Archimedean Solid
Material: Play dough, plastic knife, digital Platonic solid figures (ref. below).[br][br]Instructions:[br][list=1][*]Form a tetrahedron, cube, and an octahedron using play dough.[/*][*]Cut off every vertex on each solid formed.[/*][*]Observe the changes that happened in each solid in terms of vertices, edges, and faces.[/*][/list][br][br]Concept focus:[br]The process of cutting off the vertices is called truncation.[br]When Platonic solids are truncated, they become truncated Platonic solids.[br][br]
The original tetrahedron has 4 vertices, 6 edges, and 4 triangular faces.[br]When every vertex is truncated...[br][br][b]Faces:[/b] The 4 original triangular faces become 4 hexagons, while the truncation process creates 4 new triangles at the corners, totaling 8 faces.[br][br][b]Vertices: [/b]Each of the 4 original vertices is replaced by 3 new ones, resulting in 12 vertices.[br][br][b]Edges:[/b] The 6 original edges are shortened, and 3 new edges are created at each of the 4 truncated corners, totaling 18 edges.[br][br]
The original cube has 8 vertices, 12 edges, and 6 square faces.[br]When every vertex is truncated...[br][br][b]Faces:[/b] The 6 original squares become 6 octagons, while the truncation process creates 8 new triangles at the corners, totaling 14 faces.[br][br][b]Vertices: [/b]Each of the 8 original vertices is replaced by 3 new ones, resulting in 24 vertices.[br][br][b]Edges:[/b] The 12 original edges are shortened, and 3 new edges are created at each of the 8 truncated corners, totaling 36 edges.[br][br]
The original octahedron has 6 vertices, 12 edges, and 8 triangular faces.[br]When every vertex is truncated...[br][br][b]Faces:[/b] The 8 original triangles become 8 hexagons, while the truncation process creates 6 new squares at the corners, totaling 14 faces.[br][br][b]Vertices: [/b]Each of the 6 original vertices is replaced by 4 new ones, resulting in 24 vertices.[br][br][b]Edges:[/b] The 12 original edges are shortened, and 4 new edges are created at each of the 6 truncated corners, totaling 36 edges.[br][br]
The original dodecahedron has...[br]When every vertex is truncated...
The original icosahedron has...[br]When every vertex is truncated...
Besides truncating a cube, the parent cube can be transformed through four different ways.[br][i]*The transformation can be observed using the applet below (credits to Roman Chijner).[/i][br][br][b]A. Midpoint truncation (rectification) of the cube - Cuboctahedron[/b][br]Cut off the corner exactly to the midpoint of each edge. The cube will now look like...[br][img]data:image/png;base64,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[/img][br][list][*]12 vertices[/*][*]24 edges[/*][*]14 faces (8 triangles, 6 squares)[/*][/list][br][b]B. Truncation of a cuboctahedron - Truncated Cuboctahedron / Great Rhombicuboctahedron[/b][br]Slightly truncate the vertices, edges, and faces simultaneously. The solid will now look like...[br][br][img]data:image/png;base64,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[/img][br][list][*]48 vertices[/*][*]72 edges.[/*][*]26 faces (6 octagons, 8 hexagons, and 12 squares)[/*][/list]
[b]C. Expansion of the cube - Rhombicuboctahedron / Small Rhombicuboctahedron[/b][br]Imagine pulling the 6 square faces of the cube outward from the center and filling the gaps (cantellate the cube).[br]Or truncate the truncated cuboctahedron exactly to the midpoint of each edge.[br]The solid will now look like...[br][img]data:image/png;base64,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[/img][br][list][*]24 vertices[/*][*]48 edges.[/*][*]26 faces (8 triangles and 18 squares)[/*][/list][br][b]D. Rotation & Snubbing of the cube - Snub Cube[/b][br]Pull and twist the faces of the cube. The gaps are then filled with equilateral triangles.[br]Or, twist the faces of the rhombicuboctahedron and fill the gaps with triangles. The solid will now look like...[br][img]data:image/png;base64,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[/img][br][list][*]24 vertices[/*][*]60 edges.[/*][*]38 faces (32 triangles and 6 squares)[/*][/list][br]Note (ref. applet below):[br]Move the slider 't' to observe the transformation from a cube into a cuboctahedron. To form a snub cube, move the slider 'a' until the faces are twisted and gaps are filled.
Start with a Dodecahedron (12 pentagons) or an Icosahedron (20 triangles) as the parent.[br]Since the Dodecahedron and Icosahedron are duals, performing the following transformations to either one results in the exact same result.[br][i]*The transformation can be observed using the applet below (credits to Roman Chijner).[/i][br][br][b]A. Midpoint truncation (rectification) of the dodecahedron- Icosidodecahedron [/b][br]Cut off the corner exactly to the midpoint of each edge. The cube will now look like...[br][img]data:image/png;base64,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[/img][br][list][*]30 vertices[/*][*]60 edges[/*][*]32 faces (20 triangles, 12 pentagons)[/*][/list][br][b]B. Truncation of a icosidodecahedron - Truncated Icosidodecahedron / Great Rhombicosidodecahedron[/b][br]Slightly truncate the vertices, edges, and faces simultaneously. The solid will now look like...[br][img]data:image/jpeg;base64,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[/img][br][list][*]120 vertices[/*][*]180 edges[/*][*]62 faces (30 squares, 20 hexagons, 12 decagons)[/*][/list][br][b]C. Expansion of the cube - Rhombicosidodecahedron / Small Rhombicosidodecahedron [/b][br]Imagine pulling the faces of the dodecahedron outward from the center and filling the gaps (cantellate the parent).[br]Or truncate the truncated Icosidodecahedron exactly to the midpoint of each edge.[br]The solid will now look like...[br][img]data:image/jpeg;base64,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[/img][br][list][*]60 vertices[/*][*]120 edges[/*][*]62 faces (20 triangles, 30 squares, 12 pentagons)[/*][/list][br][b]D. Rotation & Snubbing of the dodecahedron - Snub Dodecahedron[/b][br]Pull and twist the faces of the dodecahedron. The gaps are then filled with equilateral triangles.[br]Or, twist the faces of the rhombicuboctahedron and fill the gaps with triangles. The solid will now look like...[br][img]data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxASEhUSExMWFRUXFxYVFxgYGBUWGBcYFRYXGhcVGB0ZHSggGBomHRUYITEiJSkrLi4uGCAzODMtNyguLisBCgoKDg0OGxAQGy8lICUtLS0wLS0tLS0tMi0tLy0tLS0tLS8tLS0vLS01LS0vLS0tLS0tLS0tKy0tLS8uLS0tLf/AABEIAOEA4QMBEQACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAAAQQFBgcCAwj/xABFEAACAAMFBAcEBwUGBwAAAAABAgADEQQFEiExBkFRYQcTIjJxgZFCUqGxFCNicoKSwTOiwtHhU2OTstLwNENEc4Oj4v/EABwBAQABBQEBAAAAAAAAAAAAAAABAgMEBQYHCP/EAEERAAIBAgMECAUCAwYGAwEAAAABAgMRBCExBRJBUQYTImFxgZGhMrHB0fBS4RQzQgcjYpKi8RU0Q3Ky0iXC4iT/2gAMAwEAAhEDEQA/ANsgAgAgAgAgAgAgAgApACMQNcvHKAPE2uV/aJ+Zf5wB4T73s6d6Yo8a0+UCVFvREXP23u1f+qlHwmJX0LCI3o8y6sPVf9L9CNl9J12EsDMIoSK5EEbjUGKY1E7lTwlb9LHUvpDuo/8AUqPGKt6PMp/h6v6X6DqTtrdjd21Sz+b+UTdcyl0qi1i/RjuXtHYm0tEv1/nAo3WuA4W97MdJ8r86fzibMg7a8ZABYzpYAFScaUA4k1yiHlmwOJbhgGUggioINQQdCDviE01dA6iQEAEAEAEAEAEAEAEAEAEAEAEAEAEAEARd933Lswz7UwgkJUDIe05OSIN7HyrB2Su9AZDtDf0+fP66XOdGAIxLkrDLLA1RgFMgc8yTmaDUVNoWqXglbTP8yLijlYgrZbLwbMWuZ+FjK+CZGK1tCMviTXg7l+nU3P6YvxRDW02xspkycw+0zuPgTF2NSFTKM7+ORnU8bRWsLeFmNmuicAGKqAeLy1NRTIgsCDQg+YhFOTaS0/PPyMr+NofqEF1TTpg/xJX+qK3Tkh/HUP1ez+x2Llnn2V/PL/1RTu24r1Q/jqH6vZ/Y7Fw2n3B+ZP8AVEZc16r7j+Oofq9n9jsbOWr3PiP0iLw/UvVEfx9Hm/RnY2YtXuH0Y/IRG/T/AFx/zIj/AIhR7/Q7TZi1jRWHgs39FiOtpL/qR/zIh4+i+D9CYuHZu0O31jMUBoUrMqxG6jAVz3RNSrUhBypxcssms18+HuYWJxNOot2CtzyzNEua/Z1noo7cv3CdPun2fly3xrMJtiUHuV158V4r8fiYUqd80Xm672k2gVltmNVOTL4jhzGUdFCcZx3oO65llqw+ioBABABABABABABABABABABABABAFN2m21WW5s9lwzJwFXcn6qQvvzDv5DOpoADnSXaMd6TsgZteV5NMJGJmBNXdu9NYaFuCjcu7fU5xocXjHWe7HKJdjGwxRCdBX/evhGLTpTqO0FcqbsO5FhJ/pp+bTzAaK5Ro0f5srvlHN+b0RGb0JGy2Ba0LBRQszaBEUEvMJ1oFByrQ5ZZxewNWpia6pUI7q42zk+6/f3ESSSuynPttOFqadLqsnJEle7KQYUH3qCp3Ekx6XiujeHxGEVGaW9bXm/zRrNexhxrNSuaZs/tDKtaAo3a3jfXhyPL5x47trYFfZtR3V48+Xj3d6yfc8jYU6qmiYqY0JdCACIAQA3tk1hRE775LvpxfwFfMkDfGw2dg1iKt5u0I5yfcvv8AmhROVkPJtxymkdSQNDmc8zrXeQd/rrnFxdIK0Mb/ABFP4FZKPDdWi5X4+OWmRHVLdszNL5vO23dNwTh9IkE0UufrF+x1gzJA0xVBGYGtPVcLs7ZfSDDKtT7M7Z2+3DwvZPhpfClOdJ2ehJ3NtPZZzKZc0yZo0WYQjA/Zfut6gnhHP4roztLZknUodqPqvP7u3cXY1oTyZod07VUIl2kYT79KD8a7vEZchFGHx0akurmt2fJ/R/nmHG2aLSjggEEEHMEZgjiDvjOKTqACACACACACACACACACAPO0T0RS7sFUZknICAMm2l2+m253s13sJchf29qOirpRfeJ3KNedcq5btKO/UGuhWllgIJUlSsqparGrzX3zZh9t+QrhGQ3k6TETrYp73wwXPJFxJRHEm7+PxqB6DM+q+EYMq+Gpadt+kfuyqzY+l2dRur6UrxoMgedKxiVsdWqrdvZclkvzxKlFI9owyor+3F69TIEhT9ZaAHfisgGqL4zGGM/ZVOMepdD9kdVDr6iz+v7L3b5GFiKl8kZ5HemIObuvCZIcPLah+B5HjGJjMFRxdPcqrz5fnFaMqjJxd0a1sntjLtICOcMwag/PmOfrxjxvpD0SrYOTqUVePJfT/wBdeV0bGlXUsmW2OIMkIASY4UFiaAAkngBqYqhCU5KMVdvJEHdyWUkme4ozZKD7KjQeO88yeAjZ7UqxwlFYCm89aj5vhHwX243KYLee8/Il454ukVtDcku1SmR1BJFPHlXca5g7j5g73YO3K2y8QpxfZvmvqvquKy5NWqtNTVjAdorkmWSaZbg0zwNSlQNRyYaEfoRH0VszaVHH0FWpP8+z4fdM1M4ODsz1ujai1Weiq+OWP+XM7S+W9PFSIxtobBwWNi1Ugr81+e+veTCrKOhoWyvSXLQgEmTXVHq8kk6kMO1LPkeZMcxX6O4vDfy31kf9S+/hm+9F5Voy1yNaue+pNpUFDmRWlQa8SrLk45g+NI1MotOzLhJRACACACACACACACAIXaPamx2FSbROVWpiVKjGwz7q6nQ+kFZuwML2r2ytF6TCrs1nsa6hRUmuQxZgVOfx8BU6iprsq7uu5IqjBydiZsMmV1SS5YVZS5hVzqx1dq6sRvINNxAjR7R2jOFTd3M+cs/NLTzzKoRyHaIBprx1J8SczGiq16lV3qSbLqSWh3FkkWABnlqrTJv7KWpmTKZEqKAIPtOxCD73KNzsPZ8sZioxSyT9/wBtX4FupPdiZRfF4zLTOmT5nedixpoBoFHBQAABwAj3ChRjRpxpx0RrG7u4zi8QEAdypjKQykgg1BGRBiirShVg4TV0yU7aGk7G7c1pJtGR0Dbj/I8tOFNI8w6TdDtcRhvzx/8Ab15mbRxHBmhy3DAEGoO+PLqtKdKbhNWa4Ganc8VldfNwewhBc8WFCF8sj44eBjb4PdwOHeNn8Typrv4y8F+aool2nu+pYAKZCOanKU5OUndvNl4IpAQBAbXbNy7ZKZSO1rlrUDJh9ofEZHdTq+i/SSrsqulJ9h+37Pjy1WetitRU0YHe92zLPNMqYMxmDuZTow5f1G6PoTCYqniqSq03k/z89TUyi4uzGUZJBaej6VPmWkS0mOqHOYAThI4EaGOT6XV8Ph8E6lSKcuHB2XC/e7LzMjDpuWR9J3VPxyl4qAprrUClfPWOOw9WFWlGcHk1l+c+ZfkrPMeReICACACACACAOZjhQWJoACSToAMyYA+d+kC+Db7ccIFEqikgZAa1PAUz54uMYtRuc9yJUiq3haQaS07i7/ebe5/TlFMmrbsdDe4PDdVHel8T9u49LqveZIORqu9f5RRNQqR3KiuvdeBGIwSn2oZP2ZerrvWXPWqnPeI0WM2fOh245x58vE1bTi92SsyQjXACaCpiYxcmktWQVTpDvMoFsS5MCJto++R9XJ/ArVP2nbhHsPRXZSwuHVSWr/G/PRdy7zArzu7FHjrTHCACAOkQsaAEngBUxEpKKvJ2JHy3LaN6YK/2hWXXwxkV8owau1cHT1mn4Z/K5UqcnwL9szNvKQmEqZgOS9mZrhJpicKjmi5drdmaR5tt+lsvHzth/jWdrpWV89G3bua8DNo78dS3XPtVYZaBKuDvJVjU1zYkCmdSdd5jldo7LxOOlGcJRUUklC7y7tPtw5GfLDVqN1OnJd+6ycst/WSZkk+WTwxCvpGkq7Cx9PWm34NP5O5aVWD4kgrqdCD4EGNdVw9al/Mg14pr5laaeh1SLJIUiQVLbvZNLXLLAUcVIO8He3MH2h5jMZ930P6Uz2fVVCq+w8l9vs+GmjyxcRRU1dGFW2yPKdpbijKaEfIjiCM68496o1YVoKpB3TNW1Z2Zq/RPdHVyGnsM5hoPuj/fxjxj+0DanXYhYeLyXyWXu7+iNjhYWVzR7rtPVzM+62R5Hcf0jSdG8dZvDSffH6r6+pdrR4ljjrjHCACACACACAKF0sbS/RrP1Ms/WzcstQN38/IA96KKk91Zakow62P1SmUO+37Q8B/Zj9efhGPbcW7x4/Y2mBw1/wC9l5fcjYtm3CAPSz2hkbEpoYqjJx0LVahCsrSLpcW0izKJMybjuMa3FbMjU7dDJ/p+32NNWozovtZrmT9ptySJb2lwGWVTAp0mTmr1UvmKgu32UPGMno3smWJxN5KyXtzflp4vuMWtPdiZi122uczTWluS5Ls7jCCWNSxZqDU8Y9aljcJQiouaVsrJ39lcwN2T4EhYNj7TNpShB9wPN/elqU9WEanFdKtn4e+9L1svm7+xcjQmyxWHoxnN3g342lyh+71p9QI5rF/2iYaGVJX8m/nur5l6OEfEsdh6NJK5sU8kLn1mMVP5I5rFf2g4uplTTXml8lf/AFF6OFitSwWPZKySwBR2puLFFPikrCh9I5vE9JdoV3dzt4K/u7svKjFErY7ukSf2UqXL+6qqfMgZxqK2Mr1v5k2/FsrUUtCB2xt2FXAOYHVD784Vf0lA58Zgjp9g0Oqws671m91eC19X8jY7Iw/X4yN9Idp+WnvbyuUEiNid4cMgOorFSnKOjLVShSq/zIp+KTO5TsncZk+6zL/lIi6sVVXEwKmxMDU1p28G18nYf2faC2J3Z704HCR5kivxi1NUan8ylF+WfqYU+jVB/BOS9Gvl9STs+3FrXvCW/kVPrU/KMSezNnT/AOm4+En9cjCn0cxC+Con4pr5XJKz9II/5kgj7jA/5qRiT6PYWX8uq1/3K/ysYVTY+Ph/QpeDX1syt7YrYLbR0JlzARSqtoWFUqBQjMkCtQdK1oOx2JtXFbLw8qc5qorZW15J2fFeOa10uajE4CrF3qQce9p29TQ7rsyy5MtF7oUU9I822rXnWxc5zTWeSetuHtmVwVlYcMIxKVWVKanB5p3RU1csN02rGmfeXI/oY9NwmJjiaMasePs+KMOUbOw9jJKQgAgAgDwttqWVLaY3dUVPPgBzJoPOAPnPau/Wnz3tLGrMSJI3BdOt+FF30A4AxYlKz3vT7mZhMN1ss9Fr9ipExjs36VtAgSEAECRRBdxTJJq0tDV7iu4S5csTy7ITqrFCHoqHEUoxBZSQa51pvFcatVfWVMPh52q5PPNPjbPJP9uRzcmm72yLlZLpsqnGkqXUjv4QzEfeNT8Y4nE47GSk4VZyutVe3ssi8ox4IkI15UKIAIAWIAk2YFUs2QUFj4AVMVU4SqSUI6t2Xixexmu01pLTAh1UF2/7k2jMPALgX8Jj0SdONGMaEdIJLz4vzOs6PYfcw7qvWb9lkvr7ENFo34hECRKRAEgSJAkSABXwkNwIPpFVOe5NS5FjF0OvoTpfqTXnw9zU7JZn6pJ8jtBhV5Vci3tNKJyU1r2dDy36jaOIpPFTwuM0veFRapPNJ84q9ua915lBPdvH0HFmtCzBVTyINQVI1VgcweRjSYzBVMLJKWaeaks01zTLkZJjywWjq3B3HJvDj5RuejuO6uq6EnlLT/u/f5pFurG6uWWO2MYWACACAMz6XNolRPo4PZ9sA5sSP2foc/vHQqIplZRzLtGlKrPdiYfaZ7TGLNqfQDcBwAjElJyd2dHSpxpxUYnnFJcCACAAQJJLZ6zGZaEAFaHF4lc1B5FsK+cV07b13oszFxtTcovvy9TbZdnUIJZFVChaHOopTPjWOBr4iVSvKsnZt3Xdy9DUJWVjzsVoazsEYky2PZY5kH3TxPz8R2tpUhHa1O6yrxXgppfVfmXw0LsPuJ8HeI5mUXF2epeFikCwAsQCMv60qqANpm7/AHJQxMBzJwr+KN/0dwyniXWlpBX83p9X5BU5VZxpR1k0jMp0xnZnbNmJZvFjU/Ex0bbk7s9HpwjTgoR0SSXgjiIKxIEiQAhEQSJAk5gSIYA03o6tmOzYDrLankdPiCfONH0lpXVKuuK3X5aeuZ55j6PU4yrDhe68JZ+2hM3hdgc9YhwTaUxUqGA9mYPaHPUbuEajA7TlQj1NVb9J6xfzi+D/ADvMOUL5rUYybQS3VzFwTAM1OYI95D7S/wCyBGZXwSjBYnCS3qfP+qL5SXDx09r0qXCWpZbmtOJMJ1X4jcY7jZ2MWLw8anHR+K1+/gzFnHddiQjOKQgCN2hvQ2aQ00IXIKqozpichVrTOlSPWKZSaV0r+BKVz5hv29XtM1nYk5kiupJNSx5k5xjVJ7zOhwuHVGHe9SPigyQiCQgAgSAgC7dGlgxTDMI0PwShI/M0s/hMYm0a3U4OcuMuyvPX2uarHzvOMOWZp8cMYpxNlKwKsKg5ERVTqSpyU4OzWjIaued32xpLCVMNVPcc795B+1x46j2gN3Xow2rSdakrVortR/Uua7/9uV7ae47PQnY5cvCwAsQClbYW2uJR7TdWPuSTVvWYRnwQx3OzKH8PgYp6z7T8OHtZ+bNzsCh1mIlWekFZeL/a/qipxkHYCUgBIEiGBIhgDkxBIhgSJAktnRvbMNoaWdHU08RnX0X4xjbTo9ds+pHjFqS+T9jkekdHdrU6y4pxflmvm/Q0oxwJoRtbrEk1cLjTNSMmU+8p3GMvB4ythanWUnZ8eTXJriimUVLJkdZ7TMs0xetzWtBMGQYH2XHst8Du4R2mxMVh6tRuh2XL4qff+qHdzXBeCvj1ItLP1LbKmKwDKQwOhBqDHTp3LB3AFX6RbUJdlX7Vos6+kwN/BErUHzdeErDNmL7ruPRiIwZanUU3eCfceEUlYQJCACBIQBr+wVg6qzgkZmg+bN5hnK/gEaDpDWzhRXBXfi/z3NBOfWVJT7/kWaOaAQBxPkq6lWFQfIgjMEHcQcwYuUa06M1UpuzRDV1ZiXZbWlt1M0/cfQMB8iN43ajI5bXF4aG0abxWHVqi+OC4/wCKP1++tEXuuzJuOaLp42+eZctmGtKKOLMaKPUiMrA4Z4nEQori8/DV+xEpbquZrfM0NNIBqqAS1PHBXEedWLHzjvq8lKeWiyXkdtsjDdRhIxer7T8X+1kMSIsmzOYgCGBIkCRIEnJgSJEEiGAHdy2rqp8uZwYV5ioy8yBF6goyk4S0knF+Zp9vUeswUmtYtS9NfZs2oGukebVabpTlCWqbXpkcWndXEMUAgtsL1Sz2dy+hU10rgFAaV3kkIObDgY6XorsiptHHwUdItPz4fd9yZZrVFCJJ7CTw9jSgAoTUCurUfKu7tUA4CPQZUo0pOMeb+Zi3vmywxAM66abVgs9nXjPD/wCHT/XFM3Zea+ZKMU2iTDarQP72YfIuSPgYxZ/EzpMO70o+CI+KC8ECQgAgSO7rs4mTUU5itW+6oxN50BiunHekkWMTU6ulKRuN3yCktFOoHapvY5sfUmOF2hiOvxM6nBvLwWSNLBWVhzGEVBACiIB52mzq64T4gjVSNGHAxfw+IqYeoqlN2a/LPuIaTVmdXVb2Vuom94DstoGXSo+ApuJpoVJ2OPwdPGUnjMKs/wCuHJ813f78yiMnF7rPLae24Blqi4/xt2JXoSzEfZi/0cobsamKfDsrxeb+nqzMwmH/AIjEwpPS934L76FAAjcHf3EgSIYEnMQSIYAQwJOYEiGIJEgScnlrqPERKbTuimpCNSDhLRpp+DyNi2ZtYm2WU32Qp/DkK+IofOOU6RUFTx0pLSaUl56+6Z5pGMoXhLWLafkSMxwoLMaAAkk6ADMmNJCMpyUYq7eSJZhnSjtEZ04yRkAQzjgQDgln7oJJ+07DcI+iuhOwo7PwanJdqX439F3LvNTiau9KxqXRdaaysPvS0mDyLI38Mc5Xl/8A1Vocpv0/Ll5fCi9RQDIOnmf2rNL4K7fmIH8EWMQ7RXiSjNdrP+LmHj1bfmlo36xRV+NnQYJ3oRIiLRlhABABAktfR7YOsn4iMgQPTtk/uKp/7kWsVW6jDVKnG1l4vI1m0J33afmazHAmGLEABACiIB5zbQi95gOW/wBNYyKGEr1/5UG/BZeuhS5JalfvvaWxhaF+0DVSCKhuI1z1BBGYJBjqNj9H9pKsqlPLmleWXJ2yt5lmpVhazIg3nNtCDGCGYlwCD9YEQDsbjgBaq1LUNTvpnuhOnvUoxSjF3stc29c35aclkjebCxNCnWe+7Skkk3p3rzy9BrGOdmIYA5gSIYgkSBJzAkQwJEMAcmIJEMCTQejS2VlzJR9lsQ88j6dn1jU9IqW/haVb9LcX55r5e5wm16PVY6fKSUvo/dM9ekPaAWaQ1KVyy4ua9WnhUFyOCU9qMzoLsF47FqtNdmP435aLvfcaXE1d2NjAJ0xmYsxJYkkk6kk1JMfQkYqKUY6I1JuPRjaMKWQ+8jSz+KpHxAjyDHz3NtV6fPP0k/uzYR/lpmpxcIML6bZ+K3KvuSlX1Jb+KMXEvQqRStpx9ZLf35Ehv/Wq/wAMKvxXN5gHeilyuREWjOCACACBJqfRxYMEnGdSPi9GPkV6r0MaXpBW3adOiuPafyX19DRV579aT5ZehcSd8cslfJFIztN6yZYqzj1FPU5fGNlQ2PjK2kGl35fPP0RQ6kUV28dv7NLyU4jyq3rpT1MdRgeguKrWdS9u5W95fSJYliYrQqt5dIc96iWMI5nT0oCPER2OB6C4WjnUtf8Aze7y9ImPLEyehW7ZfVom96YacBkPIDSOpobHwdHSF/HP209iy6kmNbJL6yYqk95gCfE5mMvE1FQoSmuCdvoUpXZ9BXPccqbd8mVNUjEOuqDR5cyYTMxIwzVlLa8o+cNo7Sq0tpzrUpfC93uaWTT5q9/obeEE4WZUr3uqbJmCXMoWb9m4FFn8gBkk7imjarwjpMLiqWPp9ZRykvijy71zX5qdBsza7p2o4l5cJfR/fhxyzUbEnVHJgSIYA5MQSIYEiQJEgScmBIkQSText5dRaKnMMrLQasaEhRzJC+kU16Ua+FqUZSUb2ab0TTOY6SUXanWS0bj6q69LP1Kdt7fZtNoIDYklkio0Zz33HLIKPsosev8ARvZMNnYKMIrNpenDz4vvbOArVHORWTG/LRsOwaF5FnQEgl0UEarmpqOYrHjO3qTfSB2yyfyl9zY0n/dGzVjJKT516VJ+O85/Iqv5UVf4Yw8S+0ipEBtFmtlPGzKPyzJq/pE1OHgjdbOf90/H7EPFs2AQB6JZ3Oin9IrVOT0RZniKUPikhzIu5iRU0FRWlWIFczllETi4LNq/BXzZiz2jT0jd/Iu9t2qNjly0WU1HBdSQoBqa4a1YVWoWmRFByjNwvReO1J9fUfJNX08kr+rRpJVtzIqt4bZ2ubowTwqSPAtUjyjrsF0VwWG4ei3f39zHlXkyDtFqmTDV3ZjzJMb6jhaNH+XBLyz9dS05N6njGQUhEgIAltlrGZ1oVBXOi5f3hEuvljr5RoukeJVDAyb4/Jdp/Iu0leR9KqoAoNBkPAR8zzm5ycpat39Tco8LwsMqfLaVNUOjag/AjgRuI0i5h8RUw9RVKTs1+encQ0mrMzy/rmmWdgHOJWNJc45YydJc46LN4Po++ja91gcfT2jC8ezUWsefevzLjzNrs3assM1SrO8OD4x/b5cORDspGRFCMiDkQRqDwMXtDsE01daHJiCoQwJOYgkQwAhgScwJHt13RNtDAIMq0xUy5094/AbyIr3Ixg6lV7sVxf0NTtDbFHC9hdqfJcPF8PDX5lnvDZmXJlyZPtz58tGORbClZjZkcE0GXjrGFS2vTrKsqMOxCDd3rKWVvBa9/hocbjMVXxM1OrLjkuC8F+d5Q9v9lGku09FotazFGiljlNThLY7vZbLSkep9E+klLaVBU27SWXpwf0fFd6Zpq9FwdykmOyMc2PokONLPymv+5L/+Y8q29TttyT/wf+v3M6k/7o2OMck+X9snn/TZ7TpRlu0x3wkq1AXbeNd48oxKsFJ3k7FQTbM8+RIoppLDoWGebOXCmtACAeJ1imU4qN5uyWV9bmZh8T1KaSvc5lXGN/xNfgKfOMeWNoR+FN+xXLG15aWX53j6TdiL/QAf1+MWJbRn/QkjGlKc/ik2OUsyD2R55n4xizxVafxSZSkjqeCVIGug8axcwMd7ERIloWC97BLmq6MuJCSSBqCK0dDucfHQxe2Xt2pgsU3fstv3fyfFcNVmJ0lKJmF93Q9mfC3aVqlHGjgfJhvXdzBBPsWAx9LGUt+n5rl+3J8TXzg4uzI+M4oCACACJBfeiOw47UrblLP/AIa0p+aah/DHnX9oOM6vCdWuX/k7fJMy8JG8rm3R4abMWAPO02dJiNLdQyMKMpFQQdxiunUnTmpwdmtGg1cz3aK4ms2ZJaRkEmnMytwlzzvTcs32cg2VCO42dtOG0FuTtGqvSXh393plpn7O2nPBvcnnT94+Hd3fjg5iFSVIoRqIy2mnZnZ06kakVODunoziILhyYgkSBIiqSQACScgBmT4RVGLk7It1a0KUHOo7JcWWnZ/ZBplHm5Lw3edO95ZczpGNjdoYbAZT7dT9K4f9z/PDicpjtuVK94Yfsx/Vxfhy+fhoX+x2NJS4UFNBzy+Q5DKOMx20a+MnvVX4JaLwX11NLGKjoQl7kPb7Mn9nLnzvM4ZQ/wA7fGNhg11ezK8/1ShH07TKJZzSHF52FZyFTStCASKjtCjKw9pCMiN/IgEWdmbRq4Cuq1N+K5/vyfBkzgpKzMN2z2aayTMSgiUzUoTUy2pXqyd4pmrbxzBj6L6P7dpbUw6nF9q2f+3Pmufc0airScGaB0ICoUe71retF/WOZ6Q0/wD5KU/8K+n2L9J9g2KNQVmOdN1z4Zku0qO8MLeIoK8gOz5uYx8RG8bkooN03utnUdZnKdxLmgahWUlXH2lK1HiRviqhSVejKDDdmT1pklGw1B0II0ZTmrDiCM456tSlSm4SLydzziyBRAHdnWsyUOM2WD4YhWM7Z+VVy5JsploWQRzxdGN53ek1GRlxKcyNCCNHQ7nHxzBrUg77Ym26uAqrPs/L9nxXDVZlupTUkZnfN0vZ3wntKalHAoGA+TCoqN3MEE+0YDH0sZSVSm/Fcv25Pia6UXF2YwjOKAgAiQbJ0N2HDKmTOSp5tV29VMr0jxH+0PGdZiFTXN/6Vb5tmywkbK5o8ebGYEALACOoIIIBBFCDmCDqCN4gpOLTWoKDtHs59HGNATZxwBZrMOFBm9n5ZlNRUVEdtsza8MYlRxDtU4S4S7n3/Phnk8vA4+pgpZZweq5d6/M+PNVybLKmh4Aggggg5hlIyZSNCI2MouLsztaFenXgqlN3TPOKS8Oruu2bPYKgPjT1px+Q3kRcUFGDqVHuxXFmqx+16OF7C7U+S+r4fP5mgXDstKkjE4xMda5+vHwGXjrHN7Q6QuzpYPsrjL+p+HL5+ByeIxFbFT36zvyXBeRYo5dtt3ZbCIBW5Jx2+0tulypEoeLY3YfFI39a1PZdCH6pTl6dktLObJQxqCsi79ulLRLZWUNUYSDkHXXCTuIOat7Jz0JB3uwttVdl4hVIvs3zX1X1XFZPut1aamrEd0T3ObNNnoalQvYYihIZzUEbmWlCNx5ER6ftDaFPHVI14P4or2vp3aeueZhQg4qxpcYJUVvpAukWmxTU3qMY5U1J5DvfhERKO8mgfNtqQ9TOUjMBWpvBVwD6BjFGz3abRMtCY2LvTr5f0Rz9ZLBMgnVlzLSfEZsvmInamC6yO/HVCErZEuI5YvCxAPe7hWfLH3z+VGIjMw2VKrL/AAtepD1RPxoC4LEAYXrdyTUZWXEp1GhqNHU7nFfPMZgkHoNh7bq4Cqs+z8u59z9tVmW6lNSRml8XU9neh7SmpRwKBgNfBhUVXdXeCCfaMBj6WMpb9PzXL9uT4mulFxdmMIzSgWWhJAGpIA8TFM5qEXJ6JX9CT6H2CsYlWKXT2iz/AIa4U/cVY+bOk+JdfaEr8El5vtP5m4oq0CxRzxdFgAgBYAWIBQdqrllSKujKJRNWlAjFJLHOZJBPcJzaWaDetDHcbGx1bF0+qrxbtpUs7ZcJP68eOeZewmNqYKpvQzT1jz+z7/pkN9m9nDafrCymXXUEEZbsjmeWQHPSL2J2jh8HTU5pyk72ja2nFt8PyxssbtqrW7FDsri+Ply+fejQrBYJclcKCnE7zT9OQyEcbjtpV8bPeqvLglovBfXU00YqI5jAKggAgCsbPHEbTN/tLTNp4S8MoD/1mOh2v2FQo/ppx9XmyzT4vvJaNOXBvbbWkpGd2CqoLMx0AG8011AAGZJAGZjYbO2fPGVd1ZRWr5L7vghm2oxV29Ed7AsLQjW4y8HWkpKr3upQ0DORqzMCeAAUDIZ+jYfD06NOMaaskrLzz9+JiVU4zcb3zLZF8tnLKCCCKg5EcQdRAHzftndBs9stEn31mYeeJTQnxIxfiEW6fYr35kvQzyzzmRldCVZSGUjUEGoIjcNXVi2adZLctqki0qADXDOUexMpqPstqOdRHKbTwbpT31oy/CV0EakrHlzis4/ZlsfVlX9Yyk93B1Xz3V7kf1Im40RcFgBYgEfet2pNRlZcQPeXQ1Gjqdzipz5kGoJB6DYe3KuAqrPs/Lufd8tUWqlNSRml8XU9neh7SmpR6UDAajkwqKrurvBBPtGAx9LGUt+HmuX7cnxNfKLi7M5uWSXnIAKkGo+8BVR5tQecWdsVurwc3zy9dfa4pq8j6WsVnEqWktdEVUHgoA/SPmXF1uvrzq/qbfubqKsrHtGMSLADC3X3ZpIrMmqNwzGZ4cK8o2eG2PjcRnCm7c3kvfXyuUOpFcSObaCdM/4ezORueb9UvmGoxHNQ0Zy2ThKH/NV1f9MM368PNFO/J6I8mslsm/trTgHuSQPMF2HaH4RFSx+Bw/8Ay1BN/qnn7fZojdk9WRm0F2WaRIJCAu5EtXmEzGXF3iCxOEYQdKRsNk4zGbQxsISk7LOyyWWiy1za1uUzjGMTNrh20n2Sezy/2bMT1Z0Ck5AeAp6R69tTonhcZhlSUVdJeDfPufevMwIYiUZXNs2Y2ps9tQNLYBt6HUfzjw3bfRvE7Mm7puK9V493+JZPu0NlTrKaJ2OcLwQB5WmaERnOiqWPkK/pF6hS62rGmuLS9XYhuyuV7ZWXhscjiyCYfGaTMPxeNvtupv4+pbg7eit9C3TXZRI2icqKWYgAAkkmgAGZYncBvMY+BwVTF1VTh5vglzZU2ZFtRf8AMvGelmkV6szFRBoZjscImMNwFTRdwrvJJ73DYenRjGhSXZXq3xbNrCj/AAlCVafx29L6L7m/3bYkkSpclO7LRUHgopWNoc4OYAIAy3pjuqjSLUBowV/AkKSeZqg8FMUyWafJ/MlHz5aJWBmX3SV9DSNsndFsldl76NlnYmBaU4wTV95CdR9pdQeI5xZr0Y1YOLJTsX+0yQpFCGVgGRhoyNmrD/fGOLxFB0ajgzITuOrjHamHgqL+Ylv4RE13u4Hxn9AviJaNIXBYAWIAsAR17Xak1GBXED3l0NRo6nc4qc99SDUEg9DsPblTAVVn2fzJ93y1RaqU1JEDsZcBl25A5Bl4lZX0BVCZlTXusDLUEbsQ1BBPbdJ9rxr7M3qOrTy1adrLx+LLmY9GnaeZrFt2is0s4S+J9yICzHwAzbyrHkNDYOMqLelHcXOTt7a+xnurFDRr2tcz9lZ8A96c2HLiFALV5FRGQsFszD/zqrqPlBZevHyaI3pvRWPJrqnTf+ItLsPdljql+ZYHmpWK1tenQywlGMO99qXr/uRuN/Ex5Y7rkSjVJaht7aufFjVj5mNdiMficR/Nm33cPRZFailoO4wyQgCgdKN5YVwA6JT8U7Kh/wDGrHzj0z+zzZ/WV3Xa4/8Aj+7XoYeLnZWMlj2o1w6u68JshxMlMVYcIwsbgKGMhuVV4PivzloVRm4vI2bYnpGl2ikq0EJN0xbmjxTpN0Hq4WTq4ZZcuD8OT/wvLk8rGyo4lSyZoAMebyi4txkrNGYQ22M0rYp+HvMnVr96YQg+LRtdhU1PaFK+id/8qb+hbqu0GeqqJahRooCjQZKOeQyFa6AAmKadGrjcS1TWcm34XerF1FGTbe7W/SGMiS31IPaYV+tYaf8AjB0G89o7gO3w2Fp4Sl1VPzfN/bkv9zdYDBuH97U+LguX7kn0PbMzZlpS2so6mUWALVqzlSBhFM6VrXLUaxsKEJLtGHtbExl/dLhm/sbjGUaQIAIAhdsbsFosk2WdcJYcRQGtOeEsB4wB8oX7Lw2iZzOL84DH5xsabvFFLGEXCC77DXr1q/Qph7WbWcn3jm0k8m1HPxjVbTwfXQ3o6orhKxb7jWizDxcD8i//AHHMY97uFpR5uT9C9HVkjGnLhw1oQe0PLP5Rk08FiKnwwfp9SHJIZz76kJq49R8tfhGZDY1d/G1Hxf2uTG8vhTfgiNtG1skd3PwBPzpGTDZFGPx1G/BW+dzIjg8RL+m3iyNtG17nur6n+Qr8YyoYPCQ0hfxf00MiOy6j+KaXgv8AYaWLaSYs0u6hlbvJidcQqD3lOL2fDM1BqQbyUd9SWVlbLLn9/WxcqbL7FoSz7zV9mbfY50vFZgqD2kACspPvAa/e0PjUDldsYDE031kpucODbvbxXD5eGhrUt17slZ8iYjQlQsAEALABEAxDb68etm5aMWmeVcEsHmFSv4o+hOhez/4XAptZ5L6v3b9DVYme9IqsdiY4QAqsRmMjFM4RnFxkrp8GE7GibEdI8yRSTaDjl6Bt6x5v0m6D0sUnVw6z9X/+l/qXBszKOJayZol/2+XaEsolsGWZaZRyzJEqs0inHsDKPNdl7LxWFxFZSj2lTko8m3ZKz/LcbGbOcWl4lE6Qdr+sLWaQ3Y0muD3v7tT7lRmfaI4AV3uCwUMFS6uOcn8T59y7kbnAYPStUXguXf4/Ir2xuzcy32hZS1CjtTH3Ig1PjuA3kjxGdSp7z7jIx+MVCGXxPT7n0jd1hlyJSSZS4UQYVH6niScyd5MZxyrbbuxzAgIAIABAHz1t50cTpDmd2ZitWgRWXsqNBnmwAqV4CoxANhlVqkI5ZiyZQ/oCcPif5xb/AOIS5E7oqWJQQRUEGoIJBBGhHAw/4g+KG6W87QThJ60AGswiYa0ONkU4iABk2FqUPsmMOdOFVKdWKlZu2qtfmjNwuHVaTipW8iJtF/2hvaA8q/E1iYzUP5cVHwRtI7Mor4m35jGbbJj952PiTB1JvVmTDC0YaRR4xbMgIEhABADq7bwmyHEyU5VhvHyO4jkcjviuMrZcORj4jDQrq0teD4msbKbZSrXSXMpLnaU9lz9iuh+yfKug5/aOw1JOrhfOP2+3pyNHVpToS3amnB8C0xyzVnZlIRAFgCO2htJl2dyO8w6tfFzh+FSfKNjsnD/xGMhDhe78Fn76eZTN2izA72tImTncd2tF3dlRhXzwgR9M4Kh1GHhS5LPx4+5ppO7uNIyikIA6RCSAASTkAMyfCKZSUVdvIkn7o2TnzjmMI38fAnRfDNh7pjmdqdK8Fglk95+33fkrd5ehQlIkrfPNkXqZLn2lNCSM1KswJ0ObLVaVzyG/hcdjZY1qvJbredlllwvbn3t5am+2Vgt6W9LRe7IOw2SZOmLKlqWdyFUDUk6RiRi5OyN/XrRpQc5aI+j9idmEu+ziWKGY1Gmv7zcB9kVoPM742EYqKsjkK9aVabnIsMVFkIAIAIAIA8LZZUmoZcxcStqMxoaggjNWBAIIzBAIgDEtv9hnkzMcsVxE4aAATTrSgyWfTVRQPqtDVYx61G/aiVJmexhEkjcpDM0hj2Zy4BXQODWU3LtAA8mMZFB3vB8fmXaFXqqiny+REspBIIoRkQdQRui3Y6pO+aEgSEQBYAIEhABACqaZxKbTuimcIzjuyV0aDslt6RSTaySNFm5lhyfew56+O7Bx+zKWN7S7NTnwfj99fHQ0eIwc6HahnH3X7Gjy5gYBlIZSKggggg6EEZERxuIw1TDzdOqrMxk01dHUWCSldJN44JYUHNVZ/wAT/VyyOYq7fhjvugOz+vxfWtZJ29O0/wD6rzMXFTtGxjse6GtO5UtmIVQSToACSfACIlKMFvSdl3gsNz7JTpubZDlT4toPLERwjldq9LcHg1aL3n7fd/LvL8KEpF4unZiRJGgJ38D4nVvA9n7IjzLavS3GY12Tsvzhovd95mQoRiOb9t6yJWXZJBApQYQNSPUAcyI1OzsM8VWdSrnGObvx5Lz+RkQg5yUIasy+0zi7Fjv0HAaADyjopScpXZ1FKnGjTUI6I2rol2N+jyxbJy/WzB9WD7CEd7kzD0HiRGbSp7iz1Oa2hjOvnaPwrT7mkRdNeEAEAEAEAEAEAN7dY5c6W0qaodGFCD8DyIOYIzBFYAxrb3Yh5b4lNWY9iYaATvsTDos8e9kH1yNYs1aKnmtSUzOGUqSCCrA0IIIIIOhB0IMYSvFlQ8v4YiloGk4Ym5TVymjzNH/GIv1Um95cToNnVt+luvWOXlwIuLRnhAkIgCwAQAQJCACALHsttbOshwntyic0J0rvU+yfnvBypTXo0sTDq6yvyfFeBq8Ts+736OT5cH9jWrovWTaZYmSmxDeNGU8GG4/A7iY43aGy6uDd3nF6SWnnyf4jWJ52eT5GV9INsafOwICxZywABJwy6y0IpxImHzj2LoPgo4TA9dUyy1eWvad/VLyNdiZb0rIYXPshNm5tkvIinm+Y/KG5gRn7V6YYTBq0HvP84av2XeUQw8pal4uvZuRJFMIPEUop8a1L+DEjgBHme1OlWMxr1svzRaL595mwoRiTIjmZScneTuy8I7gAkmgAqTwA1MIwcpKMdWDNdqb1M2YQNBu4U0XyzJ5k8BHY0qCw9JUY8M2+b/bQ3OzMPux62Wr08P3LL0U7G/Spv0mcv1Es5A6THGYXmo1PkN5pmUKf9TMfamM/6MPP7fc3aMo0QQAQAQAQAQAQAQAQB4W2yS5yNLmKHRhQg7/5HeCNIAxTbjY2fJJebhKVwyrQtaU0SVaqjsHQLN7uik0w0s1KO/nxJTKfIkMUnWV1KzErNVTkQ0sfWL5pU8yixagm4OD1WZm4Gt1dZcnl9iFiydIEAEAECQiALABABAkIAldm7XaJc5WkEht/AjeG3Uy+AO6K8urlv23bZ3zXoarafVWV/i4W1t3935zL3dVksxA6ygmYVBVspfZG4+1nn9ZvJpGNUxlbFUVTpVlFq+Ty48Hon4K/eaXdSd7E66EainDw5cRHMYnDV6Mv76LT5vj58S8mnocxjEhAFa2vvbq0wKc8q+Oqj+I+Q3xv9j4bdTxEvCPjxfloX8LQ6+ru8Fm/t5kRsnsRarcceEiXUVYkAmp1q3I13k7gY3kaMpK5s8XtGFHsQzfsvzkfQd22CXIlJJlLhRBhUfqeJJzJ3kxmnNNtu7HMCAgAgAgAgAgAgAgAgAgDmYgYFWAIIIIIqCDqCDqIAzXavo/wFZ9k/wCWQyLmxlhc+rG+ZJ4LmyVOGq9gRu5p8STHr5sXVuWQHqmo0s6jCwqFrvK1wnmDGFNJSdjqMLXVWmm9eIwigyQgAgAgSEAEQBYA9rLZmmMFUVJiuMVZyk7JasxcVilQjzb0X5wLrdl3rJWg13nj/SNLjMW67tHKK0X1Zz7cpScpO7Y8rGED3sttmS8lbL3Tmp8jl5ih5xl0sbVpx3dY8nmilxTJGRectsmBQ8RVk/1L+9CWHweI+H+7l6x+6+SF5LvPa2TsEszBRhopU1DMcgKjTP0ixHY+I62MGuy/6lmrc7/K9rk9YrHts10emc4tNs0rVU41NcR4V/oNA0dbCjCCSSyWSXL9y5/FuFPq6eV9Xxf2X53GmSJKooVFCqNANIumGekAEAEAEAEAEAEAEAEAEAEAEAEAV+3bGWCYDSSJTGvakkyjmamuHJszvBiEktCbspd/9FxNWk9XM30ZcB9UIPmSx5REqcXwMinjK8NJeuZnN77NtZyRNlzpVNWoJq04nulB97OLEqKX5czae1ZL4438MiKN3E9x5b+DYT6PSvlWLfVPhmZsNpUJau3iN59mmJ30Za6VBFfCusUNNambCpGavF3PKIKggSetmkM7BVFSYqjG+byS1ZjYnExoRu9eCLpdV3LJWmrHU/oOUafGYvrnuQyivfvZz8pSnJznqx9GHGEpO0Vcga2i8ZMvN5ijzr8ozaWzMTU0j6lDmkME2hSY4lyJc2e50VFJJ8KVrGxhsKSzqzS/PzgU9byLhc2xN6WijTersic/rJpH3QaDzYHlGTDZ2Ghwv4lO+y8XRsPY5BVz1k2YrBsTzHpVdOwpCUBNQCDGSqcEt1Ky5EXZZorICACACACACACACACACACACACACACACACAPG02ZJgo6hhzFaeHA+EAUPanovs88YrNhkzCRmcWECuZovePjmeIi3OnGXAlMrbdEt4yweqtck8j1ssHxoGiFTa/q+oTtmhlN6ML09qTZJn3JjIf8iAnxrDqk9fsZUMdXhpL1zIm39HV4S1ZjZZyhRXstJn18BLbH6KYtzo2V0ZtPastJRJ64Oj+3IteowsdWd1U+SivxIimrhVWiouVo8uPn9jW1a8qk3KWv5oSb9H95NpOlS/BMfzmZRXSwGEhrG/iW3OQ2foftUz9rby3gCtPDX5xnwqU4ZQgijNji4OhOzKxe1zHm9o4UVqAruLtQMSdcqU4mJliqjyWXgN1Gl3Tc9msqYLPJSUu/AoBPNjqx5kmMe9yR9ABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABABAH/9k=[/img][br][list][*]60 vertices[/*][*]150 edges[/*][*]92 faces (80 triangles, 12 pentagons)[/*][/list][br]Note (ref. applets below):[br]Move the slider 't' to observe the transformation from a dodecahedron into a truncated icosidodecahedron, and finally into a rhombicosidodecahedron . Then, move the slider 'a' until the faces are twisted and gaps are filled to see the snub dodecahedron.
[b]The 5 Truncated Platonic Solids[/b][br][list][*]Truncated Tetrahedron: 4 triangles, 4 hexagons.[/*][*]Truncated Cube: 8 triangles, 6 octagons.[/*][*]Truncated Octahedron: 6 squares, 8 hexagons.[/*][*]Truncated Dodecahedron: 20 triangles, 12 decagons.[/*][*]Truncated Icosahedron: 12 pentagons, 20 hexagons (e.g., football).[/*][/list][br][b]The 4 Cubocta Family[/b][br][list][*]Cuboctahedron: 8 triangles, 6 squares.[/*][*]Truncated Cuboctahedron / Great Rhombicuboctahedron: 12 squares, 8 hexagons, 6 octagons.[/*][*]Rhombicuboctahedron / Small Rhombicuboctahedron: 8 triangles, 18 squares.[br][/*][*]Snub Cube: 32 triangles, 6 squares.[/*][/list][br][b]The 4 Icosidodeca Family[/b][br][list][*]Icosidodecahedron: 20 triangles, 12 pentagons.[/*][*]Truncated Icosidodecahedron / Great Rhombicosidodecahedron: 30 squares, 20 hexagons, 12 decagons.[/*][*]Rhombicosidodecahedron / Small Rhombicosidodecahedron: 20 triangles, 30 squares, 12 pentagons.[/*][*]Snub Dodecahedron: 80 triangles, 12 pentagons[/*][/list]