# Section générée avec JMath3D
# 2 pyramides opposées par le sommet.
# Chaque base est un polygone régulier à 32 côtés.
# 21 points sous le plan : -3y+2z-1.5 <= 0
v  1         0        0
v  0.980785 -0.19509  0
v  0.92388  -0.382683 0
v -0.92388  -0.382683 0
v -0.980785 -0.19509  0
v -1         0        0
v -0.980785  0.19509  0
v -0.92388   0.382683 0
v -0.83147   0.55557  0
v -0.707107  0.707107 0
v -0.55557   0.83147  0
v -0.382683  0.92388  0
v -0.19509   0.980785 0
v  0         1        0
v  0.19509   0.980785 0
v  0.382683  0.92388  0
v  0.55557   0.83147  0
v  0.707107  0.707107 0
v  0.83147   0.55557  0
v  0.92388   0.382683 0
v  0.980785  0.19509  0

# 23 points dans le plan d'équation -3y+2z-1.5 = 0
v 0.861172775223 -0.5 0
v -0.861172775223 -0.5 0
v 0.5 0 0.75
v 0.609251344871 -0.121187461953 0.568218807071
v 0.748302735872 -0.309956634922 0.285065047617
v -0.748302735872 -0.309956634922 0.285065047617
v -0.609251344871 -0.121187461953 0.568218807071
v -0.5 0 0.75
v -0.410339388665 0.081621467839 0.872432201759
v -0.33408959248 0.13838421388 0.95757632082
v -0.267255732626 0.178574413238 1.017861619856
v -0.207106818729 0.207106818729 1.060660228093
v -0.151673246081 0.226995255177 1.090492882766
v -0.099456047154 0.240108530678 1.110162796017
v -0.049245627365 0.247574825132 1.121362237699
v 0 0.25 1.125
v 0.049245627365 0.247574825132 1.121362237699
v 0.099456047154 0.240108530678 1.110162796017
v 0.151673246081 0.226995255177 1.090492882766
v 0.207106818729 0.207106818729 1.060660228093
v 0.267255732626 0.178574413238 1.017861619856
v 0.33408959248 0.13838421388 0.95757632082
v 0.410339388665 0.081621467839 0.872432201759

# Section translatée de (0;-0.5;0)
v 0.861172775223 -1 0
v -0.861172775223 -1 0
v 0.5 -0.5 0.75
v 0.609251344871 -0.621187461953 0.568218807071
v 0.748302735872 -0.809956634922 0.285065047617
v -0.748302735872 -0.809956634922 0.285065047617
v -0.609251344871 -0.621187461953 0.568218807071
v -0.5 -0.5 0.75
v -0.410339388665 -0.418378532161 0.872432201759
v -0.33408959248 -0.36161578612 0.95757632082
v -0.267255732626 -0.321425586762 1.017861619856
v -0.207106818729 -0.292893181271 1.060660228093
v -0.151673246081 -0.273004744823 1.090492882766
v -0.099456047154 -0.259891469322 1.110162796017
v -0.049245627365 -0.252425174868 1.121362237699
v 0 -0.25 1.125
v 0.049245627365 -0.252425174868 1.121362237699
v 0.099456047154 -0.259891469322 1.110162796017
v 0.151673246081 -0.273004744823 1.090492882766
v 0.207106818729 -0.292893181271 1.060660228093
v 0.267255732626 -0.321425586762 1.017861619856
v 0.33408959248 -0.36161578612 0.95757632082
v 0.410339388665 -0.418378532161 0.872432201759

# 94 points au-dessus du plan : -3y+2z-1.5 > 0
# translatés de (0;-0.5;0)
v 0.83147 -1.05557 0
v -0.83147 -1.05557 0
v 0.740295469973 -1.166666666667 0
v -0.740295469973 -1.166666666667 0
v 0.333333333333 -0.5 1
v 0.406167563247 -0.580791641302 0.878812538048
v 0.498868490581 -0.706637756615 0.690043365078
v 0.62362276774 -0.916691042459 0.374963436312
v -0.62362276774 -0.916691042459 0.374963436312
v -0.498868490581 -0.706637756615 0.690043365078
v -0.406167563247 -0.580791641302 0.878812538048
v -0.333333333333 -0.5 1
v -0.273559592444 -0.445585688107 1.081621467839
v -0.222726394987 -0.407743857413 1.13838421388
v -0.178170488417 -0.380950391175 1.178574413238
v -0.138071212486 -0.361928787514 1.207106818729
v -0.101115497387 -0.348669829882 1.226995255178
v -0.066304031436 -0.339927646215 1.240108530678
v -0.032830418243 -0.334950116578 1.247574825132
v 0 -0.333333333333 1.25
v 0.032830418243 -0.334950116578 1.247574825132
v 0.066304031436 -0.339927646215 1.240108530678
v 0.101115497387 -0.348669829882 1.226995255178
v 0.138071212486 -0.361928787514 1.207106818729
v 0.178170488417 -0.380950391175 1.178574413238
v 0.222726394987 -0.407743857413 1.13838421388
v 0.273559592444 -0.445585688107 1.081621467839
v 0.740295469973 -1.666666666667 0
v -0.740295469973 -1.666666666667 0
v 0.333333333333 -1 1
v 0.406167563247 -1.080791641302 0.878812538048
v 0.498868490581 -1.206637756615 0.690043365078
v 0.62362276774 -1.416691042459 0.374963436312
v -0.62362276774 -1.416691042459 0.374963436312
v -0.498868490581 -1.206637756615 0.690043365078
v -0.406167563247 -1.080791641302 0.878812538048
v -0.333333333333 -1 1
v -0.273559592444 -0.945585688107 1.081621467839
v -0.222726394987 -0.907743857413 1.13838421388
v -0.178170488417 -0.880950391175 1.178574413238
v -0.138071212486 -0.861928787514 1.207106818729
v -0.101115497387 -0.848669829882 1.226995255178
v -0.066304031436 -0.839927646215 1.240108530678
v -0.032830418243 -0.834950116578 1.247574825132
v 0 -0.833333333333 1.25
v 0.032830418243 -0.834950116578 1.247574825132
v 0.066304031436 -0.839927646215 1.240108530678
v 0.101115497387 -0.848669829882 1.226995255178
v 0.138071212486 -0.861928787514 1.207106818729
v 0.178170488417 -0.880950391175 1.178574413238
v 0.222726394987 -0.907743857413 1.13838421388
v 0.273559592444 -0.945585688107 1.081621467839
v 0.707107 -1.707107 0
v 0.55557 -1.83147 0
v 0.382683 -1.92388 0
v 0.19509 -1.980785 0
v 0 -2 0
v -0.19509 -1.980785 0
v -0.382683 -1.92388 0
v -0.55557 -1.83147 0
v -0.707107 -1.707107 0
v 1 -1 3
v 0.980785 -1.19509 3
v 0.92388 -1.382683 3
v 0.83147 -1.55557 3
v 0.707107 -1.707107 3
v 0.55557 -1.83147 3
v 0.382683 -1.92388 3
v 0.19509 -1.980785 3
v 0 -2 3
v -0.19509 -1.980785 3
v -0.382683 -1.92388 3
v -0.55557 -1.83147 3
v -0.707107 -1.707107 3
v -0.83147 -1.55557 3
v -0.92388 -1.382683 3
v -0.980785 -1.19509 3
v -1 -1 3
v -0.980785 -0.80491 3
v -0.92388 -0.617317 3
v -0.83147 -0.44443 3
v -0.707107 -0.292893 3
v -0.55557 -0.16853 3
v -0.382683 -0.07612 3
v -0.19509 -0.019215 3
v 0 0 3
v 0.19509 -0.019215 3
v 0.382683 -0.07612 3
v 0.55557 -0.16853 3
v 0.707107 -0.292893 3
v 0.83147 -0.44443 3
v 0.92388 -0.617317 3
v 0.980785 -0.80491 3
v 0 -1 1.5


# 23 faces sous le plan.
f 1 2 3 22 23 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21
f 24 25 2 1
f 25 26 3 2
f 26 22 3
f 27 4 23
f 27 28 5 4
f 28 29 6 5
f 29 30 7 6
f 30 31 8 7
f 31 32 9 8
f 32 33 10 9
f 33 34 11 10
f 34 35 12 11
f 35 36 13 12
f 36 37 14 13
f 37 38 15 14
f 38 39 16 15
f 39 40 17 16
f 40 41 18 17
f 41 42 19 18
f 42 43 20 19
f 43 44 21 20
f 44 24 1 21

# Section
f 22 26 25 24 44 43 42 41 40 39 38 37 36 35 34 33 32 31 30 29 28 27 23

# Section translatée
f 46 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 47 48 49 45

# 93 faces au-dessus du plan.
f 45 68 70 71 69 46
f 47 72 73 48
f 48 73 74 49
f 49 74 75 68 45
f 75 70 68
f 76 69 71
f 76 77 50 46 69
f 50 77 78 51
f 51 78 79 52
f 52 79 80 53
f 53 80 81 54
f 54 81 82 55
f 55 82 83 56
f 56 83 84 57
f 57 84 85 58
f 58 85 86 59
f 59 86 87 60
f 60 87 88 61
f 61 88 89 62
f 62 89 90 63
f 63 90 91 64
f 64 91 92 65
f 65 92 93 66
f 66 93 94 67
f 67 94 72 47
f 70 75 74 73 72 94 93 92 91 90 89 88 87 86 85 84 83 82 81 80 79 78 77 76 71
f 96 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 97 98 99 100 95
f 95 120 121 122 123 124 125 126 127 128 96
f 160 159 158 157 156 155 154 153 152 151 150 149 148 147 146 145 144 143 142 141 140 139 138 137 136 135 134 133 132 131 130 129
f 97 161 98
f 161 129 130
f 98 161 99
f 161 130 131
f 99 161 100
f 161 131 132
f 100 161 120 95
f 161 132 133
f 161 121 120
f 161 133 134
f 161 122 121
f 161 134 135
f 161 123 122
f 161 135 136
f 161 124 123
f 161 136 137
f 161 125 124
f 161 137 138
f 161 126 125
f 161 138 139
f 161 127 126
f 161 139 140
f 161 128 127
f 161 140 141
f 161 101 96 128
f 161 141 142
f 101 161 102
f 161 142 143
f 102 161 103
f 161 143 144
f 103 161 104
f 161 144 145
f 104 161 105
f 161 145 146
f 105 161 106
f 161 146 147
f 106 161 107
f 161 147 148
f 107 161 108
f 161 148 149
f 108 161 109
f 161 149 150
f 109 161 110
f 161 150 151
f 110 161 111
f 161 151 152
f 111 161 112
f 161 152 153
f 112 161 113
f 161 153 154
f 113 161 114
f 161 154 155
f 114 161 115
f 161 155 156
f 115 161 116
f 161 156 157
f 116 161 117
f 161 157 158
f 117 161 118
f 161 158 159
f 118 161 119
f 161 159 160
f 119 161 97
f 161 160 129

# 161 vertices, 118 faces.