Maximal Volume Polyhedra

This is a collection of solutions and putative solutions to maximal volume polyhedra having their vertices on the surface of a unit sphere. They have been rotated so that usually their primary axis of symmetry, if there is one, conincides with the Z-axis, and a second axis of symmetry is in the X-Z plane. In the case of C_s symmetry the reflective plane is made to coincide with the X-Z plane.

Each polyhedron is provided in two forms. The first, maxvol.n.txt, is an unordered list of their vertices in N. J. A. Sloane's future-proof format: each point's X, Y and Z coordinates are on three consecutive lines in the file. The second, maxvol.n.off, in the simple OFF polyhedron file format. The first line is the literal "OFF". The second line is three space separated integers for the number of vertices, number of faces, and number of edges of the polyhedron. The next lines are the X, Y and Z coordinates of the polyhedron vertices. Finally are lines for each of the polyhedron faces, lists of space separated integers. The first on each line is the number of sides of they polygon, followed by that number of zero-based indices into the preceding list of vertices, in counter-clockwise order.

maximum volume polyhedron n=4

proven maximal in 1970 by J. D. Berman & K. Hanes
volume: 0.513200239280, symmetry: T_d
points: maxvol.4.txt convex hull: maxvol.4.off

maximum volume polyhedron n=5

proven maximal in 1970 by J. D. Berman & K. Hanes
volume: 0.866025403784, symmetry: D_3h
points: maxvol.5.txt convex hull: maxvol.5.off

maximum volume polyhedron n=6

proven maximal in 1970 by J. D. Berman & K. Hanes
volume: 1.333333333333, symmetry: O_h
points: maxvol.6.txt convex hull: maxvol.6.off

maximum volume polyhedron n=7

proven maximal in 1970 by J. D. Berman & K. Hanes
volume: 1.585094193825, symmetry: D_5h
points: maxvol.7.txt convex hull: maxvol.7.off

maximum volume polyhedron n=8

proven maximal in 1970 by J. D. Berman & K. Hanes
volume: 1.815716104224, symmetry: D_2d
points: maxvol.8.txt convex hull: maxvol.8.off

maximum volume polyhedron n=9

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 2.043750115900, symmetry: D_3h
points: maxvol.9.txt convex hull: maxvol.9.off

maximum volume polyhedron n=10

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 2.218711131545, symmetry: D_4d
points: maxvol.10.txt convex hull: maxvol.10.off

maximum volume polyhedron n=11

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 2.354634495069, symmetry: C_2v
points: maxvol.11.txt convex hull: maxvol.11.off

maximum volume polyhedron n=12

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 2.536150710120, symmetry: I_h
points: maxvol.12.txt convex hull: maxvol.12.off

maximum volume polyhedron n=13

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 2.612834152060, symmetry: C_2v
points: maxvol.13.txt convex hull: maxvol.13.off

maximum volume polyhedron n=14

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 2.720977899349, symmetry: D_6d
points: maxvol.14.txt convex hull: maxvol.14.off

maximum volume polyhedron n=15

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 2.804379381835, symmetry: D_3h
points: maxvol.15.txt convex hull: maxvol.15.off

maximum volume polyhedron n=16

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 2.886455392275, symmetry: T_d
points: maxvol.16.txt convex hull: maxvol.16.off

maximum volume polyhedron n=17

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 2.947522984808, symmetry: C_2v
points: maxvol.17.txt convex hull: maxvol.17.off

maximum volume polyhedron n=18

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.009613252523, symmetry: D₃
points: maxvol.18.txt convex hull: maxvol.18.off

maximum volume polyhedron n=19

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.063216277916, symmetry: C₂
points: maxvol.19.txt convex hull: maxvol.19.off

maximum volume polyhedron n=20

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.118538793195, symmetry: D_2d
points: maxvol.20.txt convex hull: maxvol.20.off

maximum volume polyhedron n=21

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.164441616789, symmetry: C₂
points: maxvol.21.txt convex hull: maxvol.21.off

maximum volume polyhedron n=22

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.208239995882, symmetry: D₂
points: maxvol.22.txt convex hull: maxvol.22.off

maximum volume polyhedron n=23

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.246942024437, symmetry: D₃
points: maxvol.23.txt convex hull: maxvol.23.off

maximum volume polyhedron n=24

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.283995205283, symmetry: D₂
points: maxvol.24.txt convex hull: maxvol.24.off

maximum volume polyhedron n=25

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.316263522595, symmetry: C₂
points: maxvol.25.txt convex hull: maxvol.25.off

maximum volume polyhedron n=26

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.349359872494, symmetry: C₂
points: maxvol.26.txt convex hull: maxvol.26.off

maximum volume polyhedron n=27

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.380416038275, symmetry: D_5h
points: maxvol.27.txt convex hull: maxvol.27.off

maximum volume polyhedron n=28

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.407379722734, symmetry: T
points: maxvol.28.txt convex hull: maxvol.28.off

maximum volume polyhedron n=29

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.430953110213, symmetry: D₃
points: maxvol.29.txt convex hull: maxvol.29.off

maximum volume polyhedron n=30

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.455125752062, symmetry: C₂
points: maxvol.30.txt convex hull: maxvol.30.off

maximum volume polyhedron n=31

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.479801809531, symmetry: C_3v
points: maxvol.31.txt convex hull: maxvol.31.off

maximum volume polyhedron n=32

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.504874080794, symmetry: I_h
points: maxvol.32.txt convex hull: maxvol.32.off

maximum volume polyhedron n=33

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.519303997395, symmetry: C_s
points: maxvol.33.txt convex hull: maxvol.33.off

maximum volume polyhedron n=34

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.538169676056, symmetry: D₂
points: maxvol.34.txt convex hull: maxvol.34.off

maximum volume polyhedron n=35

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.555094309522, symmetry: C_2v
points: maxvol.35.txt convex hull: maxvol.35.off

maximum volume polyhedron n=36

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.572449099048, symmetry: C_s
points: maxvol.36.txt convex hull: maxvol.36.off

maximum volume polyhedron n=37

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.590011474856, symmetry: D_5h
points: maxvol.37.txt convex hull: maxvol.37.off

maximum volume polyhedron n=38

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.604998357150, symmetry: C_2v
points: maxvol.38.txt convex hull: maxvol.38.off

maximum volume polyhedron n=39

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.620272988726, symmetry: D_3h
points: maxvol.39.txt convex hull: maxvol.39.off

maximum volume polyhedron n=40

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.634130342837, symmetry: T_d
points: maxvol.40.txt convex hull: maxvol.40.off

maximum volume polyhedron n=41

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.646959646081, symmetry: D_3h
points: maxvol.41.txt convex hull: maxvol.41.off

maximum volume polyhedron n=42

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.659352012406, symmetry: D_5h
points: maxvol.42.txt convex hull: maxvol.42.off

maximum volume polyhedron n=43

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.670906343186, symmetry: C_2v
points: maxvol.43.txt convex hull: maxvol.43.off

maximum volume polyhedron n=44

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.682575909408, symmetry: D_2d
points: maxvol.44.txt convex hull: maxvol.44.off

maximum volume polyhedron n=45

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.692596781224, symmetry: C₂
points: maxvol.45.txt convex hull: maxvol.45.off

maximum volume polyhedron n=46

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.702525744299, symmetry: C₂
points: maxvol.46.txt convex hull: maxvol.46.off

maximum volume polyhedron n=47

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.712685744883, symmetry: C₂
points: maxvol.47.txt convex hull: maxvol.47.off

maximum volume polyhedron n=48

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.722885381000, symmetry: D₂
points: maxvol.48.txt convex hull: maxvol.48.off

maximum volume polyhedron n=49

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.731437691862, symmetry: C₁
points: maxvol.49.txt convex hull: maxvol.49.off

maximum volume polyhedron n=50

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.740940879707, symmetry: D_6d
points: maxvol.50.txt convex hull: maxvol.50.off

maximum volume polyhedron n=51

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.749284500867, symmetry: D₃
points: maxvol.51.txt convex hull: maxvol.51.off

maximum volume polyhedron n=52

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.757164601859, symmetry: D₂
points: maxvol.52.txt convex hull: maxvol.52.off

maximum volume polyhedron n=53

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.765209637370, symmetry: C₂
points: maxvol.53.txt convex hull: maxvol.53.off

maximum volume polyhedron n=54

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.772894966748, symmetry: D₃
points: maxvol.54.txt convex hull: maxvol.54.off

maximum volume polyhedron n=55

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.780272402090, symmetry: C₂
points: maxvol.55.txt convex hull: maxvol.55.off

maximum volume polyhedron n=56

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.787220285366, symmetry: D₂
points: maxvol.56.txt convex hull: maxvol.56.off

maximum volume polyhedron n=57

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.794247440640, symmetry: C₂
points: maxvol.57.txt convex hull: maxvol.57.off

maximum volume polyhedron n=58

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.800829234260, symmetry: C₂
points: maxvol.58.txt convex hull: maxvol.58.off

maximum volume polyhedron n=59

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.807286456970, symmetry: C₂
points: maxvol.59.txt convex hull: maxvol.59.off

maximum volume polyhedron n=60

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.813835126445, symmetry: T_h
points: maxvol.60.txt convex hull: maxvol.60.off

maximum volume polyhedron n=61

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.819438572350, symmetry: C₂
points: maxvol.61.txt convex hull: maxvol.61.off

maximum volume polyhedron n=62

found in 2016 by W. R. Deeter
volume: 3.825221379534, symmetry: D₆
points: maxvol.62.txt convex hull: maxvol.62.off

maximum volume polyhedron n=63

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.831117276830, symmetry: D₃
points: maxvol.63.txt convex hull: maxvol.63.off

maximum volume polyhedron n=64

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.836635206435, symmetry: D₂
points: maxvol.64.txt convex hull: maxvol.64.off

maximum volume polyhedron n=65

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.841686359525, symmetry: C₂
points: maxvol.65.txt convex hull: maxvol.65.off

maximum volume polyhedron n=66

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.846805685666, symmetry: C₁
points: maxvol.66.txt convex hull: maxvol.66.off

maximum volume polyhedron n=67

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.852292843052, symmetry: D₅
points: maxvol.67.txt convex hull: maxvol.67.off

maximum volume polyhedron n=68

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.856927771692, symmetry: D₃
points: maxvol.68.txt convex hull: maxvol.68.off

maximum volume polyhedron n=69

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.861573754368, symmetry: D₃
points: maxvol.69.txt convex hull: maxvol.69.off

maximum volume polyhedron n=70

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.866188741683, symmetry: C₃
points: maxvol.70.txt convex hull: maxvol.70.off

maximum volume polyhedron n=71

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.870719066523, symmetry: C₂
points: maxvol.71.txt convex hull: maxvol.71.off

maximum volume polyhedron n=72

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.875747022839, symmetry: I
points: maxvol.72.txt convex hull: maxvol.72.off

maximum volume polyhedron n=73

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.879282211393, symmetry: C₂
points: maxvol.73.txt convex hull: maxvol.73.off

maximum volume polyhedron n=74

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.883165521330, symmetry: C₂
points: maxvol.74.txt convex hull: maxvol.74.off

maximum volume polyhedron n=75

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.887309632004, symmetry: D₃
points: maxvol.75.txt convex hull: maxvol.75.off

maximum volume polyhedron n=76

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.891226481843, symmetry: C₂
points: maxvol.76.txt convex hull: maxvol.76.off

maximum volume polyhedron n=77

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.895410053722, symmetry: D₅
points: maxvol.77.txt convex hull: maxvol.77.off

maximum volume polyhedron n=78

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.899220139562, symmetry: T_h
points: maxvol.78.txt convex hull: maxvol.78.off

maximum volume polyhedron n=79

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.902548465510, symmetry: C₂
points: maxvol.79.txt convex hull: maxvol.79.off

maximum volume polyhedron n=80

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.905816863628, symmetry: C₂
points: maxvol.80.txt convex hull: maxvol.80.off

maximum volume polyhedron n=81

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.909170684677, symmetry: C₂
points: maxvol.81.txt convex hull: maxvol.81.off

maximum volume polyhedron n=82

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.912532626114, symmetry: C₂
points: maxvol.82.txt convex hull: maxvol.82.off

maximum volume polyhedron n=83

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.915830784717, symmetry: C₂
points: maxvol.83.txt convex hull: maxvol.83.off

maximum volume polyhedron n=84

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.919054567834, symmetry: D₂
points: maxvol.84.txt convex hull: maxvol.84.off

maximum volume polyhedron n=85

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.922246536636, symmetry: C₂
points: maxvol.85.txt convex hull: maxvol.85.off

maximum volume polyhedron n=86

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.925355534186, symmetry: D₃
points: maxvol.86.txt convex hull: maxvol.86.off

maximum volume polyhedron n=87

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.928338092280, symmetry: C₂
points: maxvol.87.txt convex hull: maxvol.87.off

maximum volume polyhedron n=88

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.931363959336, symmetry: T
points: maxvol.88.txt convex hull: maxvol.88.off

maximum volume polyhedron n=89

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.934183118141, symmetry: C₂
points: maxvol.89.txt convex hull: maxvol.89.off

maximum volume polyhedron n=90

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.936990804382, symmetry: D₃
points: maxvol.90.txt convex hull: maxvol.90.off

maximum volume polyhedron n=91

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.939692027675, symmetry: C₂
points: maxvol.91.txt convex hull: maxvol.91.off

maximum volume polyhedron n=92

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.942475019121, symmetry: D₅
points: maxvol.92.txt convex hull: maxvol.92.off

maximum volume polyhedron n=93

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.944937865176, symmetry: C₁
points: maxvol.93.txt convex hull: maxvol.93.off

maximum volume polyhedron n=94

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.947576552975, symmetry: D₂
points: maxvol.94.txt convex hull: maxvol.94.off

maximum volume polyhedron n=95

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.950038708743, symmetry: C₂
points: maxvol.95.txt convex hull: maxvol.95.off

maximum volume polyhedron n=96

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.952480450024, symmetry: D₂
points: maxvol.96.txt convex hull: maxvol.96.off

maximum volume polyhedron n=97

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.954845708742, symmetry: C₁
points: maxvol.97.txt convex hull: maxvol.97.off

maximum volume polyhedron n=98

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.957286716496, symmetry: D₃
points: maxvol.98.txt convex hull: maxvol.98.off

maximum volume polyhedron n=99

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.959500907186, symmetry: C₁
points: maxvol.99.txt convex hull: maxvol.99.off

maximum volume polyhedron n=100

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.961753339062, symmetry: C₁
points: maxvol.100.txt convex hull: maxvol.100.off

maximum volume polyhedron n=101

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.963998828033, symmetry: D₃
points: maxvol.101.txt convex hull: maxvol.101.off

maximum volume polyhedron n=102

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.966095849792, symmetry: D₂
points: maxvol.102.txt convex hull: maxvol.102.off

maximum volume polyhedron n=103

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.968239491293, symmetry: C₁
points: maxvol.103.txt convex hull: maxvol.103.off

maximum volume polyhedron n=104

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.970332396848, symmetry: D₂
points: maxvol.104.txt convex hull: maxvol.104.off

maximum volume polyhedron n=105

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.972342837242, symmetry: D₃
points: maxvol.105.txt convex hull: maxvol.105.off

maximum volume polyhedron n=106

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.974376834046, symmetry: C₂
points: maxvol.106.txt convex hull: maxvol.106.off

maximum volume polyhedron n=107

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.976382883939, symmetry: C₂
points: maxvol.107.txt convex hull: maxvol.107.off

maximum volume polyhedron n=108

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.978376856735, symmetry: C₂
points: maxvol.108.txt convex hull: maxvol.108.off

maximum volume polyhedron n=109

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.980246024126, symmetry: C₂
points: maxvol.109.txt convex hull: maxvol.109.off

maximum volume polyhedron n=110

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.982163979344, symmetry: C₂
points: maxvol.110.txt convex hull: maxvol.110.off

maximum volume polyhedron n=111

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.984096951965, symmetry: D₃
points: maxvol.111.txt convex hull: maxvol.111.off

maximum volume polyhedron n=112

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.985897840693, symmetry: T
points: maxvol.112.txt convex hull: maxvol.112.off

maximum volume polyhedron n=113

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.987620040021, symmetry: D₃
points: maxvol.113.txt convex hull: maxvol.113.off

maximum volume polyhedron n=114

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.989331393252, symmetry: C₂
points: maxvol.114.txt convex hull: maxvol.114.off

maximum volume polyhedron n=115

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.991037623026, symmetry: C₂
points: maxvol.115.txt convex hull: maxvol.115.off

maximum volume polyhedron n=116

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.992730465570, symmetry: C₂
points: maxvol.116.txt convex hull: maxvol.116.off

maximum volume polyhedron n=117

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.994353426523, symmetry: C₂
points: maxvol.117.txt convex hull: maxvol.117.off

maximum volume polyhedron n=118

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.995989690701, symmetry: C₃
points: maxvol.118.txt convex hull: maxvol.118.off

maximum volume polyhedron n=119

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.997650241274, symmetry: D_3h
points: maxvol.119.txt convex hull: maxvol.119.off

maximum volume polyhedron n=120

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 3.999201806749, symmetry: C₁
points: maxvol.120.txt convex hull: maxvol.120.off

maximum volume polyhedron n=121

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.000855279149, symmetry: C₃
points: maxvol.121.txt convex hull: maxvol.121.off

maximum volume polyhedron n=122

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.002559429605, symmetry: I_h
points: maxvol.122.txt convex hull: maxvol.122.off

maximum volume polyhedron n=123

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.003820576996, symmetry: D₃
points: maxvol.123.txt convex hull: maxvol.123.off

maximum volume polyhedron n=124

found in 2016 by W. R. Deeter
volume: 4.005307382615, symmetry: D₂
points: maxvol.124.txt convex hull: maxvol.124.off

maximum volume polyhedron n=125

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.006752164329, symmetry: C_2v
points: maxvol.125.txt convex hull: maxvol.125.off

maximum volume polyhedron n=126

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.008106676873, symmetry: D₃
points: maxvol.126.txt convex hull: maxvol.126.off

maximum volume polyhedron n=127

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.009640708140, symmetry: D₅
points: maxvol.127.txt convex hull: maxvol.127.off

maximum volume polyhedron n=128

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.010947167446, symmetry: C₁
points: maxvol.128.txt convex hull: maxvol.128.off

maximum volume polyhedron n=129

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.012321591333, symmetry: C₂
points: maxvol.129.txt convex hull: maxvol.129.off

maximum volume polyhedron n=130

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.013655508770, symmetry: C₂
points: maxvol.130.txt convex hull: maxvol.130.off

maximum volume polyhedron n=131

found in 2016 by W. R. Deeter
volume: 4.014979161888, symmetry: C₂
points: maxvol.131.txt convex hull: maxvol.131.off

maximum volume polyhedron n=132

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.016465892972, symmetry: I
points: maxvol.132.txt convex hull: maxvol.132.off

maximum volume polyhedron n=133

found in 2016 by W. R. Deeter
volume: 4.017641051136, symmetry: C₃
points: maxvol.133.txt convex hull: maxvol.133.off

maximum volume polyhedron n=134

found in 2016 by W. R. Deeter
volume: 4.018897520885, symmetry: C₂
points: maxvol.134.txt convex hull: maxvol.134.off

maximum volume polyhedron n=135

found in 2016 by W. R. Deeter
volume: 4.020210659446, symmetry: D₃
points: maxvol.135.txt convex hull: maxvol.135.off

maximum volume polyhedron n=136

found in 2016 by W. R. Deeter
volume: 4.021457336683, symmetry: T
points: maxvol.136.txt convex hull: maxvol.136.off

maximum volume polyhedron n=137

found in 2016 by W. R. Deeter
volume: 4.022665074240, symmetry: D₃
points: maxvol.137.txt convex hull: maxvol.137.off

maximum volume polyhedron n=138

found in 2016 by W. R. Deeter
volume: 4.023796529237, symmetry: C₂
points: maxvol.138.txt convex hull: maxvol.138.off

maximum volume polyhedron n=139

found in 2016 by W. R. Deeter
volume: 4.024930508910, symmetry: C₂
points: maxvol.139.txt convex hull: maxvol.139.off

maximum volume polyhedron n=140

found in 2016 by W. R. Deeter
volume: 4.026053650654, symmetry: C₂
points: maxvol.140.txt convex hull: maxvol.140.off

maximum volume polyhedron n=141

found in 2016 by W. R. Deeter
volume: 4.027220160630, symmetry: C₂
points: maxvol.141.txt convex hull: maxvol.141.off

maximum volume polyhedron n=142

found in 2016 by W. R. Deeter
volume: 4.028365997056, symmetry: C₂
points: maxvol.142.txt convex hull: maxvol.142.off

maximum volume polyhedron n=143

found in 2016 by W. R. Deeter
volume: 4.029493626901, symmetry: C₂
points: maxvol.143.txt convex hull: maxvol.143.off

maximum volume polyhedron n=144

found in 2016 by W. R. Deeter
volume: 4.030621649983, symmetry: T_h
points: maxvol.144.txt convex hull: maxvol.144.off

maximum volume polyhedron n=145

found in 2016 by W. R. Deeter
volume: 4.031704398366, symmetry: C_s
points: maxvol.145.txt convex hull: maxvol.145.off

maximum volume polyhedron n=146

found in 2016 by W. R. Deeter
volume: 4.032794437841, symmetry: D₂
points: maxvol.146.txt convex hull: maxvol.146.off

maximum volume polyhedron n=147

found in 2016 by W. R. Deeter
volume: 4.033775509886, symmetry: C₂
points: maxvol.147.txt convex hull: maxvol.147.off

maximum volume polyhedron n=148

found in 2016 by W. R. Deeter
volume: 4.034801756781, symmetry: C₂
points: maxvol.148.txt convex hull: maxvol.148.off

maximum volume polyhedron n=149

found in 2016 by W. R. Deeter
volume: 4.035767822143, symmetry: C₁
points: maxvol.149.txt convex hull: maxvol.149.off

maximum volume polyhedron n=150

found in 2016 by W. R. Deeter
volume: 4.036828224253, symmetry: T
points: maxvol.150.txt convex hull: maxvol.150.off

maximum volume polyhedron n=151

found in 2016 by W. R. Deeter
volume: 4.037809208931, symmetry: C₃
points: maxvol.151.txt convex hull: maxvol.151.off

maximum volume polyhedron n=152

found in 2016 by W. R. Deeter
volume: 4.038809161446, symmetry: D₂
points: maxvol.152.txt convex hull: maxvol.152.off

maximum volume polyhedron n=153

found in 2016 by W. R. Deeter
volume: 4.039786467817, symmetry: D₃
points: maxvol.153.txt convex hull: maxvol.153.off

maximum volume polyhedron n=154

found in 2016 by W. R. Deeter
volume: 4.040747504544, symmetry: C₂
points: maxvol.154.txt convex hull: maxvol.154.off

maximum volume polyhedron n=155

found in 2016 by W. R. Deeter
volume: 4.041676169258, symmetry: C₂
points: maxvol.155.txt convex hull: maxvol.155.off

maximum volume polyhedron n=156

found in 2021 by W. R. Deeter
volume: 4.042653204259, symmetry: T
points: maxvol.156.txt convex hull: maxvol.156.off

maximum volume polyhedron n=157

found in 2016 by W. R. Deeter
volume: 4.043571129634, symmetry: C_2v
points: maxvol.157.txt convex hull: maxvol.157.off

maximum volume polyhedron n=158

found in 2016 by W. R. Deeter
volume: 4.044476485981, symmetry: C₂
points: maxvol.158.txt convex hull: maxvol.158.off

maximum volume polyhedron n=159

found in 2016 by W. R. Deeter
volume: 4.045392768523, symmetry: C₂
points: maxvol.159.txt convex hull: maxvol.159.off

maximum volume polyhedron n=160

found in 2016 by W. R. Deeter
volume: 4.046294214858, symmetry: D₂
points: maxvol.160.txt convex hull: maxvol.160.off

maximum volume polyhedron n=161

found in 2016 by W. R. Deeter
volume: 4.047183641914, symmetry: C₂
points: maxvol.161.txt convex hull: maxvol.161.off

maximum volume polyhedron n=162

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.048080191657, symmetry: I_h
points: maxvol.162.txt convex hull: maxvol.162.off

maximum volume polyhedron n=163

found in 2016 by W. R. Deeter
volume: 4.048900542856, symmetry: C₂
points: maxvol.163.txt convex hull: maxvol.163.off

maximum volume polyhedron n=164

found in 2016 by W. R. Deeter
volume: 4.049756818471, symmetry: D₂
points: maxvol.164.txt convex hull: maxvol.164.off

maximum volume polyhedron n=165

found in 2016 by W. R. Deeter
volume: 4.050577539080, symmetry: C₂
points: maxvol.165.txt convex hull: maxvol.165.off

maximum volume polyhedron n=166

found in 2016 by W. R. Deeter
volume: 4.051395213642, symmetry: C₂
points: maxvol.166.txt convex hull: maxvol.166.off

maximum volume polyhedron n=167

found in 2016 by W. R. Deeter
volume: 4.052203027049, symmetry: C₂
points: maxvol.167.txt convex hull: maxvol.167.off

maximum volume polyhedron n=168

found in 2016 by W. R. Deeter
volume: 4.053042891514, symmetry: D₃
points: maxvol.168.txt convex hull: maxvol.168.off

maximum volume polyhedron n=169

found in 2016 by W. R. Deeter
volume: 4.053783884528, symmetry: C₁
points: maxvol.169.txt convex hull: maxvol.169.off

maximum volume polyhedron n=170

found in 2016 by W. R. Deeter
volume: 4.054594435529, symmetry: C₂
points: maxvol.170.txt convex hull: maxvol.170.off

maximum volume polyhedron n=171

found in 2016 by W. R. Deeter
volume: 4.055366372261, symmetry: C₂
points: maxvol.171.txt convex hull: maxvol.171.off

maximum volume polyhedron n=172

found in 2016 by W. R. Deeter
volume: 4.056146288422, symmetry: C₂
points: maxvol.172.txt convex hull: maxvol.172.off

maximum volume polyhedron n=173

found in 2016 by W. R. Deeter
volume: 4.056910028740, symmetry: C_s
points: maxvol.173.txt convex hull: maxvol.173.off

maximum volume polyhedron n=174

found in 2016 by W. R. Deeter
volume: 4.057705653111, symmetry: T_h
points: maxvol.174.txt convex hull: maxvol.174.off

maximum volume polyhedron n=175

found in 2016 by W. R. Deeter
volume: 4.058396500482, symmetry: C₁
points: maxvol.175.txt convex hull: maxvol.175.off

maximum volume polyhedron n=176

found in 2016 by W. R. Deeter
volume: 4.059127800591, symmetry: C₂
points: maxvol.176.txt convex hull: maxvol.176.off

maximum volume polyhedron n=177

found in 2016 by W. R. Deeter
volume: 4.059850298236, symmetry: D₅
points: maxvol.177.txt convex hull: maxvol.177.off

maximum volume polyhedron n=178

found in 2016 by W. R. Deeter
volume: 4.060554609178, symmetry: C₂
points: maxvol.178.txt convex hull: maxvol.178.off

maximum volume polyhedron n=179

found in 2021 by W. R. Deeter
volume: 4.061258672175, symmetry: C₂
points: maxvol.179.txt convex hull: maxvol.179.off

maximum volume polyhedron n=180

found in 2016 by W. R. Deeter
volume: 4.061988336724, symmetry: C₂
points: maxvol.180.txt convex hull: maxvol.180.off

maximum volume polyhedron n=181

found in 2016 by W. R. Deeter
volume: 4.062683914871, symmetry: C₂
points: maxvol.181.txt convex hull: maxvol.181.off

maximum volume polyhedron n=182

found in 2016 by W. R. Deeter
volume: 4.063417338747, symmetry: D₃
points: maxvol.182.txt convex hull: maxvol.182.off

maximum volume polyhedron n=183

found in 2016 by W. R. Deeter
volume: 4.064053436595, symmetry: C₁
points: maxvol.183.txt convex hull: maxvol.183.off

maximum volume polyhedron n=184

found in 2016 by W. R. Deeter
volume: 4.064766827124, symmetry: T
points: maxvol.184.txt convex hull: maxvol.184.off

maximum volume polyhedron n=185

found in 2016 by W. R. Deeter
volume: 4.065389180483, symmetry: C₁
points: maxvol.185.txt convex hull: maxvol.185.off

maximum volume polyhedron n=186

found in 2016 by W. R. Deeter
volume: 4.066065158133, symmetry: D₃
points: maxvol.186.txt convex hull: maxvol.186.off

maximum volume polyhedron n=187

found in 2016 by W. R. Deeter
volume: 4.066763197602, symmetry: D₅
points: maxvol.187.txt convex hull: maxvol.187.off

maximum volume polyhedron n=188

found in 2016 by W. R. Deeter
volume: 4.067367623828, symmetry: D₂
points: maxvol.188.txt convex hull: maxvol.188.off

maximum volume polyhedron n=189

found in 2016 by W. R. Deeter
volume: 4.068006556958, symmetry: C₁
points: maxvol.189.txt convex hull: maxvol.189.off

maximum volume polyhedron n=190

found in 2016 by W. R. Deeter
volume: 4.068659905355, symmetry: C₃
points: maxvol.190.txt convex hull: maxvol.190.off

maximum volume polyhedron n=191

found in 2016 by W. R. Deeter
volume: 4.069277926237, symmetry: C₁
points: maxvol.191.txt convex hull: maxvol.191.off

maximum volume polyhedron n=192

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.069982183555, symmetry: I
points: maxvol.192.txt convex hull: maxvol.192.off

maximum volume polyhedron n=193

found in 2016 by W. R. Deeter
volume: 4.070489538105, symmetry: C₁
points: maxvol.193.txt convex hull: maxvol.193.off

maximum volume polyhedron n=194

found in 2016 by W. R. Deeter
volume: 4.071086021464, symmetry: C₂
points: maxvol.194.txt convex hull: maxvol.194.off

maximum volume polyhedron n=195

found in 2016 by W. R. Deeter
volume: 4.071710227703, symmetry: D₃
points: maxvol.195.txt convex hull: maxvol.195.off

maximum volume polyhedron n=196

found in 2016 by W. R. Deeter
volume: 4.072287717502, symmetry: C₁
points: maxvol.196.txt convex hull: maxvol.196.off

maximum volume polyhedron n=197

found in 2016 by W. R. Deeter
volume: 4.072930147420, symmetry: D₅
points: maxvol.197.txt convex hull: maxvol.197.off

maximum volume polyhedron n=198

found in 2016 by W. R. Deeter
volume: 4.073460487517, symmetry: D₃
points: maxvol.198.txt convex hull: maxvol.198.off

maximum volume polyhedron n=199

found in 2016 by W. R. Deeter
volume: 4.074027772285, symmetry: C₂
points: maxvol.199.txt convex hull: maxvol.199.off

maximum volume polyhedron n=200

found in 2016 by W. R. Deeter
volume: 4.074591880285, symmetry: C₁
points: maxvol.200.txt convex hull: maxvol.200.off

maximum volume polyhedron n=201

found in 2016 by W. R. Deeter
volume: 4.075155750241, symmetry: C₁
points: maxvol.201.txt convex hull: maxvol.201.off

maximum volume polyhedron n=202

found in 2016 by W. R. Deeter
volume: 4.075774812416, symmetry: D₅
points: maxvol.202.txt convex hull: maxvol.202.off

maximum volume polyhedron n=203

found in 2016 by W. R. Deeter
volume: 4.076305404756, symmetry: D₃
points: maxvol.203.txt convex hull: maxvol.203.off

maximum volume polyhedron n=204

found in 2016 by W. R. Deeter
volume: 4.076903249455, symmetry: T_h
points: maxvol.204.txt convex hull: maxvol.204.off

maximum volume polyhedron n=205

found in 2016 by W. R. Deeter
volume: 4.077375778498, symmetry: C₁
points: maxvol.205.txt convex hull: maxvol.205.off

maximum volume polyhedron n=206

found in 2016 by W. R. Deeter
volume: 4.077931251097, symmetry: C₂
points: maxvol.206.txt convex hull: maxvol.206.off

maximum volume polyhedron n=207

found in 2016 by W. R. Deeter
volume: 4.078482811270, symmetry: D₅
points: maxvol.207.txt convex hull: maxvol.207.off

maximum volume polyhedron n=208

found in 2016 by W. R. Deeter
volume: 4.078984856402, symmetry: C₂
points: maxvol.208.txt convex hull: maxvol.208.off

maximum volume polyhedron n=209

found in 2016 by W. R. Deeter
volume: 4.079493943505, symmetry: C₁
points: maxvol.209.txt convex hull: maxvol.209.off

maximum volume polyhedron n=210

found in 2016 by W. R. Deeter
volume: 4.080022320962, symmetry: C₂
points: maxvol.210.txt convex hull: maxvol.210.off

maximum volume polyhedron n=211

found in 2016 by W. R. Deeter
volume: 4.080531967298, symmetry: C₁
points: maxvol.211.txt convex hull: maxvol.211.off

maximum volume polyhedron n=212

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.081099952679, symmetry: I
points: maxvol.212.txt convex hull: maxvol.212.off

maximum volume polyhedron n=213

found in 2016 by W. R. Deeter
volume: 4.081549501492, symmetry: C₂
points: maxvol.213.txt convex hull: maxvol.213.off

maximum volume polyhedron n=214

found in 2016 by W. R. Deeter
volume: 4.082084124826, symmetry: T
points: maxvol.214.txt convex hull: maxvol.214.off

maximum volume polyhedron n=215

found in 2016 by W. R. Deeter
volume: 4.082537360245, symmetry: C₁
points: maxvol.215.txt convex hull: maxvol.215.off

maximum volume polyhedron n=216

found in 2016 by W. R. Deeter
volume: 4.083067082684, symmetry: D₃
points: maxvol.216.txt convex hull: maxvol.216.off

maximum volume polyhedron n=217

found in 2016 by W. R. Deeter
volume: 4.083555875783, symmetry: D₅
points: maxvol.217.txt convex hull: maxvol.217.off

maximum volume polyhedron n=218

found in 2016 by W. R. Deeter
volume: 4.084004717293, symmetry: C₂
points: maxvol.218.txt convex hull: maxvol.218.off

maximum volume polyhedron n=219

found in 2016 by W. R. Deeter
volume: 4.084478008857, symmetry: C₂
points: maxvol.219.txt convex hull: maxvol.219.off

maximum volume polyhedron n=220

found in 2016 by W. R. Deeter
volume: 4.084970814373, symmetry: D₂
points: maxvol.220.txt convex hull: maxvol.220.off

maximum volume polyhedron n=221

found in 2016 by W. R. Deeter
volume: 4.085428873390, symmetry: C₂
points: maxvol.221.txt convex hull: maxvol.221.off

maximum volume polyhedron n=222

found in 2016 by W. R. Deeter
volume: 4.085895653043, symmetry: D₃
points: maxvol.222.txt convex hull: maxvol.222.off

maximum volume polyhedron n=223

found in 2016 by W. R. Deeter
volume: 4.086359697016, symmetry: C₂
points: maxvol.223.txt convex hull: maxvol.223.off

maximum volume polyhedron n=224

found in 2016 by W. R. Deeter
volume: 4.086823012140, symmetry: D₂
points: maxvol.224.txt convex hull: maxvol.224.off

maximum volume polyhedron n=225

found in 2016 by W. R. Deeter
volume: 4.087244310155, symmetry: C₁
points: maxvol.225.txt convex hull: maxvol.225.off

maximum volume polyhedron n=226

found in 2016 by W. R. Deeter
volume: 4.087689074594, symmetry: C₂
points: maxvol.226.txt convex hull: maxvol.226.off

maximum volume polyhedron n=227

found in 2016 by W. R. Deeter
volume: 4.088128597311, symmetry: C₂
points: maxvol.227.txt convex hull: maxvol.227.off

maximum volume polyhedron n=228

found in 2016 by W. R. Deeter
volume: 4.088564382948, symmetry: C₂
points: maxvol.228.txt convex hull: maxvol.228.off

maximum volume polyhedron n=229

found in 2021 by W. R. Deeter
volume: 4.08900604842, symmetry: C₂
points: maxvol.229.txt convex hull: maxvol.229.off

maximum volume polyhedron n=230

found in 2016 by W. R. Deeter
volume: 4.089445686203, symmetry: T_h
points: maxvol.230.txt convex hull: maxvol.230.off

maximum volume polyhedron n=231

found in 2016 by W. R. Deeter
volume: 4.089865636584, symmetry: C₂
points: maxvol.231.txt convex hull: maxvol.231.off

maximum volume polyhedron n=232

found in 2021 by W. R. Deeter
volume: 4.09028428800, symmetry: C₁
points: maxvol.232.txt convex hull: maxvol.232.off

maximum volume polyhedron n=233

found in 2016 by W. R. Deeter
volume: 4.090718385043, symmetry: D₃
points: maxvol.233.txt convex hull: maxvol.233.off

maximum volume polyhedron n=234

found in 2016 by W. R. Deeter
volume: 4.091136404603, symmetry: C₂
points: maxvol.234.txt convex hull: maxvol.234.off

maximum volume polyhedron n=235

found in 2016 by W. R. Deeter
volume: 4.091548134146, symmetry: C₁
points: maxvol.235.txt convex hull: maxvol.235.off

maximum volume polyhedron n=236

found in 2016 by W. R. Deeter
volume: 4.091970246693, symmetry: C₂
points: maxvol.236.txt convex hull: maxvol.236.off

maximum volume polyhedron n=237

found in 2016 by W. R. Deeter
volume: 4.092356719902, symmetry: C₁
points: maxvol.237.txt convex hull: maxvol.237.off

maximum volume polyhedron n=238

found in 2016 by W. R. Deeter
volume: 4.092757233916, symmetry: C₂
points: maxvol.238.txt convex hull: maxvol.238.off

maximum volume polyhedron n=239

found in 2016 by W. R. Deeter
volume: 4.093153728237, symmetry: C₁
points: maxvol.239.txt convex hull: maxvol.239.off

maximum volume polyhedron n=240

found in 2016 by W. R. Deeter
volume: 4.093552763097, symmetry: C₂
points: maxvol.240.txt convex hull: maxvol.240.off

maximum volume polyhedron n=241

found in 2016 by W. R. Deeter
volume: 4.093941289761, symmetry: C₃
points: maxvol.241.txt convex hull: maxvol.241.off

maximum volume polyhedron n=242

found in 2016 by W. R. Deeter
volume: 4.094344509719, symmetry: D₂
points: maxvol.242.txt convex hull: maxvol.242.off

maximum volume polyhedron n=243

found in 2016 by W. R. Deeter
volume: 4.094718843820, symmetry: C₂
points: maxvol.243.txt convex hull: maxvol.243.off

maximum volume polyhedron n=244

found in 2016 by W. R. Deeter
volume: 4.095113170966, symmetry: T
points: maxvol.244.txt convex hull: maxvol.244.off

maximum volume polyhedron n=245

found in 2016 by W. R. Deeter
volume: 4.095485335162, symmetry: C₂
points: maxvol.245.txt convex hull: maxvol.245.off

maximum volume polyhedron n=246

found in 2016 by W. R. Deeter
volume: 4.095874325873, symmetry: D₃
points: maxvol.246.txt convex hull: maxvol.246.off

maximum volume polyhedron n=247

found in 2016 by W. R. Deeter
volume: 4.096242985976, symmetry: C₂
points: maxvol.247.txt convex hull: maxvol.247.off

maximum volume polyhedron n=248

found in 2016 by W. R. Deeter
volume: 4.096618635993, symmetry: D₃
points: maxvol.248.txt convex hull: maxvol.248.off

maximum volume polyhedron n=249

found in 2016 by W. R. Deeter
volume: 4.096981794947, symmetry: C_s
points: maxvol.249.txt convex hull: maxvol.249.off

maximum volume polyhedron n=250

found in 2016 by W. R. Deeter
volume: 4.097358467270, symmetry: C₂
points: maxvol.250.txt convex hull: maxvol.250.off

maximum volume polyhedron n=251

found in 2021 by W. R. Deeter
volume: 4.09771087807, symmetry: C_S
points: maxvol.251.txt convex hull: maxvol.251.off

maximum volume polyhedron n=252

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.098103594953, symmetry: I_h
points: maxvol.252.txt convex hull: maxvol.252.off

maximum volume polyhedron n=253

found in 2016 by W. R. Deeter
volume: 4.098427937880, symmetry: C₂
points: maxvol.253.txt convex hull: maxvol.253.off

maximum volume polyhedron n=254

found in 2016 by W. R. Deeter
volume: 4.098800841187, symmetry: D₂
points: maxvol.254.txt convex hull: maxvol.254.off

maximum volume polyhedron n=255

found in 2016 by W. R. Deeter
volume: 4.099157767741, symmetry: D₃
points: maxvol.255.txt convex hull: maxvol.255.off

maximum volume polyhedron n=256

found in 2016 by W. R. Deeter
volume: 4.099506830918, symmetry: T
points: maxvol.256.txt convex hull: maxvol.256.off

maximum volume polyhedron n=257

found in 2016 by W. R. Deeter
volume: 4.099845042487, symmetry: D₃
points: maxvol.257.txt convex hull: maxvol.257.off

maximum volume polyhedron n=258

found in 2016 by W. R. Deeter
volume: 4.100189394685, symmetry: D₃
points: maxvol.258.txt convex hull: maxvol.258.off

maximum volume polyhedron n=259

found in 2016 by W. R. Deeter
volume: 4.100515399051, symmetry: C₂
points: maxvol.259.txt convex hull: maxvol.259.off

maximum volume polyhedron n=260

found in 2016 by W. R. Deeter
volume: 4.100859537627, symmetry: C₂
points: maxvol.260.txt convex hull: maxvol.260.off

maximum volume polyhedron n=261

found in 2016 by W. R. Deeter
volume: 4.101187713784, symmetry: C₁
points: maxvol.261.txt convex hull: maxvol.261.off

maximum volume polyhedron n=262

found in 2016 by W. R. Deeter
volume: 4.101514976148, symmetry: C₂
points: maxvol.262.txt convex hull: maxvol.262.off

maximum volume polyhedron n=263

found in 2016 by W. R. Deeter
volume: 4.101839657053, symmetry: C₁
points: maxvol.263.txt convex hull: maxvol.263.off

maximum volume polyhedron n=264

found in 2016 by W. R. Deeter
volume: 4.102187241001, symmetry: D₂
points: maxvol.264.txt convex hull: maxvol.264.off

maximum volume polyhedron n=265

found in 2016 by W. R. Deeter
volume: 4.102489133751, symmetry: C₂
points: maxvol.265.txt convex hull: maxvol.265.off

maximum volume polyhedron n=266

found in 2016 by W. R. Deeter
volume: 4.102821540627, symmetry: C₂
points: maxvol.266.txt convex hull: maxvol.266.off

maximum volume polyhedron n=267

found in 2016 by W. R. Deeter
volume: 4.103140592146, symmetry: D₃
points: maxvol.267.txt convex hull: maxvol.267.off

maximum volume polyhedron n=268

found in 2016 by W. R. Deeter
volume: 4.103462662202, symmetry: C₂
points: maxvol.268.txt convex hull: maxvol.268.off

maximum volume polyhedron n=269

found in 2016 by W. R. Deeter
volume: 4.103775864745, symmetry: C_s
points: maxvol.269.txt convex hull: maxvol.269.off

maximum volume polyhedron n=270

found in 2016 by W. R. Deeter
volume: 4.104100366989, symmetry: C₁
points: maxvol.270.txt convex hull: maxvol.270.off

maximum volume polyhedron n=271

found in 2016 by W. R. Deeter
volume: 4.104432635340, symmetry: C_s
points: maxvol.271.txt convex hull: maxvol.271.off

maximum volume polyhedron n=272

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.104769803539, symmetry: I_h
points: maxvol.272.txt convex hull: maxvol.272.off

maximum volume polyhedron n=273

found in 2016 by W. R. Deeter
volume: 4.105035238654, symmetry: D₃
points: maxvol.273.txt convex hull: maxvol.273.off

maximum volume polyhedron n=274

found in 2016 by W. R. Deeter
volume: 4.105328025898, symmetry: D₂
points: maxvol.274.txt convex hull: maxvol.274.off

maximum volume polyhedron n=275

found in 2016 by W. R. Deeter
volume: 4.105624329845, symmetry: C₁
points: maxvol.275.txt convex hull: maxvol.275.off

maximum volume polyhedron n=276

found in 2016 by W. R. Deeter
volume: 4.105939744034, symmetry: T
points: maxvol.276.txt convex hull: maxvol.276.off

maximum volume polyhedron n=277

found in 2016 by W. R. Deeter
volume: 4.106226120775, symmetry: C₁
points: maxvol.277.txt convex hull: maxvol.277.off

maximum volume polyhedron n=278

found in 2016 by W. R. Deeter
volume: 4.106519724105, symmetry: C₂
points: maxvol.278.txt convex hull: maxvol.278.off

maximum volume polyhedron n=279

found in 2016 by W. R. Deeter
volume: 4.106823698761, symmetry: C₃
points: maxvol.279.txt convex hull: maxvol.279.off

maximum volume polyhedron n=280

found in 2016 by W. R. Deeter
volume: 4.107110253070, symmetry: C₂
points: maxvol.280.txt convex hull: maxvol.280.off

maximum volume polyhedron n=281

found in 2016 by W. R. Deeter
volume: 4.107418894233, symmetry: C₁
points: maxvol.281.txt convex hull: maxvol.281.off

maximum volume polyhedron n=282

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.107730653999, symmetry: I
points: maxvol.282.txt convex hull: maxvol.282.off

maximum volume polyhedron n=283

found in 2016 by W. R. Deeter
volume: 4.107989674977, symmetry: C₃
points: maxvol.283.txt convex hull: maxvol.283.off

maximum volume polyhedron n=284

found in 2016 by W. R. Deeter
volume: 4.108256717034, symmetry: C₂
points: maxvol.284.txt convex hull: maxvol.284.off

maximum volume polyhedron n=285

found in 2016 by W. R. Deeter
volume: 4.108531737465, symmetry: C₁
points: maxvol.285.txt convex hull: maxvol.285.off

maximum volume polyhedron n=286

found in 2016 by W. R. Deeter
volume: 4.108817479084, symmetry: C₂
points: maxvol.286.txt convex hull: maxvol.286.off

maximum volume polyhedron n=287

found in 2016 by W. R. Deeter
volume: 4.109103228275, symmetry: D₅
points: maxvol.287.txt convex hull: maxvol.287.off

maximum volume polyhedron n=288

found in 2016 by W. R. Deeter
volume: 4.109375903357, symmetry: D₃
points: maxvol.288.txt convex hull: maxvol.288.off

maximum volume polyhedron n=289

found in 2016 by W. R. Deeter
volume: 4.109649937603, symmetry: C₂
points: maxvol.289.txt convex hull: maxvol.289.off

maximum volume polyhedron n=290

found in 2016 by W. R. Deeter
volume: 4.109928952202, symmetry: C₂
points: maxvol.290.txt convex hull: maxvol.290.off

maximum volume polyhedron n=291

found in 2016 by W. R. Deeter
volume: 4.110213015735, symmetry: D₃
points: maxvol.291.txt convex hull: maxvol.291.off

maximum volume polyhedron n=292

found in 2016 by W. R. Deeter
volume: 4.110484902759, symmetry: T
points: maxvol.292.txt convex hull: maxvol.292.off

maximum volume polyhedron n=293

found in 2016 by W. R. Deeter
volume: 4.110750434967, symmetry: D₃
points: maxvol.293.txt convex hull: maxvol.293.off

maximum volume polyhedron n=294

found in 2016 by W. R. Deeter
volume: 4.111000240045, symmetry: C₂
points: maxvol.294.txt convex hull: maxvol.294.off

maximum volume polyhedron n=295

found in 2016 by W. R. Deeter
volume: 4.111254278147, symmetry: C₂
points: maxvol.295.txt convex hull: maxvol.295.off

maximum volume polyhedron n=296

found in 2016 by W. R. Deeter
volume: 4.111510083071, symmetry: C₂
points: maxvol.296.txt convex hull: maxvol.296.off

maximum volume polyhedron n=297

found in 2016 by W. R. Deeter
volume: 4.111772976141, symmetry: C₂
points: maxvol.297.txt convex hull: maxvol.297.off

maximum volume polyhedron n=298

found in 2016 by W. R. Deeter
volume: 4.112031893530, symmetry: C₂
points: maxvol.298.txt convex hull: maxvol.298.off

maximum volume polyhedron n=299

found in 2016 by W. R. Deeter
volume: 4.112286654704, symmetry: C₂
points: maxvol.299.txt convex hull: maxvol.299.off

maximum volume polyhedron n=300

found in 2016 by W. R. Deeter
volume: 4.112535604377, symmetry: C₂
points: maxvol.300.txt convex hull: maxvol.300.off

maximum volume polyhedron n=301

found in 2016 by W. R. Deeter
volume: 4.112787536760, symmetry: C₂
points: maxvol.301.txt convex hull: maxvol.301.off

maximum volume polyhedron n=302

found in 2016 by W. R. Deeter
volume: 4.113039258350, symmetry: C₁
points: maxvol.302.txt convex hull: maxvol.302.off

maximum volume polyhedron n=303

found in 2016 by W. R. Deeter
volume: 4.113298363587, symmetry: D₃
points: maxvol.303.txt convex hull: maxvol.303.off

maximum volume polyhedron n=304

found in 2016 by W. R. Deeter
volume: 4.113547232633, symmetry: D₂
points: maxvol.304.txt convex hull: maxvol.304.off

maximum volume polyhedron n=305

found in 2016 by W. R. Deeter
volume: 4.113789929562, symmetry: C₂
points: maxvol.305.txt convex hull: maxvol.305.off

maximum volume polyhedron n=306

found in 2016 by W. R. Deeter
volume: 4.114035100073, symmetry: T_h
points: maxvol.306.txt convex hull: maxvol.306.off

maximum volume polyhedron n=307

found in 2016 by W. R. Deeter
volume: 4.114285047396, symmetry: D₅
points: maxvol.307.txt convex hull: maxvol.307.off

maximum volume polyhedron n=308

found in 2016 by W. R. Deeter
volume: 4.114532549654, symmetry: D₂
points: maxvol.308.txt convex hull: maxvol.308.off

maximum volume polyhedron n=309

found in 2016 by W. R. Deeter
volume: 4.114757359613, symmetry: D₃
points: maxvol.309.txt convex hull: maxvol.309.off

maximum volume polyhedron n=310

found in 2016 by W. R. Deeter
volume: 4.114992095105, symmetry: C₂
points: maxvol.310.txt convex hull: maxvol.310.off

maximum volume polyhedron n=311

found in 2016 by W. R. Deeter
volume: 4.115235529632, symmetry: C₁
points: maxvol.311.txt convex hull: maxvol.311.off

maximum volume polyhedron n=312

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.115486214613, symmetry: I
points: maxvol.312.txt convex hull: maxvol.312.off

maximum volume polyhedron n=313

found in 2016 by W. R. Deeter
volume: 4.115693232137, symmetry: C₁
points: maxvol.313.txt convex hull: maxvol.313.off

maximum volume polyhedron n=314

found in 2016 by W. R. Deeter
volume: 4.115934548091, symmetry: D₂
points: maxvol.314.txt convex hull: maxvol.314.off

maximum volume polyhedron n=315

found in 2016 by W. R. Deeter
volume: 4.116171415939, symmetry: D₃
points: maxvol.315.txt convex hull: maxvol.315.off

maximum volume polyhedron n=316

found in 2016 by W. R. Deeter
volume: 4.116392605764, symmetry: C₁
points: maxvol.316.txt convex hull: maxvol.316.off

maximum volume polyhedron n=317

found in 2016 by W. R. Deeter
volume: 4.116633142290, symmetry: D₅
points: maxvol.317.txt convex hull: maxvol.317.off

maximum volume polyhedron n=318

found in 2016 by W. R. Deeter
volume: 4.116848771510, symmetry: D₃
points: maxvol.318.txt convex hull: maxvol.318.off

maximum volume polyhedron n=319

found in 2016 by W. R. Deeter
volume: 4.117068076854, symmetry: C₃
points: maxvol.319.txt convex hull: maxvol.319.off

maximum volume polyhedron n=320

found in 2016 by W. R. Deeter
volume: 4.117295589711, symmetry: C₂
points: maxvol.320.txt convex hull: maxvol.320.off

maximum volume polyhedron n=321

found in 2016 by W. R. Deeter
volume: 4.117514732192, symmetry: C₁
points: maxvol.321.txt convex hull: maxvol.321.off

maximum volume polyhedron n=322

found in 2016 by W. R. Deeter
volume: 4.117744568025, symmetry: D₂
points: maxvol.322.txt convex hull: maxvol.322.off

maximum volume polyhedron n=323

found in 2016 by W. R. Deeter
volume: 4.117951648812, symmetry: C₁
points: maxvol.323.txt convex hull: maxvol.323.off

maximum volume polyhedron n=324

found in 2016 by W. R. Deeter
volume: 4.118178394089, symmetry: D₂
points: maxvol.324.txt convex hull: maxvol.324.off

maximum volume polyhedron n=325

found in 2016 by W. R. Deeter
volume: 4.118386059585, symmetry: C₂
points: maxvol.325.txt convex hull: maxvol.325.off

maximum volume polyhedron n=326

found in 2016 by W. R. Deeter
volume: 4.118601204229, symmetry: C₁
points: maxvol.326.txt convex hull: maxvol.326.off

maximum volume polyhedron n=327

found in 2016 by W. R. Deeter
volume: 4.118823222172, symmetry: C₂
points: maxvol.327.txt convex hull: maxvol.327.off

maximum volume polyhedron n=328

found in 2016 by W. R. Deeter
volume: 4.119037290113, symmetry: D₂
points: maxvol.328.txt convex hull: maxvol.328.off

maximum volume polyhedron n=329

found in 2016 by W. R. Deeter
volume: 4.119245497034, symmetry: C₂
points: maxvol.329.txt convex hull: maxvol.329.off

maximum volume polyhedron n=330

found in 2016 by W. R. Deeter
volume: 4.119456812084, symmetry: D₃
points: maxvol.330.txt convex hull: maxvol.330.off

maximum volume polyhedron n=331

found in 2016 by W. R. Deeter
volume: 4.119663642644, symmetry: C₂
points: maxvol.331.txt convex hull: maxvol.331.off

maximum volume polyhedron n=332

found in 2016 by W. R. Deeter
volume: 4.119873365805, symmetry: D₂
points: maxvol.332.txt convex hull: maxvol.332.off

maximum volume polyhedron n=333

found in 2016 by W. R. Deeter
volume: 4.120080938269, symmetry: C₂
points: maxvol.333.txt convex hull: maxvol.333.off

maximum volume polyhedron n=334

found in 2016 by W. R. Deeter
volume: 4.120279607593, symmetry: C₂
points: maxvol.334.txt convex hull: maxvol.334.off

maximum volume polyhedron n=335

found in 2016 by W. R. Deeter
volume: 4.120478524693, symmetry: C₂
points: maxvol.335.txt convex hull: maxvol.335.off

maximum volume polyhedron n=336

found in 2016 by W. R. Deeter
volume: 4.120683456588, symmetry: T_h
points: maxvol.336.txt convex hull: maxvol.336.off

maximum volume polyhedron n=337

found in 2016 by W. R. Deeter
volume: 4.120879900955, symmetry: C₂
points: maxvol.337.txt convex hull: maxvol.337.off

maximum volume polyhedron n=338

found in 2016 by W. R. Deeter
volume: 4.121079938705, symmetry: C₁
points: maxvol.338.txt convex hull: maxvol.338.off

maximum volume polyhedron n=339

found in 2016 by W. R. Deeter
volume: 4.121284329091, symmetry: D₃
points: maxvol.339.txt convex hull: maxvol.339.off

maximum volume polyhedron n=340

found in 2021 by W. R. Deeter
volume: 4.12147504790, symmetry: C₂
points: maxvol.340.txt convex hull: maxvol.340.off

maximum volume polyhedron n=341

found in 2016 by W. R. Deeter
volume: 4.121673383738, symmetry: C₂
points: maxvol.341.txt convex hull: maxvol.341.off

maximum volume polyhedron n=342

found in 2016 by W. R. Deeter
volume: 4.121869170088, symmetry: C₃
points: maxvol.342.txt convex hull: maxvol.342.off

maximum volume polyhedron n=343

found in 2016 by W. R. Deeter
volume: 4.122064489306, symmetry: C₁
points: maxvol.343.txt convex hull: maxvol.343.off

maximum volume polyhedron n=344

found in 2016 by W. R. Deeter
volume: 4.122262348810, symmetry: D₂
points: maxvol.344.txt convex hull: maxvol.344.off

maximum volume polyhedron n=345

found in 2016 by W. R. Deeter
volume: 4.122454079740, symmetry: C₁
points: maxvol.345.txt convex hull: maxvol.345.off

maximum volume polyhedron n=346

found in 2016 by W. R. Deeter
volume: 4.122648507221, symmetry: C₂
points: maxvol.346.txt convex hull: maxvol.346.off

maximum volume polyhedron n=347

found in 2016 by W. R. Deeter
volume: 4.122843355393, symmetry: C_s
points: maxvol.347.txt convex hull: maxvol.347.off

maximum volume polyhedron n=348

found in 2016 by W. R. Deeter
volume: 4.123039126991, symmetry: T_h
points: maxvol.348.txt convex hull: maxvol.348.off

maximum volume polyhedron n=349

found in 2016 by W. R. Deeter
volume: 4.123214180598, symmetry: C₁
points: maxvol.349.txt convex hull: maxvol.349.off

maximum volume polyhedron n=350

found in 2016 by W. R. Deeter
volume: 4.123401239683, symmetry: C₂
points: maxvol.350.txt convex hull: maxvol.350.off

maximum volume polyhedron n=351

found in 2016 by W. R. Deeter
volume: 4.123581844571, symmetry: C₁
points: maxvol.351.txt convex hull: maxvol.351.off

maximum volume polyhedron n=352

found in 2016 by W. R. Deeter
volume: 4.123770029848, symmetry: T
points: maxvol.352.txt convex hull: maxvol.352.off

maximum volume polyhedron n=353

found in 2016 by W. R. Deeter
volume: 4.123951342838, symmetry: C₃
points: maxvol.353.txt convex hull: maxvol.353.off

maximum volume polyhedron n=354

found in 2016 by W. R. Deeter
volume: 4.124137047259, symmetry: C₂
points: maxvol.354.txt convex hull: maxvol.354.off

maximum volume polyhedron n=355

found in 2016 by W. R. Deeter
volume: 4.124323182053, symmetry: C₁
points: maxvol.355.txt convex hull: maxvol.355.off

maximum volume polyhedron n=356

found in 2016 by W. R. Deeter
volume: 4.124509834589, symmetry: D₃
points: maxvol.356.txt convex hull: maxvol.356.off

maximum volume polyhedron n=357

found in 2016 by W. R. Deeter
volume: 4.124685886106, symmetry: D₅
points: maxvol.357.txt convex hull: maxvol.357.off

maximum volume polyhedron n=358

found in 2016 by W. R. Deeter
volume: 4.124867317086, symmetry: T
points: maxvol.358.txt convex hull: maxvol.358.off

maximum volume polyhedron n=359

found in 2016 by W. R. Deeter
volume: 4.125038141370, symmetry: C_s
points: maxvol.359.txt convex hull: maxvol.359.off

maximum volume polyhedron n=360

found in 2016 by W. R. Deeter
volume: 4.125215989084, symmetry: D₃
points: maxvol.360.txt convex hull: maxvol.360.off

maximum volume polyhedron n=361

found in 2016 by W. R. Deeter
volume: 4.125394507515, symmetry: C_s
points: maxvol.361.txt convex hull: maxvol.361.off

maximum volume polyhedron n=362

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.125577157078, symmetry: I_h
points: maxvol.362.txt convex hull: maxvol.362.off

maximum volume polyhedron n=363

found in 2016 by W. R. Deeter
volume: 4.125738850405, symmetry: C₁
points: maxvol.363.txt convex hull: maxvol.363.off

maximum volume polyhedron n=364

found in 2016 by W. R. Deeter
volume: 4.125916235833, symmetry: D₂
points: maxvol.364.txt convex hull: maxvol.364.off

maximum volume polyhedron n=365

found in 2016 by W. R. Deeter
volume: 4.126081526766, symmetry: C₁
points: maxvol.365.txt convex hull: maxvol.365.off

maximum volume polyhedron n=366

found in 2016 by W. R. Deeter
volume: 4.126256600069, symmetry: C₁
points: maxvol.366.txt convex hull: maxvol.366.off

maximum volume polyhedron n=367

found in 2016 by W. R. Deeter
volume: 4.126432678236, symmetry: D₅
points: maxvol.367.txt convex hull: maxvol.367.off

maximum volume polyhedron n=368

found in 2016 by W. R. Deeter
volume: 4.126597240642, symmetry: D₃
points: maxvol.368.txt convex hull: maxvol.368.off

maximum volume polyhedron n=369

found in 2016 by W. R. Deeter
volume: 4.126764670736, symmetry: C₁
points: maxvol.369.txt convex hull: maxvol.369.off

maximum volume polyhedron n=370

found in 2016 by W. R. Deeter
volume: 4.126937837482, symmetry: C₁
points: maxvol.370.txt convex hull: maxvol.370.off

maximum volume polyhedron n=371

found in 2016 by W. R. Deeter
volume: 4.127110315850, symmetry: C₁
points: maxvol.371.txt convex hull: maxvol.371.off

maximum volume polyhedron n=372

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.127283783967, symmetry: I
points: maxvol.372.txt convex hull: maxvol.372.off

maximum volume polyhedron n=373

found in 2016 by W. R. Deeter
volume: 4.127422981819, symmetry: C₁
points: maxvol.373.txt convex hull: maxvol.373.off

maximum volume polyhedron n=374

found in 2016 by W. R. Deeter
volume: 4.127589900676, symmetry: D₂
points: maxvol.374.txt convex hull: maxvol.374.off

maximum volume polyhedron n=375

found in 2016 by W. R. Deeter
volume: 4.127753737839, symmetry: C₂
points: maxvol.375.txt convex hull: maxvol.375.off

maximum volume polyhedron n=376

found in 2016 by W. R. Deeter
volume: 4.127918250064, symmetry: C₁
points: maxvol.376.txt convex hull: maxvol.376.off

maximum volume polyhedron n=377

found in 2016 by W. R. Deeter
volume: 4.128083226624, symmetry: D₅
points: maxvol.377.txt convex hull: maxvol.377.off

maximum volume polyhedron n=378

found in 2016 by W. R. Deeter
volume: 4.128228049457, symmetry: C₂
points: maxvol.378.txt convex hull: maxvol.378.off

maximum volume polyhedron n=379

found in 2016 by W. R. Deeter
volume: 4.128388880970, symmetry: C₁
points: maxvol.379.txt convex hull: maxvol.379.off

maximum volume polyhedron n=380

found in 2016 by W. R. Deeter
volume: 4.128549909996, symmetry: C₁
points: maxvol.380.txt convex hull: maxvol.380.off

maximum volume polyhedron n=381

found in 2016 by W. R. Deeter
volume: 4.128711193045, symmetry: C₁
points: maxvol.381.txt convex hull: maxvol.381.off

maximum volume polyhedron n=382

found in 2016 by W. R. Deeter
volume: 4.128872620742, symmetry: D₅
points: maxvol.382.txt convex hull: maxvol.382.off

maximum volume polyhedron n=383

found in 2016 by W. R. Deeter
volume: 4.129020925033, symmetry: C₁
points: maxvol.383.txt convex hull: maxvol.383.off

maximum volume polyhedron n=384

found in 2016 by W. R. Deeter
volume: 4.129179026003, symmetry: D₃
points: maxvol.384.txt convex hull: maxvol.384.off

maximum volume polyhedron n=385

found in 2016 by W. R. Deeter
volume: 4.129330779699, symmetry: C₁
points: maxvol.385.txt convex hull: maxvol.385.off

maximum volume polyhedron n=386

found in 2016 by W. R. Deeter
volume: 4.129487734362, symmetry: C₁
points: maxvol.386.txt convex hull: maxvol.386.off

maximum volume polyhedron n=387

found in 2016 by W. R. Deeter
volume: 4.129644586588, symmetry: D₅
points: maxvol.387.txt convex hull: maxvol.387.off

maximum volume polyhedron n=388

found in 2016 by W. R. Deeter
volume: 4.129797459120, symmetry: C₂
points: maxvol.388.txt convex hull: maxvol.388.off

maximum volume polyhedron n=389

found in 2016 by W. R. Deeter
volume: 4.129951944855, symmetry: C₁
points: maxvol.389.txt convex hull: maxvol.389.off

maximum volume polyhedron n=390

found in 2016 by W. R. Deeter
volume: 4.130106717143, symmetry: T_h
points: maxvol.390.txt convex hull: maxvol.390.off

maximum volume polyhedron n=391

found in 2016 by W. R. Deeter
volume: 4.130253731397, symmetry: C₁
points: maxvol.391.txt convex hull: maxvol.391.off

maximum volume polyhedron n=392

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.130408635626, symmetry: I
points: maxvol.392.txt convex hull: maxvol.392.off

maximum volume polyhedron n=393

found in 2016 by W. R. Deeter
volume: 4.130541929701, symmetry: C₁
points: maxvol.393.txt convex hull: maxvol.393.off

maximum volume polyhedron n=394

found in 2016 by W. R. Deeter
volume: 4.130690170508, symmetry: C₃
points: maxvol.394.txt convex hull: maxvol.394.off

maximum volume polyhedron n=395

found in 2016 by W. R. Deeter
volume: 4.130833642204, symmetry: C₁
points: maxvol.395.txt convex hull: maxvol.395.off

maximum volume polyhedron n=396

found in 2016 by W. R. Deeter
volume: 4.130981754087, symmetry: C₁
points: maxvol.396.txt convex hull: maxvol.396.off

maximum volume polyhedron n=397

found in 2016 by W. R. Deeter
volume: 4.131129592894, symmetry: C₁
points: maxvol.397.txt convex hull: maxvol.397.off

maximum volume polyhedron n=398

found in 2016 by W. R. Deeter
volume: 4.131277009711, symmetry: D₃
points: maxvol.398.txt convex hull: maxvol.398.off

maximum volume polyhedron n=399

found in 2016 by W. R. Deeter
volume: 4.131420911158, symmetry: C₁
points: maxvol.399.txt convex hull: maxvol.399.off

maximum volume polyhedron n=400

found in 2016 by W. R. Deeter
volume: 4.131566911873, symmetry: T
points: maxvol.400.txt convex hull: maxvol.400.off

maximum volume polyhedron n=401

found in 2016 by W. R. Deeter
volume: 4.131707066159, symmetry: C₁
points: maxvol.401.txt convex hull: maxvol.401.off

maximum volume polyhedron n=402

found in 2016 by W. R. Deeter
volume: 4.131850856891, symmetry: D₃
points: maxvol.402.txt convex hull: maxvol.402.off

maximum volume polyhedron n=403

found in 2016 by W. R. Deeter
volume: 4.131984335372, symmetry: C₁
points: maxvol.403.txt convex hull: maxvol.403.off

maximum volume polyhedron n=404

found in 2016 by W. R. Deeter
volume: 4.132123821016, symmetry: C₂
points: maxvol.404.txt convex hull: maxvol.404.off

maximum volume polyhedron n=405

found in 2016 by W. R. Deeter
volume: 4.132259110793, symmetry: C₁
points: maxvol.405.txt convex hull: maxvol.405.off

maximum volume polyhedron n=406

found in 2016 by W. R. Deeter
volume: 4.132397597066, symmetry: C₁
points: maxvol.406.txt convex hull: maxvol.406.off

maximum volume polyhedron n=407

found in 2016 by W. R. Deeter
volume: 4.132537370805, symmetry: C₁
points: maxvol.407.txt convex hull: maxvol.407.off

maximum volume polyhedron n=408

found in 2016 by W. R. Deeter
volume: 4.132676895221, symmetry: C₁
points: maxvol.408.txt convex hull: maxvol.408.off

maximum volume polyhedron n=409

found in 2016 by W. R. Deeter
volume: 4.132815842027, symmetry: C₂
points: maxvol.409.txt convex hull: maxvol.409.off

maximum volume polyhedron n=410

found in 2016 by W. R. Deeter
volume: 4.132952742970, symmetry: C₁
points: maxvol.410.txt convex hull: maxvol.410.off

maximum volume polyhedron n=411

found in 2016 by W. R. Deeter
volume: 4.133089480997, symmetry: C₁
points: maxvol.411.txt convex hull: maxvol.411.off

maximum volume polyhedron n=412

found in 2016 by W. R. Deeter
volume: 4.133226665671, symmetry: D₂
points: maxvol.412.txt convex hull: maxvol.412.off

maximum volume polyhedron n=413

found in 2016 by W. R. Deeter
volume: 4.133358493151, symmetry: C₁
points: maxvol.413.txt convex hull: maxvol.413.off

maximum volume polyhedron n=414

found in 2016 by W. R. Deeter
volume: 4.133492610141, symmetry: C₂
points: maxvol.414.txt convex hull: maxvol.414.off

maximum volume polyhedron n=415

found in 2016 by W. R. Deeter
volume: 4.133626339490, symmetry: C₁
points: maxvol.415.txt convex hull: maxvol.415.off

maximum volume polyhedron n=416

found in 2016 by W. R. Deeter
volume: 4.133761032387, symmetry: D₂
points: maxvol.416.txt convex hull: maxvol.416.off

maximum volume polyhedron n=417

found in 2016 by W. R. Deeter
volume: 4.133885540312, symmetry: C₂
points: maxvol.417.txt convex hull: maxvol.417.off

maximum volume polyhedron n=418

found in 2022 by W. R. Deeter
volume: 4.13401528667, symmetry: C₁
points: maxvol.418.txt convex hull: maxvol.418.off

maximum volume polyhedron n=419

found in 2022 by W. R. Deeter
volume: 4.13414635810, symmetry: C₂
points: maxvol.419.txt convex hull: maxvol.419.off

maximum volume polyhedron n=420

found in 2022 by W. R. Deeter
volume: 4.13427761655, symmetry: D₂
points: maxvol.420.txt convex hull: maxvol.420.off

maximum volume polyhedron n=421

found in 2022 by W. R. Deeter
volume: 4.13440646866, symmetry: C₁
points: maxvol.421.txt convex hull: maxvol.421.off

maximum volume polyhedron n=422

found in 2022 by W. R. Deeter
volume: 4.13453559091, symmetry: C₂
points: maxvol.422.txt convex hull: maxvol.422.off

maximum volume polyhedron n=423

found in 2016 by W. R. Deeter
volume: 4.134663351324, symmetry: C₁
points: maxvol.423.txt convex hull: maxvol.423.off

maximum volume polyhedron n=424

found in 2016 by W. R. Deeter
volume: 4.134791378091, symmetry: D₂
points: maxvol.424.txt convex hull: maxvol.424.off

maximum volume polyhedron n=425

found in 2022 by W. R. Deeter
volume: 4.13491781087, symmetry: C₁
points: maxvol.425.txt convex hull: maxvol.425.off

maximum volume polyhedron n=426

found in 2016 by W. R. Deeter
volume: 4.135044839279, symmetry: C₁
points: maxvol.426.txt convex hull: maxvol.426.off

maximum volume polyhedron n=427

found in 2016 by W. R. Deeter
volume: 4.135172347637, symmetry: D₅
points: maxvol.427.txt convex hull: maxvol.427.off

maximum volume polyhedron n=428

found in 2022 by W. R. Deeter
volume: 4.13529521869, symmetry: C₁
points: maxvol.428.txt convex hull: maxvol.428.off

maximum volume polyhedron n=429

found in 2022 by W. R. Deeter
volume: 4.13542113623, symmetry: C₃
points: maxvol.429.txt convex hull: maxvol.429.off

maximum volume polyhedron n=430

found in 2022 by W. R. Deeter
volume: 4.13554584238, symmetry: C₂
points: maxvol.430.txt convex hull: maxvol.430.off

maximum volume polyhedron n=431

found in 2016 by W. R. Deeter
volume: 4.135670927078, symmetry: C₁
points: maxvol.431.txt convex hull: maxvol.431.off

maximum volume polyhedron n=432

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.135796663594, symmetry: I
points: maxvol.432.txt convex hull: maxvol.432.off

maximum volume polyhedron n=433

found in 2016 by W. R. Deeter
volume: 4.135912284505, symmetry: C₁
points: maxvol.433.txt convex hull: maxvol.433.off

maximum volume polyhedron n=434

found in 2016 by W. R. Deeter
volume: 4.136034580537, symmetry: D₂
points: maxvol.434.txt convex hull: maxvol.434.off

maximum volume polyhedron n=435

found in 2022 by W. R. Deeter
volume: 4.13615537203, symmetry: C₁
points: maxvol.435.txt convex hull: maxvol.435.off

maximum volume polyhedron n=436

found in 2016 by W. R. Deeter
volume: 4.136276769066, symmetry: C₁
points: maxvol.436.txt convex hull: maxvol.436.off

maximum volume polyhedron n=437

found in 2016 by W. R. Deeter
volume: 4.136398709981, symmetry: D₅
points: maxvol.437.txt convex hull: maxvol.437.off

maximum volume polyhedron n=438

found in 2016 by W. R. Deeter
volume: 4.136515992362, symmetry: D₃
points: maxvol.438.txt convex hull: maxvol.438.off

maximum volume polyhedron n=439

found in 2016 by W. R. Deeter
volume: 4.136634173162, symmetry: C₁
points: maxvol.439.txt convex hull: maxvol.439.off

maximum volume polyhedron n=440

found in 2016 by W. R. Deeter
volume: 4.136752005848, symmetry: C₂
points: maxvol.440.txt convex hull: maxvol.440.off

maximum volume polyhedron n=441

found in 2016 by W. R. Deeter
volume: 4.136869306362, symmetry: C₁
points: maxvol.441.txt convex hull: maxvol.441.off

maximum volume polyhedron n=442

found in 2016 by W. R. Deeter
volume: 4.136986227826, symmetry: C₂
points: maxvol.442.txt convex hull: maxvol.442.off

maximum volume polyhedron n=443

found in 2016 by W. R. Deeter
volume: 4.137102702408, symmetry: C₁
points: maxvol.443.txt convex hull: maxvol.443.off

maximum volume polyhedron n=444

found in 2016 by W. R. Deeter
volume: 4.137219331992, symmetry: D₂
points: maxvol.444.txt convex hull: maxvol.444.off

maximum volume polyhedron n=445

found in 2016 by W. R. Deeter
volume: 4.137334399882, symmetry: C₁
points: maxvol.445.txt convex hull: maxvol.445.off

maximum volume polyhedron n=446

found in 2016 by W. R. Deeter
volume: 4.137450754429, symmetry: C₂
points: maxvol.446.txt convex hull: maxvol.446.off

maximum volume polyhedron n=447

found in 2016 by W. R. Deeter
volume: 4.137565862109, symmetry: C₁
points: maxvol.447.txt convex hull: maxvol.447.off

maximum volume polyhedron n=448

found in 2016 by W. R. Deeter
volume: 4.137680400861, symmetry: C₂
points: maxvol.448.txt convex hull: maxvol.448.off

maximum volume polyhedron n=449

found in 2016 by W. R. Deeter
volume: 4.137794258464, symmetry: C₁
points: maxvol.449.txt convex hull: maxvol.449.off

maximum volume polyhedron n=450

found in 2016 by W. R. Deeter
volume: 4.137908281244, symmetry: D₃
points: maxvol.450.txt convex hull: maxvol.450.off

maximum volume polyhedron n=451

found in 2016 by W. R. Deeter
volume: 4.138020107045, symmetry: C₂
points: maxvol.451.txt convex hull: maxvol.451.off

maximum volume polyhedron n=452

found in 2016 by W. R. Deeter
volume: 4.138132316070, symmetry: C₁
points: maxvol.452.txt convex hull: maxvol.452.off

maximum volume polyhedron n=453

found in 2016 by W. R. Deeter
volume: 4.138244956729, symmetry: D₃
points: maxvol.453.txt convex hull: maxvol.453.off

maximum volume polyhedron n=454

found in 2016 by W. R. Deeter
volume: 4.138355452292, symmetry: C₁
points: maxvol.454.txt convex hull: maxvol.454.off

maximum volume polyhedron n=455

found in 2016 by W. R. Deeter
volume: 4.138465988204, symmetry: C₁
points: maxvol.455.txt convex hull: maxvol.455.off

maximum volume polyhedron n=456

found in 2016 by W. R. Deeter
volume: 4.138576716050, symmetry: D₃
points: maxvol.456.txt convex hull: maxvol.456.off

maximum volume polyhedron n=457

found in 2016 by W. R. Deeter
volume: 4.138686085308, symmetry: C₃
points: maxvol.457.txt convex hull: maxvol.457.off

maximum volume polyhedron n=458

found in 2016 by W. R. Deeter
volume: 4.138794806193, symmetry: C₂
points: maxvol.458.txt convex hull: maxvol.458.off

maximum volume polyhedron n=459

found in 2016 by W. R. Deeter
volume: 4.138903216592, symmetry: D₃
points: maxvol.459.txt convex hull: maxvol.459.off

maximum volume polyhedron n=460

found in 2016 by W. R. Deeter
volume: 4.139011825808, symmetry: T
points: maxvol.460.txt convex hull: maxvol.460.off

maximum volume polyhedron n=461

found in 2016 by W. R. Deeter
volume: 4.139118629651, symmetry: C₁
points: maxvol.461.txt convex hull: maxvol.461.off

maximum volume polyhedron n=462

found in 2022 by W. R. Deeter
volume: 4.13922731155, symmetry: C₃
points: maxvol.462.txt convex hull: maxvol.462.off

maximum volume polyhedron n=463

found in 2022 by W. R. Deeter
volume: 4.13933411801, symmetry: C₁
points: maxvol.463.txt convex hull: maxvol.463.off

maximum volume polyhedron n=464

found in 2022 by W. R. Deeter
volume: 4.13944062184, symmetry: C₂
points: maxvol.464.txt convex hull: maxvol.464.off

maximum volume polyhedron n=465

found in 2016 by W. R. Deeter
volume: 4.139547774548, symmetry: D₃
points: maxvol.465.txt convex hull: maxvol.465.off

maximum volume polyhedron n=466

found in 2016 by W. R. Deeter
volume: 4.139652865977, symmetry: C₁
points: maxvol.466.txt convex hull: maxvol.466.off

maximum volume polyhedron n=467

found in 2016 by W. R. Deeter
volume: 4.139758394493, symmetry: C₂
points: maxvol.467.txt convex hull: maxvol.467.off

maximum volume polyhedron n=468

found in 2016 by W. R. Deeter
volume: 4.139865737744, symmetry: T
points: maxvol.468.txt convex hull: maxvol.468.off

maximum volume polyhedron n=469

found in 2022 by W. R. Deeter
volume: 4.13996906616, symmetry: C₁
points: maxvol.469.txt convex hull: maxvol.469.off

maximum volume polyhedron n=470

found in 2021 by W. R. Deeter
volume: 4.140073018836, symmetry: S₆
points: maxvol.470.txt convex hull: maxvol.470.off

maximum volume polyhedron n=471

found in 2016 by W. R. Deeter
volume: 4.140176696173, symmetry: C₁
points: maxvol.471.txt convex hull: maxvol.471.off

maximum volume polyhedron n=472

found in 2016 by W. R. Deeter
volume: 4.140280606878, symmetry: S₁₀
points: maxvol.472.txt convex hull: maxvol.472.off

maximum volume polyhedron n=473

found in 2016 by W. R. Deeter
volume: 4.140382060273, symmetry: C₁
points: maxvol.473.txt convex hull: maxvol.473.off

maximum volume polyhedron n=474

found in 2016 by W. R. Deeter
volume: 4.140484092437, symmetry: C₂
points: maxvol.474.txt convex hull: maxvol.474.off

maximum volume polyhedron n=475

found in 2016 by W. R. Deeter
volume: 4.140585608949, symmetry: C₁
points: maxvol.475.txt convex hull: maxvol.475.off

maximum volume polyhedron n=476

found in 2016 by W. R. Deeter
volume: 4.140687207861, symmetry: C₁
points: maxvol.476.txt convex hull: maxvol.476.off

maximum volume polyhedron n=477

found in 2016 by W. R. Deeter
volume: 4.140788447900, symmetry: C₅
points: maxvol.477.txt convex hull: maxvol.477.off

maximum volume polyhedron n=478

found in 2016 by W. R. Deeter
volume: 4.140888461895, symmetry: C₁
points: maxvol.478.txt convex hull: maxvol.478.off

maximum volume polyhedron n=479

found in 2016 by W. R. Deeter
volume: 4.140988539328, symmetry: C₁
points: maxvol.479.txt convex hull: maxvol.479.off

maximum volume polyhedron n=480

found in 2016 by W. R. Deeter
volume: 4.141088490740, symmetry: C₁
points: maxvol.480.txt convex hull: maxvol.480.off

maximum volume polyhedron n=481

found in 2016 by W. R. Deeter
volume: 4.141188137018, symmetry: C_s
points: maxvol.481.txt convex hull: maxvol.481.off

maximum volume polyhedron n=482

found in 1994 by R. H. Hardin, N. J. A. Sloane & W. D. Smith
volume: 4.141288207632, symmetry: I_h
points: maxvol.482.txt convex hull: maxvol.482.off

maximum volume polyhedron n=483

found in 2016 by W. R. Deeter
volume: 4.141384113305, symmetry: C₁
points: maxvol.483.txt convex hull: maxvol.483.off

maximum volume polyhedron n=484

found in 2016 by W. R. Deeter
volume: 4.141481745200, symmetry: C₂
points: maxvol.484.txt convex hull: maxvol.484.off

maximum volume polyhedron n=485

found in 2016 by W. R. Deeter
volume: 4.141578519068, symmetry: C₁
points: maxvol.485.txt convex hull: maxvol.485.off

maximum volume polyhedron n=486

found in 2022 by W. R. Deeter
volume: 4.14167739888, symmetry: D₃
points: maxvol.486.txt convex hull: maxvol.486.off

maximum volume polyhedron n=487

found in 2022 by W. R. Deeter
volume: 4.14177285431, symmetry: C₁
points: maxvol.487.txt convex hull: maxvol.487.off

maximum volume polyhedron n=488

found in 2022 by W. R. Deeter
volume: 4.14186854668, symmetry: C₁
points: maxvol.488.txt convex hull: maxvol.488.off

maximum volume polyhedron n=489

found in 2022 by W. R. Deeter
volume: 4.14196448160, symmetry: C₃
points: maxvol.489.txt convex hull: maxvol.489.off

maximum volume polyhedron n=490

found in 2016 by W. R. Deeter
volume: 4.142060783429, symmetry: C₁
points: maxvol.490.txt convex hull: maxvol.490.off

maximum volume polyhedron n=491

found in 2016 by W. R. Deeter
volume: 4.142155168539, symmetry: C₁
points: maxvol.491.txt convex hull: maxvol.491.off

maximum volume polyhedron n=492

found in 2016 by W. R. Deeter
volume: 4.142251571462, symmetry: C₂
points: maxvol.492.txt convex hull: maxvol.492.off

Note for 1/23/2021: New results for n=156 and n=179.

Note for 2/2/2021: Corrected symmetry identification for n=428 (was C_3h, corrected to S₆) and n=472 (was C_5h, corrected to S₁₀). New result for n=470.

Note for 10/18/2023: New results for n=229, 232, 251, 340, 418, 419, 420, 421, 422, 425, 428, 429, 430, 435, 462, 463, 464, 469, 486, 487, 488, 489.

Wayne Deeter - wrd@deetour.net

Last modified: October 18, 2023