Polyhedra in OpenSCAD

Group IndexFull ListCreate from Conway FormulaConway operatorsAbout


form :   Count = 184
Search


Name STL Groups #Vertices Vertex orders #Faces Face orders #Edges Conway
10-Truncated Triakis Icosahedron (canonical)  Y dmccooeyTruncated Catalan 140 140{3} 72 12{10}+60{5} 210 t10kI
4-Truncated Deltoidal Icositetrahedron (canonical)  Y 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)  Y dmccooeyTruncated Catalan 132 120{3}+12{5} 80 20{6}+60{5} 210 t6kD
6-Truncated Tetrakis Hexahedron (canonical)  Y dmccooeyTruncated Catalan 54 6{4}+48{3} 32 8{6}+24{5} 84 t6kC
6-Truncated Triakis Tetrahedron (canonical)  Y dmccooeyTruncated Catalan 28 28{3} 16 4{6}+12{5} 42 t6kT
8-Truncated Triakis Octahedron (canonical)  Y 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)  Y dmccooeyChamfered 32 32{3} 18 12{6}+6{4} 48 cC
Chamfered Dodecahedron (all edges equal)  Y dmccooeyChamfered 80 80{3} 42 30{6}+12{5} 120 cD
Chamfered Icosahedron (all edges equal)  Y dmccooeyChamfered 72 12{5}+60{3} 50 30{6}+20{3} 120 cI
Chamfered Octahedron (all edges equal)  Y dmccooeyChamfered 30 6{4}+24{3} 20 12{6}+8{3} 48 cO
Chamfered Tetrahedron (all edges equal)  Y dmccooeyChamfered 16 16{3} 10 6{6}+4{3} 24 cT
Chamfered Truncated Icosahedron (canonical)  Goldberg(2,2) Y dmccooeyChamferedGoldberg 240 240{3} 122 110{6}+12{5} 360 ctI
Cube  Hexahedron Y dmccooeyPlatonicisohedronSpace-fillingisotoxal 8 8{3} 6 6{4} 12 C, jY3
Cube-Octahedron Compound  Y dmccooeyconcaveOther 14 8{3}+6{4} 14 6{4}+8{3} 26 y0.57C
Cuboctahedron  Y dmccooeyArchimedeanisotoxal 12 12{4} 14 6{4}+8{3} 24 aC
Cubohemioctahedron  Y dmccooeyVersi-Regularconcave 12 12{4} 10 4{6}+6{4} 20 k(h=-0.65,fn=[3])aC
Deltoidal Hexecontahedron  Y dmccooeyCatalanisohedron 62 30{4}+20{3}+12{5} 60 60{4} 120 oD
Deltoidal Icositetrahedron  Y dmccooeyCatalanisohedron 26 18{4}+8{3} 24 24{4} 48 oO
dgtD  CW designs dgtD
Disdyakis Dodecahedron  Hexakis Octahedron Y dmccooeyCatalanisohedron 26 6{8}+12{4}+8{6} 48 48{3} 72 mC, mO
Disdyakis Triacontahedron  Hexakis Icosahedron Y dmccooeyCatalanisohedron 62 30{4}+20{6}+12{10} 120 120{3} 180 mD
Dodecahedron  Goldberg(0,1) Y dmccooeyGoldbergPlatonicisohedronisotoxal 20 20{3} 12 12{5} 30 D, gY3
Dodecahedron-Icosahedron Compound  Y 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)  Y 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  Y 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)  Y 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  Y 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 Y 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  Y concavedmccooeyOther 20 20{6} 20 20{6} 38 i(r=0.2,h=-0.5)D
Icosahedron  Y dmccooeyPlatonicisohedrondeltahedronGeodesic Icosahedraisotoxal 12 12{5} 20 20{3} 30 I, sY3, k5aY5
Icosidodecahedron  Y 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  Y dmccooeyArchimedean-Catalan Hulls 26 18{4}+8{3} 24 24{4} 48 jaC
Joined Icosidodecahedron  Y dmccooeyArchimedean-Catalan Hulls 62 30{4}+20{3}+12{5} 60 60{4} 120 jI
Joined Rhombicosidodecahedron  Y dmccooeyArchimedean-Catalan Hulls 122 90{4}+20{3}+12{5} 120 120{4} 240 jeD
Joined Rhombicuboctahedron  Y 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)  Y 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)  Y dmccooeyArchimedean-Catalan Hulls 152 72{5}+80{3} 150 150{4} 300 jsD
Joined Truncated Cube  Y dmccooeyArchimedean-Catalan Hulls 38 6{8}+32{3} 36 36{4} 72 jtC
Joined Truncated Cuboctahedron  Y dmccooeyArchimedean-Catalan Hulls 74 6{8}+48{3}+12{4}+8{6} 72 72{4} 144 jaD
Joined Truncated Dodecahedron  Y dmccooeyArchimedean-Catalan Hulls 92 12{10}+80{3} 90 90{4} 180 jtD
Joined Truncated Icosahedron  Y dmccooeyArchimedean-Catalan Hulls 92 20{6}+60{3}+12{5} 90 90{4} 180 jtI
Joined Truncated Icosidodecahedron  Y dmccooeyArchimedean-Catalan Hulls 182 30{4}+120{3}+20{6}+12{10} 180 180{4} 360 jteD
Joined Truncated Octahedron  Y dmccooeyArchimedean-Catalan HullsSpace-filling 38 6{4}+24{3}+8{6} 36 36{4} 72 jtO
Joined Truncated Tetrahedron  Y 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  Y dmccooeyDipyramids and Trapezohedra 18 2{8}+16{3} 16 16{4} 32 dA8
Octahedron  Square Dipyramid Y dmccooeyPlatonicisohedrondeltahedronisotoxal 6 6{4} 8 8{3} 12 O, aY3
Octahemioctahedron  Y 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  Y dmccooeyCatalanchiralisohedron 92 80{3}+12{5} 60 60{5} 150 gD
pentagonal Icositetrahedron  gyroid Y dmccooeychiralCatalanisohedron 38 6{4}+32{3} 24 24{5} 60 gC
pentagonal Prism  Y 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  Y 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)  Y 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)  Y dmccooeyPropellor 86 78{4}+8{6} 96 72{4}+24{3} 180 pdtO
Propello Truncated Cuboctahedron (canonical)  Y 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  Y 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  Y dmccooeyCatalanisohedron 32 12{5}+20{3} 30 30{4} 60 gD
Rhombicosidodecahedron  Y dmccooeyArchimedean 60 60{4} 62 12{5}+30{4}+20{3} 120 aaD
Rhombicuboctahedron  Y dmccooeyArchimedean 24 24{4} 26 18{4}+8{3} 48 eO, eC, aaC
skkC  CW designs skkC
Small Dodecahemidodecahedron  Y dmccooeyVersi-Regularconcave 30 30{4} 18 6{10}+12{5} 46 k(h=-0.94,fn=[3])aD
Small Icosihemidodecahedron  Y dmccooeyVersi-Regularconcave 30 30{4} 26 6{10}+20{3} 54 k(5,h=0.5)aD
Small Stellated Dodecahedron  Stellated Dodecahedron Y dmccooeyKepler-Poinsotconcave 12 12{5} 12 12{5} 22 k(h=1)D
Snub Cube  Y 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 Y 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  Y 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 Y 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  Y dmccooeyCatalanisohedron 32 12{10}+20{3} 60 60{3} 90 kI
Triakis Octahedron  Small Triakis Octahedron, trisoctahedron Y dmccooeyCatalanisohedron 14 6{8}+8{3} 24 24{3} 36 kO
Triakis Tetrahedron  Tristetrahedron Y 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  Y dmccooeyArchimedean 24 24{3} 14 6{8}+8{3} 36 tC
Truncated Cuboctahedron  Great Rhombicuboctahedron Y dmccooeyArchimedean 48 48{3} 26 6{8}+8{6}+12{4} 72 NtaC
Truncated Disdyakis Dodecahedron  Y 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  Y dmccooeyArchimedean 60 60{3} 32 12{10}+20{3} 90 tD
Truncated Icosahedron  Goldberg(1,1), Soccer Ball, C60 Buckyball Y dmccooeyGoldbergArchimedean 60 60{3} 32 20{6}+12{5} 90 tI
Truncated Icosidodecahedron  Great Rhombicosidodecahedron Y dmccooeyArchimedean 120 120{3} 62 12{10}+20{6}+30{4} 180 bD
Truncated Octahedron  Y dmccooeyArchimedeanSpace-filling 24 24{3} 14 8{6}+6{4} 36 tO
Truncated Pentakis Dodecahedron (canonical)  Goldberg(3,0) Y dmccooeyGoldbergTruncated CatalanGoldberg 180 180{3} 92 80{6}+12{5} 270 tkD
Truncated Tetrahedron  Y dmccooeyArchimedean 12 12{3} 8 4{6}+4{3} 18 tT
Truncated Tetrakis Hexahedron (canonical)  Y dmccooeyTruncated Catalan 72 72{3} 38 32{6}+6{4} 108 tkC