PD Dr. Andreas Paffenholz

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2s2s

The Complete List

• simplex (5,10) [ poly jvx view ] , regular , self-dual , g₂=0
• W₉ (9, 26) [ poly jvx view ] , self-dual , g₂=0
  The smallest nontrivial 2s2s polytope
• hypersimplex (10, 30) [ poly ] , regular , g₂=0
• dual hypersimplex (10, 30) [ poly jvx view ] , regular , g₂=0
• W₁₀ (10, 30) [poly jvx view ] , self-dual , g₂=0
  The second 2s2s polytope with 10 vertices
• P₁₁ (11, 34) [ poly jvx view ] , self-dual , g₂=0
• W₁₃ (13, 42) [ poly jvx view ] , self-dual , g₂=0
• WF₁₃ (13, 42) [ poly] , self-dual , g₂=0
• P¹₁₄ (14, 46) [ poly jvx view ] , self-dual , g₂=0
• P²₁₄ (14, 46) [ poly jvx view ] , self-dual , g ₂=0
• P³₁₄ (14, 46) [ poly jvx view ] , self-dual , g₂=0
• E(tr(simplex)) (14, 48) [ poly jvx view ]
• E₃₃ (15, 54) [ poly]
• P₁₅ (15, 50) [ poly] , g₂=0
  15 similar ones can be found here.
• Broken Cube (16, 56) [ poly ]
• P₁₆ (16, 54) [ poly] , g₂=0
  12 similar ones can be found here.
• W₁₇ (17, 58) [ poly ] , self-dual , g₂=0
• WF¹₁₇ (17, 58) [ poly] , g₂ =0
• WF²₁₇ (17, 58) [ poly] , self-dual , g₂=0
• WF³₁₇ (17, 58) [ poly] , self-dual , g₂=0
• WF⁴₁₇ (17, 58) [ poly] , g₂ =0
• WF⁵₁₇ (17, 58) [ poly] , g₂=0
• E(tr(pr(simplex₃))) (18, 66) [ poly ]
• P₁₈ (18, 62) [ poly jvx view ] , g₂=0
  4 similar ones can be found here.
• E₃₄ (19, 72) [ poly ] , self-dual
• E(tr(C₃xC₃)) (19, 72) [ poly ]
• P₁₉ (19, 66) [ poly] , g₂ =0
  51 similar ones can be found here.
• P₂₀ (20, 70) [ poly jvx view ] , g₂=0
  375 similar ones can be found here.
• P₂₁ (21, 74) [ poly jvx view ] , g₂=0
  659 similar ones can be found here.
• W₂₁ (21, 74) [ poly jvx view ] , g₂=0
• E¹(tr₂(simplex)) (22, 84) [ poly jvx view ]
• E²(tr₂(simplex)) (22, 84) [ poly jvx view ]
• E³(tr₂(simplex)) (22, 84) [ poly jvx view ]
• E¹(tr₂(C₃xC₃)) (23, 90) [ poly ]
• E²(tr₂(C₃xC₃)) (23, 90) [ poly ]
• E³(tr₂(C₃xC₃)) (23, 90) [ poly ]
• P₂₃ (23, 82) [ poly jvx view ] , g₂=0
  162 similar ones can be found here.
• E₃₅ (23, 90) [ poly jvx view ]
• E(tr(C₃xC₄))) (23, 90) [ poly ]
• 24-cell (24,96) [ poly jvx view ] , regular , self-dual
• P₂₄ (24, 86) [ poly jvx view ] , g₂=0
  4985 similar ones can be found here.
• W₂₅ (25, 90) [ poly ] , g₂ =0
• P₂₅ (25, 90) [ poly jvx view ] , g₂=0
  24916 similar ones can be found in this tar-file (26.2MB!) as .poly files and in this tar-file (26.6MB!) as .jvx files.
• E(tr₃(simplex)) (26, 102) [ poly jvx view ]
• E₃₆ (27, 108) [ poly ] , self-dual
• E(stack(cross)) (28, 114) [ poly ]
• E₄₅ (29, 120) [ poly ] , self-dual
• W₂₉ (29, 106) [ poly ] , g₂=0
• E₃₇ (31, 126) [ poly ] , self-dual
• E¹(stack₂(cross)) (32, 132) [ poly ]
• E²(stack₂(cross)) (32, 132) [ poly ]
• E³(stack₂(cross)) (32, 132) [ poly ]
• E⁴(stack₂(cross)) (32, 132) [ poly ]
• W₃₃ (33, 122) [ poly ] , g₂ =0
• E(600-cell) (720, 3600) [ poly ] , regular