRJvVRqZsGJFVaiS8iTo2gm7igux4htEuG2GuEb8e/ddn6Hmnz8gK2HweFOuv4X8jQv65r2Uu2JKYVAylSnVm6jP38XykAo7cJuNLPBbupduo2mop37+UljTt31+Pd8qhuKSpdB3jq7Z738aTGV6fugYkgHHXbM/5LNpSvUm6ul7loSzXg71mQLGDjte8bfk7zQ1/FwSQbbpI06tZlP9g0xdvoSG65+hOtxm0/Nhoyi4KX5VelesNxlRdMV9im5GuM36lOKUMNuJaryFg88EmsqjJMTYkceLcs5K5pGAa+ejVVxTMR2VWSzY7//NRto7miie2r/iG0w02wQS+lwfzvwllfIgvSpElKEobqK/ZewUqp/p7buWivvfn1LNM73VIbYJN07Q+8UATTQN2r5p0OYhx450XMLNP8zcBnyWocaO9f3EEpc6JPFRpUFKM0pFpypUSSfitqLrI/QqDiCf/UErvsFEs43/QOHP9eHMv7hkKbuWT/0ohmRwxoKijFb6YhIzIOAwq7c3pAZUFCVT6KgkawFsi+SfjmabuNFFw7ypPHjLQZ6pnkJXwzymLp+RpLkoihIvUqdSa9LJHBWqZDpS6yR9rAxTuP6W/I8sJFOX72LpSEp7K4qSkqiFRFEURVGUpKMWEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVRFEVRko4KEkVR+MqlLtavT/YsFEXJZDJSkHg88C9f8LB9e7JnoijJxe2GyRfBL1/M4Tv/Dz49FxyOZM9KUZRMJKu3t7c32ZNIBG43tLfDps3wrg/G+zwcO8dO73H40mL4xyWQk5PsWSpKYjAMWLMOfvYQvPM6TLgEFjSC4QPnarACa1dBQUGyZ6ooSqYwqgWJywU/2QSPdsIJ4MISmL4IbLnw35Phqztku5fa4MVNcArwjUooKQG7PYkTV5Q44nRCeRWcez28/ISYSS+rgtzy/m08jn5h0lgHubnJmauiKJnDqBMknZ3w8Faxhpxug5wlMKUIxgdZP753Kqz4C2Rb+t876gZXE7zSDhfYoXKJiBOrNaEfQVHigmHAd1bDrx1Q1Ax7muAvf4S3fge3HQBLwHneY4goybaAowZy7GIxUWGiKEq8SPsYEsOAtjb4cgWc/gn4VgO8PQsq9kL5XshbPliM9BjyGihGQLa7pg5uOwQ5q6BxJ5w3Gb5QJscwjMR8JkUxG6cTcufCS+Pg1t0w1gZeF8xaAmfnDhQjAD4PPFwmr+V7wboESiuguFQsj4qiKGaTlhYSr1csIZu3wv92wqUlcN51kFMy+MYaCp8HflYI3zgU3fH2t8GhrXDIAUVF8JVF8qooqU6wVSRYnP+mAs6bP9Bd4+eoGx4ohrxqEfYA7nZx5ajFRFEUs0kbQeLxiBtm81Z42Q1Ti+CChSJCYuWIE56ogYrdse1n+OSG3LUZ3nKJO+f2Sr0pK6lJZyd8rQpmVULenYN/32NILFWwuyYQnwdaCiF3CRTU9r+vwkRRFLNJaUHidsMv2uChrZIZc1EJTFkI9oKRjdvVCb9rgLKO4Y/R7ZWb8v4myDLg1kXwtXINhlWSj88HVTWw3ytWkbG2/t95XRLUDdFfB93efktJsCVFhYmiKGaRsoLkO9/w0bnJi7Umh4tK+m+iZuBqgdd3wo3N5ox31C2ZOvs3wZlWqK6E0lKYMMGc8RUlWjo7YVkNXLYCZpYP/J27HTpr4PYDEj8VyV0TjOGTfYLjrgLH9guTurWaQq8oSuykpCBxu2FBGRz/EApXD88tE4mn18EHx+Cza80dF2QF2vkVg+nvufnly7lYwtzAFcVMIllFQFwvG2bDrR0wMS86d81wcLfDUythfh58b5VaDBVFiZ6Uy7IxDCgpg+tbobgBHqnqz4oxiw+OwZhx5o7px90OjLdw4iu5fHddfI6hKIH8tEUyaE7Mh5s6BouRHkMyZvKqRYyApPSGyq6JFmd96OsypwS+fgCOz4crCyX7zeMZ3jEURcksUk6QVFTBJdWSDWAvkBuos97cYxz3Dr5pm8H+NnBtgsVbIO8u+OVjmiKpxA+vFwqL4b6dcPOOwS4aP9tXiqslMCj1wGaYtmh4x+0xoOsxaCsNv1jILZf0eRUmiqJES0oJkp+2gIeBN9aiOnh6vQTWmYXPA1a7eeOBZO501ohJ3GKVB8DnmmFxhdYvUcznpy1wRSFMrA7tovFj+MSNeFNr/3s9BhzsHL4rNNsi5/lYmwS7Gr7w26owURQlWlImhsTjgWtKZaUXbEbevlJerzEp5uO+2RLQalagrOGDe6ZBSbNUhQ3EuQ6mH4P/ikO8ipJ5eL1QVgGGDQrqYne5eF3wxFKD0/7g4ZMrcrBY5TrItvS7c2KhvULGLA9x3YbC1QK7VsM1BRpjoijKQFJCkBgGzC+GmWtD3xR7jPDR/cPB38fGTCtJYDplMA/MhfvrIG8YN3xF8XPvBljXAPPrBgvfcPQYEtd06DF4pRPOsEHvydD9FtgLYeyn4G2XbHfYKftcWCCv5+TByWPkvLZYxY0ayhKzfaVYMEtiyFpTYaIoSjApIUhuq4HXJ8Gc5Yk5Xm0W1CbwU/s80F4MB/aiWTdKzLjdYhX5eC5cvXZoS4TPA3t/Ct7fwasOmF4Ck68TETPWJoL8S53guBNmV8KFQeLG45DXI04RKn/aJ1bAd9zwVy+caYdP2GWsT1ws8/nUdBhzRuxWFlcL7FkPC4vgrhVgi0Nsl6Io6UHSBUlnp/SfuWkERcpiwfBB/SS489jIx4rFcvP7DfDJffDTxpEfV8kc1qyDn26GzzZGfth7HPDKVil29r4PThyHL9wPF39+4HaBbRN6DGgvCy1KIuHzyFe3V2rwnDg2MitLjyHXx/MNcFOJChNFyVSSKki8Xri6GEpCpCqGoscQn/UNjcNPV9z+TfjgXhcT781lVvnwxgDYs0EyDRZviX6ftkJoXAUFBcM/rpIZ+K0iZxZA/qrBwtffxsDvijknF6YuhHPmwIM3y3kZSsA46+G9w/C5Ovm5x4C2YigI4y4dDs56uZ7H2mK3svyxA/7YrsJEUTKRpAqSuYXSVTeWUvCPVMnNuagutmMZPnikAs6aBfl3QkeVrPBKW2MXNx6H1HX4p92xxaF0e+GhQnDtBquJxaiU0UU4q8hRt4iQg1vlwR7oivGfwy2FYJ8/MMU3kNZiuLx6YAyK4YOHS6XTtRmB3q4WiSu5tSP8eNFYWc482ccVF/noeMk+8kkpipLyJE2QfLsWngfya2Pbr9vbX3Ey2pvnUbeUyc5fARcHpDp2dUqTvWtjCBI86pab/k2tw+up80ILnLITWk0qW6+MHpxO+FIFTC4RqwjIOfrqY/KabZHz9+KFoa0Zjlrw7JSMl1D0GPBfZ8O/vhXa4mKmKOnqFGtmLNepq0X2mZgn+3R1wKdOhVcOjHw+iqKkPkkRJE4n/ONK+ELH8LJnnPXiLrk1iriTl9th13pJ8w1uvQ4icH5TIZaOa+siz8fwiRi6agXMWRb7vP1sLYXvLIEvmlwSX0lPDAO+sxp+7YD8NfDuQXHFvOqACwr6rSCRrHGGTwqV3dQa3v05VDO9eIkSfzr8Ube4cLz75HV8zsDMHMM30Fp5z1Q42wov/G7kc1EUJfVJuCDx+aSg0/Vbhp9222PAj+dCwar+4k5H3YOLp+1rAeMoLHyg/0bnrA9dyOkMGzzfBMWNMq+HywZvc9UJB11XFMTsLgqm2ytZN091qI8803E6YdFXIftc+MAnAalTiuCCPhFiZrr74zVwxiTIi5DN1u0VUVLSak5avNcFr97oZOexPE4/V4SObZZYQSbmhf98PQasHQeX58PuMBYfRVFGFwkXJEWlMH4JTB2hdcC1CU7vdHFhqyzlnl4nVhOAD3vg6EuShrhoy8DVXjhBUlDb79qZej1MvGrwNv4iUmbwUhuc2ApbWofeVhmdXDfBxfZ3c7FdAtMXiwAxs6t1MNHW3/F5JN7qhubYRInH0fe1U6yXfrGx64fw51fgxo2xjbVjJfzdC28cin4/RVHSl4QKkns3wC/2wbUmpL4+vQ663x4c3Op1iagoXBt9XEgwO1bKDbHUpFViODor4Ovz4Wvl8TuGkrqcPg5OfAi3/WH451m0bRAC032jHTcaUbJnA7j70o0n5klclX2+vPoFieGD+slw+4Hoe0jtrJX9Dm9VQaIomULCetm43fDDJigcobvDT9djMOW6ge+92CbZMzdvGb4YAREz19bBQ6Xi9gnE6xJLihkU1EHtekl/VjKPi2dAVha0LozcDyYcR5wSYB3Nvu722HrXWO0iRh6pEHECItKDz32LVboI3/W+ZJ1ds3awq8lilZ42+9uiP/5rO2HKAjiq14aiZAwJESSGASVlcH2rOT5xf8OwwCyXJ2okHfIrJpWEn5gnY722U3zq/pt+Vyc4G0Y+PsiNen6d1JtQMo+LL4LxU8E6SWKWwnXODYXhk31KmqNLWz/0mMSlxEK3Fz45EzZeBmss0jzSL078zFgcOdals0bmOqdSmmRGQ48Bb7pg0mfghDamVJSMISGCpKIKLqkOneUyHPzm4WyL3OzuL4RxkyQQz8wgQItVsnMuXQLNc+W4MxbLajOWh0ckphTB3+3izlIyj4sWQvfrMGNRbOduewXkLoku9bzHgNecsaWpO+ul5k/WSXD1XXD+5ZJOHIvl0ecRq4i/QuvEPLl2huKIUwq9ZVtgrFUC4RVFGf1kx/sAv2yHl32wsNy8Mf3uGn+8yLV1w6sJEi0Xl8C5eXIsWy6MO1/M1yNxCwVSWAdrZ8OCIm0ylklMtME7p8j3sQSz+gOzwxU/C8bjgPNDZLQEBqFarAOrDuctH5iNM7lQLIU3bYm+kGBX58BrpGBVdDEkXhdM6Pt7nNYnSLSQoKKMfuJqIdmzB+7+kpPcfzF33DmVYDmjP14knmLEz1ib1G8YMw7+9ib8zsSeNNkWuKZRXTeZxqljxHoxdwXsjsGd0fWY1BuJllcfk1omIG6YlkJpMNlZA8YxiQEZqlOvLVfqkwS6L4fCvXVgnJctNzpB8vpOOH++fP8xi7h8FUUZ/cRVkHR3wyvn5/H4N8StEktQWzh6DPjDJvA8YV68SCzk3wlfaIWD2+DpNeaNay8ApsI/f1Xt05mC1Qo9xyTY9HVnfx2dR6rCuzayLZJSG82D/YhTrCmBAa3+INQ7/wLL9kqWWk5JdFYPW66Ip0cqhnZZ9hjDtyK+6uhfZJxu06BvRckU4h5DMu5s+PpeuHqVBJ3+92R4NkwtkKHo9kojsAmzzI8XiYXzr4JFv4QPjklsSXBBtmg54pT05YdKYf0n4OCT8MeHXOZOVklZrFY44ZPzeNYSeL4vjmhOpYgSjyO28TwOOZ8eKIY1p4oF5M+vQG9vv3DPtkQvQEJxYZF0B24fIgjX45CYkVDHMXzhr3+vSxrv+ffLVguJomQMcY8h8WMvkC+fB55rgI2z5cZ4RXV0Vo4jTnHRFA/Rhj1RXPx5+TriFOtP/goidg/uMWRbj0NM0q/1Be6dXyBBszc2y036wcKCxHwAJen4BQnAZcvgp3Nh3p1iiShpliya8h0SEBpNvRHXJnmQz6mUeJBsi1hIPjbG3Hlf2Gf1aC8LvzCIVOresVpeQ1U89jhgUkH/z6ephURRMoa4ChKfb/AKyWqX1uefWSU1Pn5WCOflyaorXCzI7zfAS5vhC5ulZsPtKdRsa2IeVOyWtOPXdkqArcUq4sLjgDeehdccksZ4fh6cN1+sRaHKZg/HaqSkL1Zr//98rE2uA3d7fyrtNWvF2nHdj+DR2+AL98ObeyQI1eMQ103gNRMqDuTQY9Ld12z8ouThUlgcpjdOuKy63CXyua5ZO/gaeH2nCHRFUTKPuLpsfD44JYxp2GKFK5dL5cipC+Gp1XDfbOn46afHEKvI2/vkpvfW7xMfMxIN/vTg8+fDsxc4abIbNEyWWJcx40SkfOd9iXkpqB1YxTKQHgPGJMkNpSQei2Wg2yM4uDW3XB7er97q4v0/w+PfkurEcyolBmSoYO7hpPvGwoVFMH2RxJTEgi1XvgKvdT9vuQZmHJ02CTyekcxSUZR0IWEum0jMWCxfXpd0I31ypdRl+NM+ueF9uq+zbqjqrMnE45BiT/6uw7PK4Sdrc5m/3hJTVUw/3V6YoM32MgabDd4LcEf4H8TegIdyTgn87N5cPmkT900ssR/h0n3NZGa5vPrLzEfLnEpx3QR2zfYXXUvFRYeiKPEnYaXjo8GWK5aGyr2Q9YibMycaH4kRkLoGw3nQx4uJeRIX4g9q9XngbyeGJ0YUBcSd99Tq/p89Dpj5Zbjgs+LmiKUgX2C6bzyZWS7WQb+lpK106AJoOSX9mTh+PA6YXDBwu7E2OPK2eXNVFCV1SSlB4mesDT79SA6ePf1LuyNOWeml0urJn7Hgv/mGuqEqSjjsdnjHM/C9KUXitvCLXM9OaVZXVCcxGW2l0YuSWPvXjISZ5XDWLHjsDlk4ROMmKqobaPF5fafEWAWSbYH3NctGUTKClBQk0B8Q52/m5fOklnXEz4xFsH+zfH9wq8TDKMpwybbAZZWSiQb96bMgQatjbZJ9MxTJcH9csRw++KvUDonGtTSlaGC8yCHHYCFjscK7GuytKBlBygoSkNoML2yS72csDp0mmGymFIloOvqyFLdKRNVYZfTwSdvgOjazyqWI4BvPyQM5sAhaSbOUYB+KRFpHAjnlE9Is8Kna2Pbr9sLfjcECyqK9bBQlY4irIDEMOHkEAXWXLDanumu8yauGrg74VM7wC04pmckYy2AXzFibuP66OiXLJpho+t4Mp7uvGbjb4bp6+T4WUXLEKQG4wWhhNEXJHOIqSLxeGDNh+Ptb7WL+PeI0bUpx4ao74fjbyXkAKOnNGdbQ9Wcur4ZXtgzdQM/vmgkk3um+4ej2iqvVlgtX10qK8u+j6GL9SBU8d/fg+BEQcfaOFkZTlIwgpV02IEWSnl5rftGwbJOXXX/s7C8WNVx8HrjAbsZslHTBGkaQ2HLFOjCUGN++EtqD6oCMJN13rNfLeLc79h0R8XBrQJG04kZ481l4oSXyflOug9d3q7tTUTKdlBckOSXwyqPmChKLz8dYE+tR+zzwvi+2FvKKAuEFCUTXBbikWc6/R6r63xtJum+3zcbRnDAlVofBDc1SwTiSKLEXQM8Hof8OVju86TFtOoqipDApL0i6vbLSOzq8RVtIDKsVn91u2nj+dN/tK00bUskQzgwjSPyWkdeckZs3Zlukb80RJzhq5b1kBbSGYyhR4nHAhEvA2ZDIWSmKkmqkvCDxOOC8eXBgc7JnEh5/uq+7PfXjXZTU4tQQQa0Ae5rE8nHVCtg1hJXEYpUqru6t0Llc3kt0vZ6j7sjnflEjvLJVXJvBvO2SRpVdnaFjYs6ya/l4RckEUl6QuLfClXfAwc7YqlQmih6jP913xiKZr6JEy8QJoS0gHoecU5csFqE71LnvFyUf/DU51pE9TSIowpFtkc7Ae5sGi5LXdsLkaySdOZI1SFGU0U1KC5IeQ/p6XHCNdEKNdMNLFkec/em+MxaHbhimKLHg84gbx5YrgaJTiqI7ryxWOP5m8tJ9hxJCoURJjyGdsCfmSbaavwhcIGfYJGNPUZTRTVwFycHDIzMd9xhSDC3bAtMWpabb5tWAeg/jc+QBEtifQ1EiYbfD8cMD3/O6BmacfLpSHuJDEZzumyiLos8jx4omqNsvSn7XINfJESeckxs5I0hrkShKZpDSFhKLVVqwQ1+2TQq6bYLTfWcsgv1Nw5tktxcmarffjMffv8aPLVeuhaGEbnC67wPFibHYudvFihMtflHy9Gp4sU0a80VCq7UqSmaQ0oIkkGwLTC9JrcqtodJ98yoMzn3RRf1k2LMhNgHVY8CpY0yfppLC2GxwPMgdMWPRYPfH5dViVYhEcLpvSTM4VsdflHQ9JrVEosXwiXg6cxpkb3TSG3QXeqRqoPg6RQWJomQEKSVIur0iOB6pgnumwfPzXAPiRlLNbRPY3dcfjJc9wcLsF/IoaZaV7g/Phs6a0NkDimIJkWUzMW+wqzOnRLoARzqPguM4rHYJdHWsjm/8Ve6SyBYSwydze7wG7psNDZPhD5vk/T9/Lg9Px8DPNf7igSnAJ6vLRlEygpQQJO52qJ8MG2ZL59zxF8vq7pPfy6W9QgRKjyG+8T+5UycS35/u66iFH88d+Dt7AdzUCsv2inXHsToZM1RSnUiF0YK5srq/C3Aw4br7Wu1Sp6S9In6iZMbigT2cwgmQMybBjc2w4i9QuBb+fABuaZc6JVvK+v8OueUyV/91PmaCBrUqSiaQnciDHXHKl+/wwM699gJZyYUKgL39gFgYNsyWB/yUIrnZzVmWqFmHpseA13bB3/8Ox/8M/7Q79HZWO1yzdvD7/rbywynvrYwerFY4HqUgmVUO906Df1g7+LyJlOViy5WS7l2dscV6RIvfBfPaTjjsgHc9cEGB9Ka5sXlwsGuPIQKktFU+x/gcESjtZXDTFhE3c5bB0+tTs8O3oijxIa4Wkv/rNnjlUQmuW3OqWDp8hwcG7IHcgMJl41isYi25aoWMY7ssNdw2Lz4IRjecOVXEyNgYg1H3bxZ3zvaVqWPxURJPsCB5pCp8VWJ/avnzIRrWDdXd15YrabVmEI0F5OYtkLc8dOZNRxVcUS1CxI+9AGZXiigBmFMpsS89htwbDh4ePI6iKKOLuFpIZhguXvDlctV/WFi8ZWTWgNxyWd2NtcGO/ycP8VhFgFn0GPDEv0HO54e/gruhUUTW0+vFXTVjMWSPATTLJqOwWqG7T5D0GBJDFemcmrkEflMBVy7vf8+f7nvzlvjMMZwFZPylcOoEWLE3+rH2tcjrrPLBv7u4BI554IkauLZOLD5e18jmrihK+hBXC8ldv8ljTI+FbIs5rgm/AJldLjc2szsAR0u2BcadDfNWjGwcq12EyTffkriZMU+4OfWYmksyjVP6AluPOPu7/IbDXywtMB5kON19HygO/7CP1gJy+jkw9uzoj3nULTEwxY3ht7liOXzMArvWiWXUH+D7qif64yiKkp7EPYaktRkWlMGXd5sXL3HRQllFvf6smLGL6gYG1cWDHqN//mZ397VY5cbrfiyHFeozzzjG28Ti53EMdmeGYnZfoTR/PMhwuvvmVYsoubVDHvixxID4cW+VDJtoCI4biURBXzzJi21SOl9RlMwg7lk2OTnwzUrYUWPemBPzRBAU1srD/J5p8W1q53XJMfwrysB0XzPo9sLTNbCl1bwxlfTDs3NghdZwBKcAx9rd1/CJQDg/DzbOgfrzY4sBAdnf44g+SDZU3EgkbmiWOXkcYhF6Ww2HijLqSUiWzW3L4P7C/oZhZnDJInBvEevIlOugrVTiTApWmZu54q+LckNj/8354Fa4NMqVYTR0VsDda6VIlpJ5nG+HP7/S77KJBn8K8BXV8nOkFg3hYkDOnw8TZsPeZonZiKXNgz9LLBrLHDjXngAADptJREFUZKS4kXD4q7k+XApj7fD+36LfV1GU9CRhab+tzXBNKdh2mONeuWQxPFgK82tllXb7gf4MBbNcKZ01svos39E/pr+7743N5hxjTz1cnQNFcUjHVNKHk0+RWKJor43LlsF/nQ1jzx1sHYk1DXfc+dKtN1R6ejjcW6NzL/njRirCpMVHwmIVS0nzPPjb0dj3VxQlvUiYILHb4dvVcF8NFJnwMB+fA6daZVXpX6ndZKLLw19dddnegQ+JwO6+I+WIE97ZCg91jHwsJX05uy+GJJZzKtsiwd2un0DBGhHOscaA+PH3i4qFGyIEpvqJJW4k0hgfPwemv+UEQrQCVhRl1JDQwmhfK4f7N5tXoOmihfDK1tAty0GOY8vt70YaDn+GQyDZY8A2C5z18vPxt+HPbpj0gpPzbs0FRuYX6jHEVfNUh5QPVzKXUy1wPIbS6P4Cg8cOwzluF7/5x1wuKIxegCSKWONGYGA6f48BLzTBSX+G//ytihFFGe0kVJCAuG6uLu5PXxwJ510N7gIntesi36w+eSFYzwv/+2wLnH3l4PcCOWsWTF8E7zydy4uPWigY3pQ/YnsVrF4hliMlsznTCu+GSWE/4pRg6nf2wdsuOOyESXlwbh5M/Tz87cpcDIcIETOsdj2GFOsrWDWy8WKJG+nqlAZ9XX3dvG8/IC4nRw1ULoG7Xh3+PBRFSR8SLkhsNqhdAfU1cMMIXCw9Bvz2Lih4Ko/PRdAjR90S8Hq6PXx6sP8mPHbC0NUs7QUW3nxxZCmJL7SAHbEYKcrf35cCefaCgeLjjw4RHxNyRRDPXBLaGui5UoI//WXXR0K2BSzjoKVQYqdCjed1RbbCRBs30lkj1VitdulwvHiLLFK2V4HFK9ZDFeyKkjlk9fb29ibjwKVlcMpCmD7Mh3p7mTS2i0YU9Bj9bdhv7Rh4M+32imCx2qUQUzS+7m4v/HQu3HYgdt/4UTc8UQau3eqqUYSbrvLy4jM+Xv14Dhd+FiYVyjkaS0aa1wXbayQzxYwKxo5aCVwNFiU9hrQ8WH4ovLhvnitxI4GuGq+rv2+NH49DfvbPt6sTdtbIgkXFuqJkHkkTJD4f5M6Fm3fEfgPdtQ5OHJMCSrEQfAM84hQxctUKqbkQ6xw+OCZNwaKlx4AHC2FzI+SmiJ9fSQ3uvBN+vElSceev60/BfaBYHtRWu3xZrBLblFs+OE3X64LOKhElsaTwhqO9QsYMFCVdnWLNKd8Rep8namDcJPj0sn5XjLtdxEhRXeh6KYZP3DMWr7h0Nf1dUTKTpAkSgM5O+FYD3BRDlsnL7VIw6aYR9u3obvNwT5WdxVuGVxulx4CNs+FLHdHf/HfUwA2T4Jsxih8lc2hpge+shokFkL+q/9w66hbLXLdXvg8WJA8UyznZY8BxrwR8TymKvlZIONor+qshg7hZwrk2/dfmjCXwcJlYeWYsknmEC2x1t8MzK9UqoihKkgUJQFkFnJgPM8uH3vaIExwrYXHHyIufPXGlB/u/25l6/fDHcPfdgKNpanawHY5ugs44NUBTRhfhhEk4DJ9YM3oMsUy4fwmn2eCWhwbu+0iVvI6d0G91GWuLnAkT2DahfrLEevjdnl6XfNkL4KFS+EqA5SSSEOr2SpbZRAs0N6pVRFGUFBAkhgHTZkPJEJYGn0fiRm7aYo6P/J5p/X08RkJrMVxeHTmNudsLDxVK3Ig1zj13lNFFoDD5zNroz/1ur1wv19QNjJk64pRr6agbut/ut7wEXwvOehE5E/ua9k3Mk/2a50NxQ39WzFgbTP8ivPakuFDDpeAH8kILPL8eNtRpQUBFUfpJuiABcDigajUsDuOX7jGk9Hxxo3k1FtZ9QipjjtTS4nVJvYWv7Ag/VlshNK6CgoKRHUvJXFpa4NurYUoJXLkiOmFi+CT7JlqhEMjT6+S68+6TcY66IdvrY6LFCyU5TLlORPhYW3/cyBVDuCL9VpEZNmisU3GuKMpAUkKQANxWA69PgjkhbmoPl0rvmItjaCA2FGtOhbveN2esx/tuyFeGmPuuWrgM+H6tOcdSMhfDgHs3wA8bohcmflEydwVcOEJrxI/nSn2SQGtgtDFdahVRFGUo4t7tN1p+tBYObpKVWCBP1EjmgZlixOcxx+3j5zOr4PdNsgIMxOOA93aqGFHMwWKBf1kOrx6Akknw87nwZM3g827APlaJudrbBH/sHP6x/W6ewABwnwd+u1r6zYTjqBsemAun7BSXpYoRRVHCkTKCxGKBlkYx6fr5/QYxGw9lCo6VwPLUZmCxSonsp1b3v2f44Mkq2GJifx1FgdiFib9z7t4msVQMh/1tkrLrd0v2GPBIhbhRwwWvOtdJzZ376ySdV100iqJEImUECUBeHtx8nbg5PA7pU3NtnfnHmZgH/zSM7qORuGxZf5lvgMcqoG6tZg8o8SOUMPntShHDwfhFyWs7hydK3FslhdfPjpWSWhwqNsVvFZl+TKwiedqGRlGUKEiZGBI/hgH5s328cczC116ymNKfI1EccYqL6dJFcN5huDcOYkpRwmEY8MN6+J8mqQUyZ3lo68UjFVKKPlrLo88DG2b3B4FHihtxroNDm8XaqUJEUZRYSCkLCciqb9WdMOcig3smw7YKsZakA2NtcPLbPt6t9/CjGKvIKspIsVjgrjvhwF64EmiZDU/XDraY3NAsnYKfqo1u3GyL1B7JtoSPGzniVKuIoigjI+UsJIH4fNDeDk2b4GW39K3JrYytnXm88brglXZ4eTP0GnDtP8A3qwxmzNFGNUpy8fnEYvKTTaEtJn5BcnVtdOP1GNBWPDCNuMeAXavhXYek8qoQURRluKS0IAnE64W2NvjvJjgBXLJEGvMNp7BZewXY50v57eHgcUDXVhEiZ1rh5oXwpcWQk0JCSVH8RBImT9WKtSRSpoyf4HojR5wSuP21RWKZURRFGQlpI0gCcbvl5vqLNimPnbMEZiyOvmfHA8UwpzJ0o69Q+Mtxv7oVXmqHGbmwaCGUlGh7dCV9CBQmn66WBnjZFglyfW1nZFESGDcSaBVpbVYhriiKOaRcDEk05OTAD9bCG4ckpXDCPrhnMrSXSnpijxF5f8M3tHgxfOBqgd+UQf3Z4NsEVfPh9UOwewcsX65iREkvrFZYUysxJpMPw33T4Ll6sTSeP19KzQdfOy2F8OqT8L8rRbB4HJLNUzgO9u5WMaIoinmkpYUkHO3t8LPN8EQnTC+BixaF7jFTP1napwe7e3yevpbpm+GICz5fAjdeJ5YQi4aEKKMMrxfWrIeH2+Gyajj1k/DyryQ9ONsidU3umQbnzIS8b8GrvwQ80gxPhYiiKGYzqgSJH8OQeJNNm2GfS1wzsyr7++CsOVVSGC1WqZngbhcRcsIHxUVw6yLtO6NkDoHCZNJ18Lc34cafibXx+SY46xJ493moXQFfK0/2bBVFGa2MSkESiNcrlpOGJnjXB9O/DI7vwVXL4VAnnALcXAJliyDXpMZ9ipKO+IXJL1oh+3TgY3DcC5dfKbEiWuRPUZR4MuoFSSAeD2z8MbzwgItrludSVKSmZ0UJxuuFO2rgj5tdlP1nLt/6ZrJnpChKJpBRgkRRFEVRlNQkLbNsFEVRFEUZXaggURRFURQl6aggURRFURQl6aggURRFURQl6aggURRFURQl6SRekHQ1MC+rko6EH3iUoH+/0Yn+X0eG/v0UJe1JkCDpomFeFlnzGmj4wXJmbGuiOJ5Ha5hHVkrenLpomCfz6mqYR+VwJjilmk31+1nT0EBlVhZZwxpESQ0Se12kLnpdKIoC9MbKtqW9kN9bf7C3t7d3W+9S6GXptr73l/ZuC7HLwfr8XpZu6922lN582VHeC7O9GQQea8A8Qh0zwtyDGem8ZX9iG2Pb0r59+veTz7ettz6f3qXx+iMq0RPv6yKB5+hw0OtCUZSRMiJBsm0pveTX9x786P3E3gQHcLC+Nz/c8bct7Z9nuN8nbe7y8Bry5nmwvjc/mu2U5BDv6yKZ5+hIrq1ho9eFomQaw3fZPFrJgo351G+qZspHb+5nzbwssrLEDN3V925HZd97gabUjsrQbpWOSrLmVVIZME5DZdCYgft2NTAvK4vKH7zErjDH63plf+Rjhpt7R2X/OFlZYkoe8bwDx+uiYd4CNgIbF2Qxr6EraNA+k35WFllTl3/0+Qa8759XuL+LWq4TS7yui3Dj/P927h85cRiMw/Cru2AKDyfQDXCaVLR0Tomb3CBdGm8Zd7SptolzgugEHgrMXbQFhjXEwSwYe2f4PaXBnyRGn9AfzE36aIe5pbwQkTNdOCFxJEkGdsbD6PCV2dLjyxTr3vnYbM+Eoywm99X1LGofDFxBuPT4PAaXsHrcxUx4/eHeLMuw6TNBQ3lBwtEXRLPjujN9w293kchjyH63VLyt3t/ilSy+cmIgzj1fi8Mabn7NSVzVljw+vE5KWV3Pov/x9zL36MZ50RCn8z7a4OrcUl6IyBkunJBY0nw7oMwPVi8Txvuxw7EqoVw5sCEBwOiBmYVifbziOVbFCUIsljAARmMmJ+7YDVxN5dl0yaJtNtJQ991qyhhDlAHFmtM1b6n3P8fjb1uCEFtdKlcOXEJgDCbK2iJIb3rKi1qczvtog85yS3khIidcfmQTLFimFpfM+bajWn9baMGtKAE2H7w7mIxbR7AzFKw3QLmqbdl2W97na4KL8/3K7VoXxdu1pdbOILRgq5Wg93hffzqj+XORnvScF1330a3b51ad8kJE4MrHfkeLJal1JD/t9e7fkxHtznvjnLdrn22cPm/LDQzmpdivkLoub/oYQxZhjOGlsO03XBQvILTNZ+UHbam1c7RYklKtBOtn8Sc+F+lPn3nRdR/tK7cOilReiAhgvPd+6EqIiIjIfdNfx/fukyfT9OSAyD1TXojcO+2QiIiIyOC0QyIiIiKD04REREREBqcJiYiIiAxOExIREREZnCYkIiIiMjhNSERERGRwmpCIiIjI4P4A9KvpfkQENaUAAAAASUVORK5CYII=)
A. Mọi khối đa diện đều có số mặt là những số chia hết cho 4.
B. Khối lập phương và khối bát diện đều có cùng số cạnh.
C. Khối tứ diện đều và khối bát diện đều có 1 tâm đối xứng.
D. Khối mười hai mặt đều và khối hai mươi mặt đều có cùng số đỉnh
Câu hỏi trên thuộc đề trắc nghiệm
Đề khảo sát chất lượng môn Toán 12 Trường THPT Đoàn Thượng - Hải Dương năm học 2017 - 2018