Polytopes of Type {4,6,4}

Polytopes of this Type 55 in this atlas

• {4,6,4}*192a ·SmallGroup(192,1149) · universal
• {4,6,4}*192b ·SmallGroup(192,1472) · universal
• {4,6,4}*192c ·SmallGroup(192,1472) · universal
• {4,6,4}*192d ·SmallGroup(192,1538) · universal
• {4,6,4}*192e ·SmallGroup(192,1538) · universal
• {4,6,4}*192f ·SmallGroup(192,1538) · universal
• {4,6,4}*192g ·SmallGroup(192,1538) · universal
• {4,6,4}*384a ·SmallGroup(384,20051) · universal
• {4,6,4}*384b ·SmallGroup(384,20051) · universal
• {4,6,4}*384c ·SmallGroup(384,20163) · universal
• {4,6,4}*384d ·SmallGroup(384,20163) · universal
• {4,6,4}*384e ·SmallGroup(384,20163) · universal
• {4,6,4}*384f ·SmallGroup(384,20163)
• {4,6,4}*576a ·SmallGroup(576,8399) · universal
• {4,6,4}*576b ·SmallGroup(576,8399) · universal
• {4,6,4}*720a ·SmallGroup(720,763)
• {4,6,4}*720b ·SmallGroup(720,763)
• {4,6,4}*768a ·SmallGroup(768,1087581) · universal
• {4,6,4}*768b ·SmallGroup(768,1087581) · universal
• {4,6,4}*768c ·SmallGroup(768,1088921) · universal
• {4,6,4}*768d ·SmallGroup(768,1088921) · universal
• {4,6,4}*768e ·SmallGroup(768,1090070) · universal
• {4,6,4}*768f ·SmallGroup(768,1090070) · universal
• {4,6,4}*768g ·SmallGroup(768,1090183) · universal
• {4,6,4}*768h ·SmallGroup(768,1090183) · universal
• {4,6,4}*768i ·SmallGroup(768,1090220) · universal
• {4,6,4}*768j ·SmallGroup(768,1090220)
• {4,6,4}*768k ·SmallGroup(768,1090220) · universal
• {4,6,4}*768l ·SmallGroup(768,1090234)
• {4,6,4}*960a ·SmallGroup(960,10871) · universal
• {4,6,4}*960b ·SmallGroup(960,10871) · universal
• {4,6,4}*1152a ·SmallGroup(1152,157849)
• {4,6,4}*1152b ·SmallGroup(1152,157849)
• {4,6,4}*1152c ·SmallGroup(1152,157849)
• {4,6,4}*1152d ·SmallGroup(1152,157849) · universal
• {4,6,4}*1344a ·SmallGroup(1344,11295) · universal
• {4,6,4}*1344b ·SmallGroup(1344,11295) · universal
• {4,6,4}*1440a ·SmallGroup(1440,5842) · universal
• {4,6,4}*1440b ·SmallGroup(1440,5842)
• {4,6,4}*1440c ·SmallGroup(1440,5842)
• {4,6,4}*1440d ·SmallGroup(1440,5842)
• {4,6,4}*1440e ·SmallGroup(1440,5842)
• {4,6,4}*1440f ·SmallGroup(1440,5842) · universal
• {4,6,4}*1728a ·SmallGroup(1728,30394) · universal
• {4,6,4}*1728b ·SmallGroup(1728,30394) · universal
• {4,6,4}*1728c ·SmallGroup(1728,46672) · universal
• {4,6,4}*1728d ·SmallGroup(1728,46672) · universal
• {4,6,4}*1728e ·SmallGroup(1728,47847) · universal
• {4,6,4}*1728f ·SmallGroup(1728,47847) · universal
• {4,6,4}*1920a ·SmallGroup(1920,240594) · universal
• {4,6,4}*1920b ·SmallGroup(1920,240594) · universal
• {4,6,4}*1920c ·SmallGroup(1920,240993)
• {4,6,4}*1920d ·SmallGroup(1920,240993)
• {4,6,4}*1920e ·SmallGroup(1920,240996)
• {4,6,4}*1920f ·SmallGroup(1920,240996)