Polyhedra in OpenSCAD

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Name Groups #Vertices Vertex orders #Faces Face orders #Edges Conway
10-Truncated Triakis Icosahedron (canonical)  dmccooeyTruncated Catalan 140 140{3} 72 12{10}+60{5} 210 t10kI
4-Truncated Deltoidal Icositetrahedron (canonical)  dmccooeyTruncated Catalan 80 80{3} 42 24{7}+18{4} 120 t4oO
6-Truncated Joined Truncated Tetrahedron (canonical)  dmccooeyDerived 40 40{3} 22 10{6}+12{5} 60 t6jtT
6-Truncated Pentakis Dodecahedron (canonical)  dmccooeyTruncated Catalan 132 120{3}+12{5} 80 20{6}+60{5} 210 t6kD
6-Truncated Tetrakis Hexahedron (canonical)  dmccooeyTruncated Catalan 54 6{4}+48{3} 32 8{6}+24{5} 84 t6kC
6-Truncated Triakis Tetrahedron (canonical)  dmccooeyTruncated Catalan 28 28{3} 16 4{6}+12{5} 42 t6kT
8-Truncated Triakis Octahedron (canonical)  dmccooeyTruncated Catalan 56 56{3} 30 6{8}+24{5} 84 t8kO
Another of George's polyhedra  Hart 420 420{5} 632 60{6}+12{5}+560{3} 1050 sdk5sI
Canonical Joined Truncated Icosahedron  dmccooeyOther 92 20{6}+60{3}+12{5} 90 90{4} 180 jtI
Chamfered Cube (all edges equal)  dmccooeyChamfered 32 32{3} 18 12{6}+6{4} 48 cC
Chamfered Dodecahedron (all edges equal)  dmccooeyChamfered 80 80{3} 42 30{6}+12{5} 120 cD
Chamfered Icosahedron (all edges equal)  dmccooeyChamfered 72 12{5}+60{3} 50 30{6}+20{3} 120 cI
Chamfered Octahedron (all edges equal)  dmccooeyChamfered 30 6{4}+24{3} 20 12{6}+8{3} 48 cO
Chamfered Tetrahedron (all edges equal)  dmccooeyChamfered 16 16{3} 10 6{6}+4{3} 24 cT
Chamfered Truncated Icosahedron (canonical)  Goldberg(2,2) dmccooeyChamferedGoldberg 240 240{3} 122 110{6}+12{5} 360 ctI
Cube  Hexahedron dmccooeyPlatonicisohedronSpace-fillingisotoxal 8 8{3} 6 6{4} 12 C, jY3
Cube-Octahedron Compound  dmccooeyconcaveOther 14 8{3}+6{4} 14 6{4}+8{3} 26 y0.57C
Cuboctahedron  dmccooeyArchimedeanisotoxal 12 12{4} 14 6{4}+8{3} 24 aC
Cubohemioctahedron  dmccooeyVersi-Regularconcave 12 12{4} 10 4{6}+6{4} 20 k(h=-0.65,fn=[3])aC
Deltoidal Hexecontahedron  dmccooeyCatalanisohedron 62 30{4}+20{3}+12{5} 60 60{4} 120 oD
Deltoidal Icositetrahedron  dmccooeyCatalanisohedron 26 18{4}+8{3} 24 24{4} 48 oO
dgtD  CW designs dgtD
Disdyakis Dodecahedron  Hexakis Octahedron dmccooeyCatalanisohedron 26 6{8}+12{4}+8{6} 48 48{3} 72 mC, mO
Disdyakis Triacontahedron  Hexakis Icosahedron dmccooeyCatalanisohedron 62 30{4}+20{6}+12{10} 120 120{3} 180 mD
Dodecahedron  Goldberg(0,1) dmccooeyGoldbergPlatonicisohedronisotoxal 20 20{3} 12 12{5} 30 D, gY3
Dodecahedron-Icosahedron Compound  dmccooeyconcaveOther 32 20{3}+12{5} 32 12{5}+20{3} 62 y0.3D
Dual Geodesic Icosahedron Pattern [16,0]  Goldberg(16,0) Dual Geodesic IcosahedraGoldberg 5120 2662 12{5}+2550{6} 7780 ccccD
Dual Geodesic Icosahedron Pattern [6,6]  Goldberg(6,6) Dual Geodesic IcosahedraGoldberg 2160 1082 12{5}+1070{6} 3240 ctktI
Dual Geodesic Icosahedron Pattern [9,0]  Goldberg(9,0) Dual Geodesic IcosahedraGoldberg 1620 812 12{5}+800{6} 2430 tdtdtkD
Dual Geodesic Icosahedron Pattern 1 [1,1]  Truncated Icosahedron, Goldberg(1,1) dmccooeyDual Geodesic IcosahedraGoldberg 60 60{3} 32 20{6}+12{5} 90 tI, dkD
Dual Geodesic Icosahedron Pattern 11 [3,3]  Goldberg(3,3) dmccooeyDual Geodesic IcosahedraGoldberg 540 540{3} 272 12{5}+260{6} 810 tktI
Dual Geodesic Icosahedron Pattern 12 [4,2]  Goldberg(4,2) dmccooeyDual Geodesic IcosahedraGoldberg 560 560{3} 282 12{5}+270{6} 840 wcD
Dual Geodesic Icosahedron Pattern 14 [6,0]  Goldberg(6,0) dmccooeyDual Geodesic IcosahedraGoldberg 720 720{3} 362 12{5}+350{6} 1080 ctkD, cdktI, tkt5daD
Dual Geodesic Icosahedron Pattern 18 [4,4]  Goldberg(4,4) dmccooeyDual Geodesic IcosahedraGoldberg 960 960{3} 482 12{5}+470{6} 1440 dkt5dadkt5daD, cctI
Dual Geodesic Icosahedron Pattern 2 [2,0]  Chamfered Dodecahedron, Goldberg(2,0) dmccooeyDual Geodesic IcosahedraGoldberg 80 80{3} 42 30{6}+12{5} 120 cD
Dual Geodesic Icosahedron Pattern 20 [5,3]  Goldberg(5,3) dmccooeyDual Geodesic IcosahedraGoldberg 980 980{3} 492 12{5}+480{6} 1470 wwD
Dual Geodesic Icosahedron Pattern 25 [8,0]  Goldberg(8,0) dmccooeyDual Geodesic IcosahedraGoldberg 1280 1280{3} 642 12{5}+630{6} 1920 cccD
Dual Geodesic Icosahedron Pattern 3 [2,1]  Hexpropello Dodecahedron, Goldberg(2,1) dmccooeyDual Geodesic IcosahedraGoldberg 140 140{3} 72 60{6}+12{5} 210 wD, dk5sD, t5gD
Dual Geodesic Icosahedron Pattern 4 [3,0]  Truncated Pentakis Dodecahedron, Goldberg(3,0) dmccooeyDual Geodesic IcosahedraGoldberg 180 180{3} 92 80{6}+12{5} 270 tkD, dktI, tdtI
Dual Geodesic Icosahedron Pattern 5 [2,2]  Truncated Pentakis Icosidodecahedron, Goldberg(2,2) dmccooeyDual Geodesic IcosahedraGoldberg 240 240{3} 122 110{6}+12{5} 360 ctI, dkt5daD
Dual Geodesic Icosahedron Pattern 7 [4,0]  Goldberg(4,0) dmccooeyDual Geodesic IcosahedraGoldberg 320 320{3} 162 12{5}+150{6} 480 ccD
Dual Geodesic Icosahedron Pattern 9 [4,1]  Goldberg(4,1) dmccooeyDual Geodesic IcosahedraGoldberg 420 420{3} 212 12{5}+200{6} 630 tk5sD
Dual Snub Hexpropello Dodecahedron (canonical)  dmccooeyDerived 632 560{3}+60{6}+12{5} 420 420{5} 1050 dswD
Dual Snub Truncated Icosahedron (canonical)  dmccooeyDerived 272 240{3}+20{6}+12{5} 180 180{5} 450 dstI
Dual Snub Truncated Octahedron (canonical)  dmccooeyDerived 110 6{4}+96{3}+8{6} 72 72{5} 180 dstO
eepT  Hart eeKpT
egD  CW designs egD
ekD  CW designs ekD
emD  CW designs emD
enneacontahedron  Hart jtD
eoD  CW designs eoD
epD  CW designs eKpD
Escher's Solid  dmccooeyconcaveOther 26 6{8}+12{4}+8{6} 48 48{3} 72 k(h=0.76)KjC
etD  CW designs etD
Excavated Dodecahedron  concavedeltahedron k(h=-0.25)D
Expanded Joined Hexpropello Dodecahedron (canonical)  dmccooeyDerived 840 840{4} 842 60{6}+12{5}+630{4}+140{3} 1680 ejwD
Expanded Joined Truncated Pentakis Dodecahedron (canonical)  dmccooeyDerived 1080 1080{4} 1082 80{6}+12{5}+810{4}+180{3} 2160 ejtkD
Expanded Propello Truncated Icosahedron (canonical)  dmccooeyDerived 900 900{4} 902 20{6}+12{5}+810{4}+60{3} 1800 eptI
Geodesic Cube Pattern 11 [4,2]  dmccooeyGeodesic Cubes 122 114{4}+8{3} 120 120{4} 240 oKpC
Geodesic Cube Pattern 12 [5,0]  dmccooeyGeodesic Cubes 152 144{4}+8{3} 150 150{4} 300 pKpC
Geodesic Cube Pattern 16[4,4]  Geodesic Cubes 194 192 192{4} 384 oojC
Geodesic Cube Pattern 2 [2,0]  Deltoidal Icositetrahedron dmccooeyGeodesic Cubes 26 18{4}+8{3} 24 24{4} 48 oC
Geodesic Cube Pattern 3 [2,1]  Propello Cube dmccooeyGeodesic Cubes 32 24{4}+8{3} 30 30{4} 60 pC
Geodesic Cube Pattern 4 [2,2]  dmccooeyGeodesic Cubes 50 42{4}+8{3} 48 48{4} 96 ojC
Geodesic Cube Pattern 6 [3,1]  dmccooeyGeodesic Cubes 62 54{4}+8{3} 60 60{4} 120 jKpC
Geodesic Cube Pattern 8 [4,0]  dmccooeyGeodesic Cubes 98 90{4}+8{3} 96 96{4} 192 ooC
Geodesic Icosahedron Pattern 1 [1,1]  Pentakis Dodecahedron dmccooeyGeodesic Icosahedra 32 20{6}+12{5} 60 60{3} 90 kI, kD
Geodesic Icosahedron Pattern 2 [2,0]  Pentakis Icosidodecahedron dmccooeyGeodesic Icosahedra 42 30{6}+12{5} 80 80{3} 120 vI, k5aD
Geodesic Icosahedron Pattern 3 [2,1]  Pentakis Snub Dodecahedron dmccooeyGeodesic Icosahedra 72 60{6}+12{5} 140 140{3} 210 k5sD
gmD  CW designs gmD
Great Dodecahedron  dmccooeyKepler-Poinsotconcave 12 12{5} 12 12{5} 22 k(h=-0.2)I
Great Icosahedron  dmccooeyKepler-Poinsotconcave 12 12{5} 20 20{3} 30 k(h=-0.2)k(h=1)D
Great Stellated Dodecahedron  Stellated Great Dodecahedron dmccooeyKepler-Poinsotconcave 20 20{3} 12 12{5} 30 k(h=1.6)I
gyrogyrocube  Hart ggC
Heptagonal Antiprism  dmccooeyAntiprisms 14 14{4} 16 2{7}+14{3} 28 A7
Heptagonal Dipyramid  dmccooeyDipyramids and Trapezohedra 9 2{7}+7{4} 14 14{3} 21 dP7
Heptagonal Prism  dmccooeyPrisms 14 14{3} 9 2{7}+7{4} 21 P7
Heptagonal Trapezohedron  dmccooeyDipyramids and Trapezohedra 16 2{7}+14{3} 14 14{4} 28 dA7
Hexagonal Antiprism  dmccooeyAntiprisms 12 12{4} 14 2{6}+12{3} 24 A6
Hexagonal Dipyramid  dmccooeyDipyramids and Trapezohedra 8 2{6}+6{4} 12 12{3} 18 dP6
Hexagonal Prism  dmccooeyPrismsSpace-filling 12 12{3} 8 2{6}+6{4} 18 P6
Hexagonal Trapezohedron  dmccooeyDipyramids and Trapezohedra 14 2{6}+12{3} 12 12{4} 24 dA6
Hexpropello Cube (dextro) (canonical)  dmccooeyDerived 56 56{3} 30 24{6}+6{4} 84 wC
Hexpropello Dodecahedron (dextro) (canonical)  dmccooeyDerived 140 140{3} 72 60{6}+12{5} 210 wD
Hugel's Polyhedron  concavedmccooeyOther 20 20{6} 20 20{6} 38 i(r=0.2,h=-0.5)D
Icosahedron  dmccooeyPlatonicisohedrondeltahedronGeodesic Icosahedraisotoxal 12 12{5} 20 20{3} 30 I, sY3, k5aY5
Icosidodecahedron  dmccooeyArchimedeanisotoxal 30 30{4} 32 12{5}+20{3} 60 aD
J1  Square Pyramid(J1) JohnsonPyramids 5 4{3}+1{4} 5 4{3}+1{4} 8 Y4
J2  pentagonal Pyramid(J2) JohnsonPyramids 6 5{3}+1{5} 6 5{3}+1{5} 10 Y5
Joined Cuboctahedron  dmccooeyArchimedean-Catalan Hulls 26 18{4}+8{3} 24 24{4} 48 jaC
Joined Icosidodecahedron  dmccooeyArchimedean-Catalan Hulls 62 30{4}+20{3}+12{5} 60 60{4} 120 jI
Joined Rhombicosidodecahedron  dmccooeyArchimedean-Catalan Hulls 122 90{4}+20{3}+12{5} 120 120{4} 240 jeD
Joined Rhombicuboctahedron  dmccooeyArchimedean-Catalan Hulls 50 42{4}+8{3} 48 48{4} 96 jeO
Joined Snub Cube (dextro)  dmccooeyArchimedean-Catalan Hulls 62 6{4}+24{5}+32{3} 60 60{4} 120 rjsC
Joined Snub Cube (laevo)  dmccooeyArchimedean-Catalan Hulls 62 6{4}+24{5}+32{3} 60 60{4} 120 jsC
Joined Snub Dodecahedron (dextro)  dmccooeyArchimedean-Catalan Hulls 152 72{5}+80{3} 150 150{4} 300 rjsD
Joined Snub Dodecahedron (laevo)  dmccooeyArchimedean-Catalan Hulls 152 72{5}+80{3} 150 150{4} 300 jsD
Joined Truncated Cube  dmccooeyArchimedean-Catalan Hulls 38 6{8}+32{3} 36 36{4} 72 jtC
Joined Truncated Cuboctahedron  dmccooeyArchimedean-Catalan Hulls 74 6{8}+48{3}+12{4}+8{6} 72 72{4} 144 jaD
Joined Truncated Dodecahedron  dmccooeyArchimedean-Catalan Hulls 92 12{10}+80{3} 90 90{4} 180 jtD
Joined Truncated Icosahedron  dmccooeyArchimedean-Catalan Hulls 92 20{6}+60{3}+12{5} 90 90{4} 180 jtI
Joined Truncated Icosidodecahedron  dmccooeyArchimedean-Catalan Hulls 182 30{4}+120{3}+20{6}+12{10} 180 180{4} 360 jteD
Joined Truncated Octahedron  dmccooeyArchimedean-Catalan HullsSpace-filling 38 6{4}+24{3}+8{6} 36 36{4} 72 jtO
Joined Truncated Tetrahedron  dmccooeyArchimedean-Catalan Hulls 20 4{6}+16{3} 18 18{4} 36 jtT
jP3  Hart 0 9 9{4} 7 NKjP3
k12dk12dk12dk12P12  Hart k12dk12dk12dk12P12
L-Propello L-Snub Cube (canonical)  dmccooeyPropellor 144 120{4}+24{5} 158 126{4}+32{3} 300 pdtO
L-Propello R-pentagonal Icositetrahedron (canonical)  dmccooeyPropellor 158 126{4}+32{3} 144 24{5}+120{4} 300 pgC
meD  CW designs meD
Octagonal Antiprism  dmccooeyAntiprisms 16 16{4} 18 2{8}+16{3} 32 A8
Octagonal Dipyramid  dmccooeyDipyramids and Trapezohedra 10 2{8}+8{4} 16 16{3} 24 dP8
Octagonal Prism  dmccooeyPrisms 16 16{3} 10 2{8}+8{4} 24 P8
Octagonal Trapezohedron  dmccooeyDipyramids and Trapezohedra 18 2{8}+16{3} 16 16{4} 32 dA8
Octahedron  Square Dipyramid dmccooeyPlatonicisohedrondeltahedronisotoxal 6 6{4} 8 8{3} 12 O, aY3
Octahemioctahedron  dmccooeyVersi-Regularconcave 12 12{4} 12 4{6}+8{3} 22 k(h=-0.7,fn=[4])aC
Orthokis Propello Cube (canonical)  dmccooeyDerived 38 6{4}+24{5}+8{3} 48 24{4}+24{3} 84 k(regular=true)pC
Orthokis Propello Dodecahedron (canonical)  dmccooeyDerived 92 72{5}+20{3} 120 60{4}+60{3} 210 k(regular=true)pD
pentagonal Antiprism  dmccooeyAntiprisms 10 12 10{3}+2{5} 20 A5
pentagonal Dipyramid  dmccooeyDipyramids and Trapezohedra 7 2{5}+5{4} 10 10{3} 15 dP5
pentagonal Hexecontahedron  dmccooeyCatalanchiralisohedron 92 80{3}+12{5} 60 60{5} 150 gD
pentagonal Icositetrahedron  gyroid dmccooeychiralCatalanisohedron 38 6{4}+32{3} 24 24{5} 60 gC
pentagonal Prism  dmccooeyPrisms 10 10{3} 7 2{5}+5{4} 15 P5
Pentagonal Trapezohedron  dmccooeyDipyramids and Trapezohedra 12 10{3}+2{5} 10 10{4} 20 dA5
Pentakis Dodecahedron  dmccooeyCatalanisohedronGeodesic Icosahedra 32 20{6}+12{5} 60 60{3} 90 kD
poI  CW designs poI
Propello Cube (canonical)  dmccooeyPropellor 32 24{4}+8{3} 30 30{4} 60 pC
Propello Disdyakis Dodecahedron (canonical)  dmccooeyPropellor 170 6{8}+156{4}+8{6} 192 144{4}+48{3} 360 pmC
Propello Disdyakis Triacontahedron (canonical)  dmccooeyPropellor 422 390{4}+20{6}+12{10} 480 360{4}+120{3} 900 pmD
Propello Dodecahedron (canonical)  dmccooeyPropellor 80 60{4}+20{3} 72 12{5}+60{4} 150 pD
Propello Icosahedron (canonical)  dmccooeyPropellor 72 60{4}+12{5} 80 60{4}+20{3} 150 pI
Propello Octahedron (canonical)  dmccooeyPropellor 30 30{4} 32 24{4}+8{3} 60 pO
Propello Pentakis Dodecahedron (canonical)  dmccooeyPropellor 212 180{4}+20{6}+12{5} 240 180{4}+60{3} 450 pkD
Propello Tetrahedron (canonical)  dmccooeyPropellor 16 12{4}+4{3} 16 12{4}+4{3} 30 pT
Propello Tetrakis Hexahedron (canonical)  dmccooeyPropellor 86 78{4}+8{6} 96 72{4}+24{3} 180 pdtO
Propello Truncated Cuboctahedron (canonical)  dmccooeyPropellor 192 144{4}+48{3} 170 6{8}+8{6}+156{4} 360 ptaC
Propello Truncated Icosahedron (canonical)  dmccooeyPropellor 240 180{4}+60{3} 212 20{6}+12{5}+180{4} 450 ptI
Propello Truncated Icosidodecahedron (canonical)  dmccooeyPropellor 480 360{4}+120{3} 422 12{10}+20{6}+390{4} 900 pkD
Propello Truncated Octahedron (canonical)  dmccooeyPropellor 96 72{4}+24{3} 86 8{6}+78{4} 180 ptO
pyD  CW designs pyD
Rainkis-Hexa  OBrien k(h=-0.02)S3k(h=1.0)C
Rhombic Dodecahedron  dmccooeyCatalanisohedron 14 6{4}+8{3} 12 12{4} 24 jC
Rhombic Dodecahedron  Geodesic Cube Pattern 1 [1,1] dmccooeyGeodesic CubesSpace-fillingisotoxal 14 6{4}+8{3} 12 12{4} 24 jC
Rhombic Enneacontahedron  Hart 92 12{5}+60{3}+20{6} 90 90{4} 180 jtI
Rhombic Triacontahedron  dmccooeyCatalanisohedron 32 12{5}+20{3} 30 30{4} 60 gD
Rhombicosidodecahedron  dmccooeyArchimedean 60 60{4} 62 12{5}+30{4}+20{3} 120 aaD
Rhombicuboctahedron  dmccooeyArchimedean 24 24{4} 26 18{4}+8{3} 48 eO, eC, aaC
skkC  CW designs skkC
Small Dodecahemidodecahedron  dmccooeyVersi-Regularconcave 30 30{4} 18 6{10}+12{5} 46 k(h=-0.94,fn=[3])aD
Small Icosihemidodecahedron  dmccooeyVersi-Regularconcave 30 30{4} 26 6{10}+20{3} 54 k(5,h=0.5)aD
Small Stellated Dodecahedron  Stellated Dodecahedron dmccooeyKepler-Poinsotconcave 12 12{5} 12 12{5} 22 k(h=1)D
Snub Cube  dmccooeychiralArchimedean 24 24{5} 38 6{4}+32{3} 60 sC
Snub Dodecahedron  dmccooeychiralArchimedean 60 60{5} 92 12{5}+80{3} 150 sD
Snub Hexpropello Dodecahedron (canonical)  dmccooeyDerived 420 420{5} 632 60{6}+12{5}+560{3} 1050 swD
Snub Truncated Icosahedron (canonical)  dmccooeyDerived 180 180{5} 272 20{6}+12{5}+240{3} 450 stI
Snub Truncated Octahedron (canonical)  dmccooeyDerived 72 72{5} 110 8{6}+6{4}+96{3} 180 stO
Square Antiprism  dmccooeyAntiprisms 8 8{4} 10 2{4}+8{3} 16 A4
Square Dipyramid  Octahedron dmccooeyDipyramids and Trapezohedra 6 6{4} 8 8{3} 12 dP4
Square Prism (Cube)  dmccooeyPrisms 8 8{3} 6 6{4} 12 P4
Stella Octangula  Stellated Octahedron, Tetrahedron-Tetrahedron Compound dmccooeyconcaveOther 8 8{3} 8 8{3} 14 y0.65O
Tetragonal Trapezohedron  dmccooeyDipyramids and Trapezohedra 10 2{4}+8{3} 8 8{4} 16 dA4
Tetrahedron  dmccooeyPlatonicisohedrondeltahedronisotoxal 4 4{3} 4 4{3} 6 T, Y3
Tetrakis Cuboctahedron (canonical)  dmccooeyDerived 18 6{4}+12{6} 32 32{3} 48 k4aC
Tetrakis Hexahedron  tetrahexahedron dmccooeyCatalanisohedron 14 6{4}+8{6} 24 24{3} 36 kC
Tetrakis Snub Cube (laevo) (canonical)  dmccooeyDerived 30 6{4}+24{6} 56 56{3} 84
Triakis Icosahedron  dmccooeyCatalanisohedron 32 12{10}+20{3} 60 60{3} 90 kI
Triakis Octahedron  Small Triakis Octahedron, trisoctahedron dmccooeyCatalanisohedron 14 6{8}+8{3} 24 24{3} 36 kO
Triakis Tetrahedron  Tristetrahedron dmccooeyCatalanisohedron 8 4{6}+4{3} 12 12{3} 18 kT
Triangular Antiprism  Octahedron dmccooeyAntiprisms 6 6{4} 8 8{3} 12 A3
Triangular Dipyramid  dmccooeyDipyramids and Trapezohedra 5 2{3}+3{4} 6 6{3} 9 dP3
Triangular Prism  dmccooeyPrismsSpace-filling 6 6{3} 5 3{4}+2{3} 9 P3
Triangular Pyramid  Tetrahedron Pyramids Y3
Triangulated Square Pyramid  CW designs vvk4Y4
Trigonal Trapezohedron  Cube dmccooeyDipyramids and Trapezohedra 8 8{3} 6 6{4} 12 dA3
Truncated Cube  dmccooeyArchimedean 24 24{3} 14 6{8}+8{3} 36 tC
Truncated Cuboctahedron  Great Rhombicuboctahedron dmccooeyArchimedean 48 48{3} 26 6{8}+8{6}+12{4} 72 NtaC
Truncated Disdyakis Dodecahedron  dmccooeyTruncated Catalan 144 144{3} 74 6{8}+56{6}+12{4} 216 tmC
Truncated Disdyakis Triacontahedron  dmccooeyTruncated Catalan 360 360{3} 182 12{10}+140{6}+30{4} 540 tMD
Truncated Dodecahedron  dmccooeyArchimedean 60 60{3} 32 12{10}+20{3} 90 tD
Truncated Icosahedron  Goldberg(1,1), Soccer Ball, C60 Buckyball dmccooeyGoldbergArchimedean 60 60{3} 32 20{6}+12{5} 90 tI
Truncated Icosidodecahedron  Great Rhombicosidodecahedron dmccooeyArchimedean 120 120{3} 62 12{10}+20{6}+30{4} 180 bD
Truncated Octahedron  dmccooeyArchimedean 24 24{3} 14 8{6}+6{4} 36 tO
Truncated Pentakis Dodecahedron (canonical)  Goldberg(3,0) dmccooeyGoldbergTruncated CatalanGoldberg 180 180{3} 92 80{6}+12{5} 270 tkD
Truncated Tetrahedron  dmccooeyArchimedean 12 12{3} 8 4{6}+4{3} 18 tT
Truncated Tetrakis Hexahedron (canonical)  dmccooeyTruncated Catalan 72 72{3} 38 32{6}+6{4} 108 tkC