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---- 4D ----
This page is available sorted by point-group symmetry (below)
or by complexity (only including[[:space:]]starry[[:space:]]cases for quasiregular linear diagrams)
or by similarity.
Indepted to the mere quantity of cases the following overview table links to additional pages too; only parts are listed in details below.
Linear Dynkin Graphs | Tridental Dynkin Graphs | Loop-n-Tail Dynkin Graphs | Loop Dynkin Graphs | Two-Loop Dynkin Graphs | Simplical Dynkin Graphs | Others |
o-P-o-Q-o-R-o |
o-P-o-Q-o *b-R-o = o_ -P_ >o---R---o _Q- o- |
o-P-o-Q-o-R-o-S-*b = o_ | -Q_ R >o---P---o | _S- o- |
o-P-o-Q-o-R-o-S-*a = o---P---o | | S Q | | o---R---o |
o-P-o-Q-o-R-o-S-*a-T-*c = _o_ _P- | -S_ o< T >o -Q_ | _R- -o- |
o-P-o-Q-o-R-o-S-*a-T-*c *b-U-*d = o / T \ P _o_ S /_Q R_\ o-----U-----o |
In the following symmetry listings "etc." means replacments according to 3 ↔ 3/2, to 4 ↔ 4/3, to 5 ↔ 5/4, or to 5/2 ↔ 5/3.
Polychora with Grünbaumian elements so far are not investigated any further. Those are Grünbaumian a priori, usually because of some subgraph -x-n/d-x-, where d is even. Others, which come out as being Grünbaumian a posteriori will be given none the less.
*) not even a scaliform representation
does exist, just occures as pure
faceting
**) not uniform, but at least scaliform
loop-n-tail ones |
o-P-o-Q-o-R-o-S-*b = o_ | -Q_ R >o---P---o | _S- o- |
o3o3o3/2o3*b (µ=2) | o3o3o3o3/2*b (µ=3) | o3/2o3o3o3/2*b (µ=7) | |
quasiregulars |
x3o3o3/2o3*b - 2pen (contains "2tet" as verf) o3x3o3/2o3*b - (contains "2tet") o3o3x3/2o3*b - (contains "2tet") |
x3o3o3o3/2*b - 2pen (contains "2tet" as verf) o3x3o3o3/2*b - (contains "2tet") o3o3x3o3/2*b - (contains "2tet") o3o3o3x3/2*b - (contains "2tet") |
x3/2o3o3o3/2*b - 2pen (contains "2tet" as verf) o3/2x3o3o3/2*b - (contains "2tet") o3/2o3x3o3/2*b - (contains "2tet") o3/2o3o3x3/2*b - (contains "2tet") |
other Wythoffians |
x3x3o3/2o3*b - (contains "2tet") x3o3x3/2o3*b - (contains "2tet") o3x3x3/2o3*b - rawvtip o3o3x3/2x3*b - [Grünbaumian] x3x3x3/2o3*b - pittip x3o3x3/2x3*b - [Grünbaumian] o3x3x3/2x3*b - [Grünbaumian] x3x3x3/2x3*b - [Grünbaumian] |
x3x3o3o3/2*b - (contains "2tet") x3o3x3o3/2*b - piphid+10tet (contains "2tet") x3o3o3x3/2*b - (contains "2tet") o3x3x3o3/2*b - rawvtip o3x3o3x3/2*b - [Grünbaumian] o3o3x3x3/2*b - duhd x3x3x3o3/2*b - pittip x3x3o3x3/2*b - [Grünbaumian] x3o3x3x3/2*b - (contains "2thah") o3x3x3x3/2*b - [Grünbaumian] x3x3x3x3/2*b - [Grünbaumian] |
x3/2x3o3o3/2*b - [Grünbaumian] x3/2o3x3o3/2*b - (contains "2tet") x3/2o3o3x3/2*b - (contains "2tet") o3/2x3x3o3/2*b - rawvtip o3/2x3o3x3/2*b - [Grünbaumian] o3/2o3x3x3/2*b - duhd x3/2x3x3o3/2*b - [Grünbaumian] x3/2x3o3x3/2*b - [Grünbaumian] x3/2o3x3x3/2*b - (contains "2thah") o3/2x3x3x3/2*b - [Grünbaumian] x3/2x3x3x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
... |
... |
... |
o3/2o3o3/2o3*b (µ=8) | o3o3/2o3/2o3/2*b (µ=12) | o3/2o3/2o3/2o3/2*b (µ=18) | |
quasiregulars |
x3/2o3o3/2o3*b - 2pen (contains "2tet" as verf) o3/2x3o3/2o3*b - (contains "2tet") o3/2o3x3/2o3*b - (contains "2tet") |
x3o3/2o3/2o3/2*b - 2pen (contains "2tet" as verf) o3x3/2o3/2o3/2*b - (contains "2tet") o3o3/2x3/2o3/2*b - (contains "2tet") |
x3/2o3/2o3/2o3/2*b - 2pen (contains "2tet" as verf) o3/2x3/2o3/2o3/2*b - (contains "2tet") o3/2o3/2x3/2o3/2*b - (contains "2tet") |
other Wythoffians |
x3/2x3o3/2o3*b - [Grünbaumian] x3/2o3x3/2o3*b - (contains "2tet") o3/2x3x3/2o3*b - rawvtip o3/2o3x3/2x3*b - [Grünbaumian] x3/2x3x3/2o3*b - [Grünbaumian] x3/2o3x3/2x3*b - [Grünbaumian] o3/2x3x3/2x3*b - [Grünbaumian] x3/2x3x3/2x3*b - [Grünbaumian] |
x3x3/2o3/2o3/2*b - (contains "2tet") x3o3/2x3/2o3/2*b - (contains "2tet") o3x3/2x3/2o3/2*b - [Grünbaumian] o3o3/2x3/2x3/2*b - [Grünbaumian] x3x3/2x3/2o3/2*b - [Grünbaumian] x3o3/2x3/2x3/2*b - [Grünbaumian] o3x3/2x3/2x3/2*b - [Grünbaumian] x3x3/2x3/2x3/2*b - [Grünbaumian] |
x3/2x3/2o3/2o3/2*b - [Grünbaumian] x3/2o3/2x3/2o3/2*b - (contains "2tet") o3/2x3/2x3/2o3/2*b - [Grünbaumian] o3/2o3/2x3/2x3/2*b - [Grünbaumian] x3/2x3/2x3/2o3/2*b - [Grünbaumian] x3/2o3/2x3/2x3/2*b - [Grünbaumian] o3/2x3/2x3/2x3/2*b - [Grünbaumian] x3/2x3/2x3/2x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
... |
... |
... |
o3o3/2o4o4*b (µ=3) | o3o3o4/3o4*b (µ=5) | o3o3o4o4/3*b (µ=11) | o3/2o3/2o4o4*b (µ=13) | |
quasiregulars |
x3o3/2o4o4*b - hex+8oct (contains "oct+6{4}" as verf) o3x3/2o4o4*b - (contains "oct+6{4}") o3o3/2x4o4*b - (contains "oct+6{4}") o3o3/2o4x4*b - (contains "2cube") |
x3o3o4/3o4*b - hex+8oct (contains "oct+6{4}" as verf) o3x3o4/3o4*b - (contains "oct+6{4}") o3o3x4/3o4*b - (contains "oct+6{4}") o3o3o4/3x4*b - (contains "2cube") |
x3o3o4o4/3*b - hex+8oct (contains "oct+6{4}" as verf) o3x3o4o4/3*b - (contains "oct+6{4}") o3o3x4o4/3*b - (contains "oct+6{4}") o3o3o4x4/3*b - (contains "2cube") |
x3/2o3/2o4o4*b - hex+8oct (contains "oct+6{4}" as verf) o3/2x3/2o4o4*b - (contains "oct+6{4}") o3/2o3/2x4o4*b - (contains "oct+6{4}") o3/2o3/2o4x4*b - (contains "2cube") |
other Wythoffians |
x3x3/2o4o4*b - (contains "oct+6{4}") x3o3/2x4o4*b - (contains "oct+6{4}") x3o3/2o4x4*b - (contains "2cube") o3x3/2x4o4*b - [Grünbaumian] o3x3/2o4x4*b - rawvatoth o3o3/2x4x4*b - steth x3x3/2x4o4*b - [Grünbaumian] x3x3/2o4x4*b - sichado x3o3/2x4x4*b - o3x3/2x4x4*b - [Grünbaumian] x3x3/2x4x4*b - [Grünbaumian] |
x3x3o4/3o4*b - (contains "oct+6{4}") x3o3x4/3o4*b - (contains "oct+6{4}") x3o3o4/3x4*b - (contains "2cube") o3x3x4/3o4*b - (contains "2cho") o3x3o4/3x4*b - rawvatoth o3o3x4/3x4*b - gittith x3x3x4/3o4*b - (contains "2cho") x3x3o4/3x4*b - sichado x3o3x4/3x4*b - skiviphado o3x3x4/3x4*b - thatoth x3x3x4/3x4*b - thatpath |
x3x3o4o4/3*b - (contains "oct+6{4}") x3o3x4o4/3*b - (contains "oct+6{4}") x3o3o4x4/3*b - (contains "2cube") o3x3x4o4/3*b - (contains "2cho") o3x3o4x4/3*b - wavitoth o3o3x4x4/3*b - steth x3x3x4o4/3*b - (contains "2cho") x3x3o4x4/3*b - gichado x3o3x4x4/3*b - gikviphado o3x3x4x4/3*b - thaquitoth x3x3x4x4/3*b - thaquitpath |
x3/2x3/2o4o4*b - [Grünbaumian] x3/2o3/2x4o4*b - (contains "oct+6{4}") x3/2o3/2o4x4*b - (contains "2cube") o3/2x3/2x4o4*b - [Grünbaumian] o3/2x3/2o4x4*b - rawvatoth o3/2o3/2x4x4*b - steth x3/2x3/2x4o4*b - [Grünbaumian] x3/2x3/2o4x4*b - [Grünbaumian] x3/2o3/2x4x4*b - gikviphado o3/2x3/2x4x4*b - [Grünbaumian] x3/2x3/2x4x4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
... |
... |
... |
... |
o3/2o3o4o4/3*b (µ=21) | o3/2o3o4/3o4*b (µ=27) | o3o3/2o4/3o4/3*b (µ=45) | o3/2o3/2o4/3o4/3*b (µ=67) | |
quasiregulars |
x3/2o3o4o4/3*b - hex+8oct (contains "oct+6{4}" as verf) o3/2x3o4o4/3*b - (contains "oct+6{4}") o3/2o3x4o4/3*b - (contains "oct+6{4}") o3/2o3o4x4/3*b - (contains "2cube") |
x3/2o3o4/3o4*b - hex+8oct (contains "oct+6{4}" as verf) o3/2x3o4/3o4*b - (contains "oct+6{4}") o3/2o3x4/3o4*b - (contains "oct+6{4}") o3/2o3o4/3x4*b - (contains "2cube") |
x3o3/2o4/3o4/3*b - hex+8oct (contains "oct+6{4}" as verf) o3x3/2o4/3o4/3*b - (contains "oct+6{4}") o3o3/2x4/3o4/3*b - (contains "oct+6{4}") o3o3/2o4/3x4/3*b - (contains "2cube") |
x3/2o3/2o4/3o4/3*b - hex+8oct (contains "oct+6{4}" as verf) o3/2x3/2o4/3o4/3*b - (contains "oct+6{4}") o3/2o3/2x4/3o4/3*b - (contains "oct+6{4}") o3/2o3/2o4/3x4/3*b - (contains "2cube") |
other Wythoffians |
x3/2x3o4o4/3*b - [Grünbaumian] x3/2o3x4o4/3*b - (contains "oct+6{4}") x3/2o3o4x4/3*b - (contains "2cube") o3/2x3x4o4/3*b - (contains "2cho") o3/2x3o4x4/3*b - wavitoth o3/2o3x4x4/3*b - steth x3/2x3x4o4/3*b - [Grünbaumian] x3/2x3o4x4/3*b - [Grünbaumian] x3/2o3x4x4/3*b - (contains "2thah") o3/2x3x4x4/3*b - thaquitoth x3/2x3x4x4/3*b - [Grünbaumian] |
x3/2x3o4/3o4*b - [Grünbaumian] x3/2o3x4/3o4*b - (contains "oct+6{4}") x3/2o3o4/3x4*b - (contains "2cube") o3/2x3x4/3o4*b - (contains "2cho") o3/2x3o4/3x4*b - rawvatoth o3/2o3x4/3x4*b - gittith x3/2x3x4/3o4*b - [Grünbaumian] x3/2x3o4/3x4*b - [Grünbaumian] x3/2o3x4/3x4*b - (contains "2thah") o3/2x3x4/3x4*b - thatoth x3/2x3x4/3x4*b - [Grünbaumian] |
x3x3/2o4/3o4/3*b - (contains "oct+6{4}") x3o3/2x4/3o4/3*b - (contains "oct+6{4}") x3o3/2o4/3x4/3*b - (contains "2cube") o3x3/2x4/3o4/3*b - [Grünbaumian] o3x3/2o4/3x4/3*b - wavitoth o3o3/2x4/3x4/3*b - gittith x3x3/2x4/3o4/3*b - [Grünbaumian] x3x3/2o4/3x4/3*b - gichado x3o3/2x4/3x4/3*b - (contains "2thah") o3x3/2x4/3x4/3*b - [Grünbaumian] x3x3/2x4/3x4/3*b - [Grünbaumian] |
x3/2x3/2o4/3o4/3*b - [Grünbaumian] x3/2o3/2x4/3o4/3*b - (contains "oct+6{4}") x3/2o3/2o4/3x4/3*b - (contains "2cube") o3/2x3/2x4/3o4/3*b - [Grünbaumian] o3/2x3/2o4/3x4/3*b - wavitoth o3/2o3/2x4/3x4/3*b - gittith x3/2x3/2x4/3o4/3*b - [Grünbaumian] x3/2x3/2o4/3x4/3*b - [Grünbaumian] x3/2o3/2x4/3x4/3*b - skiviphado o3/2x3/2x4/3x4/3*b - [Grünbaumian] x3/2x3/2x4/3x4/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
... |
... |
... |
... |
o4o3o3/2o3*b (µ=2) | o4o3o3o3/2*b (µ=6) | o4/3o3o3o3/2*b (µ=26) | |
quasiregulars |
x4o3o3/2o3*b - 2tes (contains q-"2tet" as verf) o4x3o3/2o3*b - (contains "2tet") o4o3x3/2o3*b - (contains "2tet") |
x4o3o3o3/2*b - 2tes (contains q-"2tet" as verf) o4x3o3o3/2*b - (contains "2tet") o4o3x3o3/2*b - (contains "2tet") o4o3o3x3/2*b - (contains "2tet") |
x4/3o3o3o3/2*b - 2tes (contains q-"2tet" as verf) o4/3x3o3o3/2*b - (contains "2tet") o4/3o3x3o3/2*b - (contains "2tet") o4/3o3o3x3/2*b - (contains "2tet") |
other Wythoffians |
x4x3o3/2o3*b - (contains "2tet") x4o3x3/2o3*b - (contains "2tet") o4x3x3/2o3*b - rawvhitto o4o3x3/2x3*b - [Grünbaumian] x4x3x3/2o3*b - siphado x4o3x3/2x3*b - [Grünbaumian] o4x3x3/2x3*b - [Grünbaumian] x4x3x3/2x3*b - [Grünbaumian] |
x4x3o3o3/2*b - (contains "2tet") x4o3x3o3/2*b - (contains "2tet") x4o3o3x3/2*b - (contains "2tet") o4x3x3o3/2*b - rawvhitto o4x3o3x3/2*b - [Grünbaumian] o4o3x3x3/2*b - 2oh x4x3x3o3/2*b - siphado x4x3o3x3/2*b - [Grünbaumian] x4o3x3x3/2*b - kaviphdit o4x3x3x3/2*b - [Grünbaumian] x4x3x3x3/2*b - [Grünbaumian] |
x4/3x3o3o3/2*b - (contains "2tet") x4/3o3x3o3/2*b - (contains "2tet") x4/3o3o3x3/2*b - (contains "2tet") o4/3x3x3o3/2*b - rawvhitto o4/3x3o3x3/2*b - [Grünbaumian] o4/3o3x3x3/2*b - 2oh x4/3x3x3o3/2*b - giphado x4/3x3o3x3/2*b - [Grünbaumian] x4/3o3x3x3/2*b - kaviphdit o4/3x3x3x3/2*b - [Grünbaumian] x4/3x3x3x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
... |
... |
... |
o4/3o3o3/2o3*b (µ=30) | o4o3/2o3/2o3/2*b (µ=34) | o4/3o3/2o3/2o3/2*b (µ=62) | |
quasiregulars |
x4/3o3o3/2o3*b - 2tes (contains q-"2tet" as verf) o4/3x3o3/2o3*b - (contains "2tet") o4/3o3x3/2o3*b - (contains "2tet") |
x4o3/2o3/2o3/2*b - 2tes (contains q-"2tet" as verf) o4x3/2o3/2o3/2*b - (contains "2tet") o4o3/2x3/2o3/2*b - (contains "2tet") |
x4/3o3/2o3/2o3/2*b - 2tes (contains q-"2tet" as verf) o4/3x3/2o3/2o3/2*b - (contains "2tet") o4/3o3/2x3/2o3/2*b - (contains "2tet") |
other Wythoffians |
x4/3x3o3/2o3*b - (contains "2tet") x4/3o3x3/2o3*b - (contains "2tet") o4/3x3x3/2o3*b - rawvhitto o4/3o3x3/2x3*b - [Grünbaumian] x4/3x3x3/2o3*b - giphado x4/3o3x3/2x3*b - [Grünbaumian] o4/3x3x3/2x3*b - [Grünbaumian] x4/3x3x3/2x3*b - [Grünbaumian] |
x4x3/2o3/2o3/2*b - (contains "2tet") x4o3/2x3/2o3/2*b - (contains "2tet") o4x3/2x3/2o3/2*b - [Grünbaumian] o4o3/2x3/2x3/2*b - [Grünbaumian] x4x3/2x3/2o3/2*b - [Grünbaumian] x4o3/2x3/2x3/2*b - [Grünbaumian] o4x3/2x3/2x3/2*b - [Grünbaumian] x4x3/2x3/2x3/2*b - [Grünbaumian] |
x4/3x3/2o3/2o3/2*b - (contains "2tet") x4/3o3/2x3/2o3/2*b - (contains "2tet") o4/3x3/2x3/2o3/2*b - [Grünbaumian] o4/3o3/2x3/2x3/2*b - [Grünbaumian] x4/3x3/2x3/2o3/2*b - [Grünbaumian] x4/3o3/2x3/2x3/2*b - [Grünbaumian] o4/3x3/2x3/2x3/2*b - [Grünbaumian] x4/3x3/2x3/2x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
... |
... |
... |
o3o4o3/2o4*b (µ=2) | o3o4o3o4/3*b (µ=22) | o3/2o4o3/2o4*b (µ=46) | |
quasiregulars |
x3o4o3/2o4*b - 2ico (contains "2cube" as verf) o3x4o3/2o4*b - (contains "2cube") o3o4x3/2o4*b - (contains "oct+6{4}") |
x3o4o3o4/3*b - 2ico (contains "2cube" as verf) o3x4o3o4/3*b - (contains "2cube") o3o4x3o4/3*b - (contains "oct+6{4}") o3o4o3x4/3*b - (contains "oct+6{4}") |
x3/2o4o3/2o4*b - 2ico (contains "2cube" as verf) o3/2x4o3/2o4*b - (contains "2cube") o3/2o4x3/2o4*b - (contains "oct+6{4}") |
other Wythoffians |
x3x4o3/2o4*b - (contains "2cube") x3o4x3/2o4*b - (contains "oct+6{4}") o3x4x3/2o4*b - rawvaty o3o4x3/2x4*b - [Grünbaumian] x3x4x3/2o4*b - sipti x3o4x3/2x4*b - [Grünbaumian] o3x4x3/2x4*b - [Grünbaumian] x3x4x3/2x4*b - [Grünbaumian] |
x3x4o3o4/3*b - (contains "2cube") x3o4x3o4/3*b - (contains "oct+6{4}") x3o4o3x4/3*b - (contains "oct+6{4}") o3x4x3o4/3*b - rawvaty o3x4o3x4/3*b - wavaty o3o4x3x4/3*b - (contains "2cho") x3x4x3o4/3*b - sipti x3x4o3x4/3*b - gipti x3o4x3x4/3*b - (contains "2cho") o3x4x3x4/3*b - iquatoc x3x4x3x4/3*b - iquatpic |
x3/2x4o3/2o4*b - [Grünbaumian] x3/2o4x3/2o4*b - (contains "oct+6{4}") o3/2x4x3/2o4*b - rawvaty o3/2o4x3/2x4*b - [Grünbaumian] x3/2x4x3/2o4*b - [Grünbaumian] x3/2o4x3/2x4*b - [Grünbaumian] o3/2x4x3/2x4*b - [Grünbaumian] x3/2x4x3/2x4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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... |
o3/2o4o3o4/3*b (µ=74) | o3o4/3o3/2o4/3*b (µ=146) | o3/2o4/3o3/2o4/3*b (µ=190) | |
quasiregulars |
x3/2o4o3o4/3*b - 2ico (contains "2cube" as verf) o3/2x4o3o4/3*b - (contains "2cube") o3/2o4x3o4/3*b - (contains "oct+6{4}") o3/2o4o3x4/3*b - (contains "oct+6{4}") |
x3o4/3o3/2o4/3*b - 2ico (contains "2cube" as verf) o3x4/3o3/2o4/3*b - (contains "2cube") o3o4/3x3/2o4/3*b - (contains "oct+6{4}") |
x3/2o4/3o3/2o4/3*b - 2ico (contains "2cube" as verf) o3/2x4/3o3/2o4/3*b - (contains "2cube") o3/2o4/3x3/2o4/3*b - (contains "oct+6{4}") |
other Wythoffians |
x3/2x4o3o4/3*b - [Grünbaumian] x3/2o4x3o4/3*b - (contains "oct+6{4}") x3/2o4o3x4/3*b - (contains "oct+6{4}") o3/2x4x3o4/3*b - rawvaty o3/2x4o3x4/3*b - wavaty o3/2o4x3x4/3*b - (contains "2cho") x3/2x4x3o4/3*b - [Grünbaumian] x3/2x4o3x4/3*b - [Grünbaumian] x3/2o4x3x4/3*b - (contains "2cho") o3/2x4x3x4/3*b - iquatoc x3/2x4x3x4/3*b - [Grünbaumian] |
x3x4/3o3/2o4/3*b - (contains "2cube") x3o4/3x3/2o4/3*b - (contains "oct+6{4}") o3x4/3x3/2o4/3*b - wavaty o3o4/3x3/2x4/3*b - [Grünbaumian] x3x4/3x3/2o4/3*b - gipti x3o4/3x3/2x4/3*b - [Grünbaumian] o3x4/3x3/2x4/3*b - [Grünbaumian] x3x4/3x3/2x4/3*b - [Grünbaumian] |
x3/2x4/3o3/2o4/3*b - [Grünbaumian] x3/2o4/3x3/2o4/3*b - (contains "oct+6{4}") o3/2x4/3x3/2o4/3*b - wavaty o3/2o4/3x3/2x4/3*b - [Grünbaumian] x3/2x4/3x3/2o4/3*b - [Grünbaumian] x3/2o4/3x3/2x4/3*b - [Grünbaumian] o3/2x4/3x3/2x4/3*b - [Grünbaumian] x3/2x4/3x3/2x4/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3o3/2o5*b (µ=39) | o3o3/2o3o5*b (µ=81) | o3o3o3o5/4*b (µ=561) | o3/2o3/2o3o5*b (µ=639) | |
quasiregulars |
x3o3o3/2o5*b - gidtixhi o3x3o3/2o5*b - riggidtixhi o3o3x3/2o5*b - (contains "2gike") o3o3o3/2x5*b - giddatady |
x3o3/2o3o5*b - gidtixhi o3x3/2o3o5*b - riggidtixhi o3o3/2x3o5*b - (contains "2gike") o3o3/2o3x5*b - giddatady |
x3o3o3o5/4*b - gidtixhi o3x3o3o5/4*b - riggidtixhi o3o3x3o5/4*b - (contains "2gike") o3o3o3x5/4*b - giddatady |
x3/2o3/2o3o5*b - gidtixhi o3/2x3/2o3o5*b - riggidtixhi o3/2o3/2x3o5*b - (contains "2gike") o3/2o3/2o3x5*b - giddatady |
other Wythoffians |
x3x3o3/2o5*b - tiggidtixhi x3o3x3/2o5*b - (contains "2gike") x3o3o3/2x5*b - sadtef pixady o3x3x3/2o5*b - grawvixady o3x3o3/2x5*b - (contains "2seihid") o3o3x3/2x5*b - [Grünbaumian] x3x3x3/2o5*b - giphixhi x3x3o3/2x5*b - (contains "2seihid") x3o3x3/2x5*b - [Grünbaumian] o3x3x3/2x5*b - [Grünbaumian] x3x3x3/2x5*b - [Grünbaumian] |
x3x3/2o3o5*b - tiggidtixhi x3o3/2x3o5*b - (contains "2gike") x3o3/2o3x5*b - sadtef pixady o3x3/2x3o5*b - [Grünbaumian] o3x3/2o3x5*b - (contains "2seihid") o3o3/2x3x5*b - gohihix x3x3/2x3o5*b - [Grünbaumian] x3x3/2o3x5*b - (contains "2seihid") x3o3/2x3x5*b - (contains "2thah") o3x3/2x3x5*b - [Grünbaumian] x3x3/2x3x5*b - [Grünbaumian] |
x3x3o3o5/4*b - tiggidtixhi x3o3x3o5/4*b - (contains "2gike") x3o3o3x5/4*b - (contains gicdatrid) o3x3x3o5/4*b - grawvixady o3x3o3x5/4*b - [Grünbaumian] o3o3x3x5/4*b - gohihix x3x3x3o5/4*b - giphixhi x3x3o3x5/4*b - [Grünbaumian] x3o3x3x5/4*b - (contains gicdatrid) o3x3x3x5/4*b - [Grünbaumian] x3x3x3x5/4*b - [Grünbaumian] |
x3/2x3/2o3o5*b - [Grünbaumian] x3/2o3/2x3o5*b - (contains "2gike") x3/2o3/2o3x5*b - (contains gicdatrid) o3/2x3/2x3o5*b - [Grünbaumian] o3/2x3/2o3x5*b - (contains "2seihid") o3/2o3/2x3x5*b - gohihix x3/2x3/2x3o5*b - [Grünbaumian] x3/2x3/2o3x5*b - [Grünbaumian] x3/2o3/2x3x5*b - (contains gicdatrid) o3/2x3/2x3x5*b - [Grünbaumian] x3/2x3/2x3x5*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3/2o3o3/2o5*b (µ=681) | o3/2o3o3o5/4*b (µ=1119) | o3o3/2o3/2o5/4*b (µ=1719) | o3/2o3/2o3/2o5/4*b (µ=2361) | |
quasiregulars |
x3/2o3o3/2o5*b - gidtixhi o3/2x3o3/2o5*b - riggidtixhi o3/2o3x3/2o5*b - (contains "2gike") o3/2o3o3/2x5*b - giddatady |
x3/2o3o3o5/4*b - gidtixhi o3/2x3o3o5/4*b - riggidtixhi o3/2o3x3o5/4*b - (contains "2gike") o3/2o3o3x5/4*b - giddatady |
x3o3/2o3/2o5/4*b - gidtixhi o3x3/2o3/2o5/4*b - riggidtixhi o3o3/2x3/2o5/4*b - (contains "2gike") o3o3/2o3/2x5/4*b - giddatady |
x3/2o3/2o3/2o5/4*b - gidtixhi o3/2x3/2o3/2o5/4*b - riggidtixhi o3/2o3/2x3/2o5/4*b - (contains "2gike") o3/2o3/2o3/2x5/4*b - giddatady |
other Wythoffians |
x3/2x3o3/2o5*b - [Grünbaumian] x3/2o3x3/2o5*b - (contains "2gike") x3/2o3o3/2x5*b - (contains gicdatrid) o3/2x3x3/2o5*b - grawvixady o3/2x3o3/2x5*b - (contains "2seihid") o3/2o3x3/2x5*b - [Grünbaumian] x3/2x3x3/2o5*b - [Grünbaumian] x3/2x3o3/2x5*b - [Grünbaumian] x3/2o3x3/2x5*b - [Grünbaumian] o3/2x3x3/2x5*b - [Grünbaumian] x3/2x3x3/2x5*b - [Grünbaumian] |
x3/2x3o3o5/4*b - [Grünbaumian] x3/2o3x3o5/4*b - (contains "2gike") x3/2o3o3x5/4*b - sadtef pixady o3/2x3x3o5/4*b - grawvixady o3/2x3o3x5/4*b - [Grünbaumian] o3/2o3x3x5/4*b - gohihix x3/2x3x3o5/4*b - [Grünbaumian] x3/2x3o3x5/4*b - [Grünbaumian] x3/2o3x3x5/4*b - (contains "2thah") o3/2x3x3x5/4*b - [Grünbaumian] x3/2x3x3x5/4*b - [Grünbaumian] |
x3x3/2o3/2o5/4*b - tiggidtixhi x3o3/2x3/2o5/4*b - (contains "2gike") x3o3/2o3/2x5/4*b - (contains gicdatrid) o3x3/2x3/2o5/4*b - [Grünbaumian] o3x3/2o3/2x5/4*b - [Grünbaumian] o3o3/2x3/2x5/4*b - [Grünbaumian] x3x3/2x3/2o5/4*b - [Grünbaumian] x3x3/2o3/2x5/4*b - [Grünbaumian] x3o3/2x3/2x5/4*b - [Grünbaumian] o3x3/2x3/2x5/4*b - [Grünbaumian] x3x3/2x3/2x5/4*b - [Grünbaumian] |
x3/2x3/2o3/2o5/4*b - [Grünbaumian] x3/2o3/2x3/2o5/4*b - (contains "2gike") x3/2o3/2o3/2x5/4*b - sadtef pixady o3/2x3/2x3/2o5/4*b - [Grünbaumian] o3/2x3/2o3/2x5/4*b - [Grünbaumian] o3/2o3/2x3/2x5/4*b - [Grünbaumian] x3/2x3/2x3/2o5/4*b - [Grünbaumian] x3/2x3/2o3/2x5/4*b - [Grünbaumian] x3/2o3/2x3/2x5/4*b - [Grünbaumian] o3/2x3/2x3/2x5/4*b - [Grünbaumian] x3/2x3/2x3/2x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3o3o5/2*b (µ=9) | o3/2o3o3o5/2*b (µ=231) | o3o3o3/2o5/3*b (µ=591) | o3o3/2o3/2o5/2*b (µ=831) | |
quasiregulars |
x3o3o3o5/2*b - sidtixhi o3x3o3o5/2*b - rissidtixhi o3o3x3o5/2*b - (contains "2ike") o3o3o3x5/2*b - dattady |
x3/2o3o3o5/2*b - sidtixhi o3/2x3o3o5/2*b - rissidtixhi o3/2o3x3o5/2*b - (contains "2ike") o3/2o3o3x5/2*b - dattady |
x3o3o3/2o5/3*b - sidtixhi o3x3o3/2o5/3*b - rissidtixhi o3o3x3/2o5/3*b - (contains "2ike") o3o3o3/2x5/3*b - dattady |
x3o3/2o3/2o5/2*b - sidtixhi o3x3/2o3/2o5/2*b - rissidtixhi o3o3/2x3/2o5/2*b - (contains "2ike") o3o3/2o3/2x5/2*b - dattady |
other Wythoffians |
x3x3o3o5/2*b - tissidtixhi x3o3x3o5/2*b - (contains "2ike") x3o3o3x5/2*b - (contains sicdatrid) o3x3x3o5/2*b - swavixady o3x3o3x5/2*b - [Grünbaumian] o3o3x3x5/2*b - shihix x3x3x3o5/2*b - sphixhi x3x3o3x5/2*b - [Grünbaumian] x3o3x3x5/2*b - (contains sicdatrid) o3x3x3x5/2*b - [Grünbaumian] x3x3x3x5/2*b - [Grünbaumian] |
x3/2x3o3o5/2*b - [Grünbaumian] x3/2o3x3o5/2*b - (contains "2ike") x3/2o3o3x5/2*b - gadtef pixady o3/2x3x3o5/2*b - swavixady o3/2x3o3x5/2*b - [Grünbaumian] o3/2o3x3x5/2*b - shihix x3/2x3x3o5/2*b - [Grünbaumian] x3/2x3o3x5/2*b - [Grünbaumian] x3/2o3x3x5/2*b - (contains "2thah") o3/2x3x3x5/2*b - [Grünbaumian] x3/2x3x3x5/2*b - [Grünbaumian] |
x3x3o3/2o5/3*b - tissidtixhi x3o3x3/2o5/3*b - (contains "2ike") x3o3o3/2x5/3*b - gadtef pixady o3x3x3/2o5/3*b - swavixady o3x3o3/2x5/3*b - (contains "2geihid") o3o3x3/2x5/3*b - [Grünbaumian] x3x3x3/2o5/3*b - sphixhi x3x3o3/2x5/3*b - (contains "2geihid") x3o3x3/2x5/3*b - [Grünbaumian] o3x3x3/2x5/3*b - [Grünbaumian] x3x3x3/2x5/3*b - [Grünbaumian] |
x3x3/2o3/2o5/2*b - tissidtixhi x3o3/2x3/2o5/2*b - (contains "2ike") x3o3/2o3/2x5/2*b - (contains sicdatrid) o3x3/2x3/2o5/2*b - [Grünbaumian] o3x3/2o3/2x5/2*b - [Grünbaumian] o3o3/2x3/2x5/2*b - [Grünbaumian] x3x3/2x3/2o5/2*b - [Grünbaumian] x3x3/2o3/2x5/2*b - [Grünbaumian] x3o3/2x3/2x5/2*b - [Grünbaumian] o3x3/2x3/2x5/2*b - [Grünbaumian] x3x3/2x3/2x5/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3/2o3o5/3*b (µ=969) | o3/2o3/2o3o5/3*b (µ=1191) | o3/2o3o3/2o5/3*b (µ=1569) | o3/2o3/2o3/2o5/2*b (µ=1809) | |
quasiregulars |
x3o3/2o3o5/3*b - sidtixhi o3x3/2o3o5/3*b - rissidtixhi o3o3/2x3o5/3*b - (contains "2ike") o3o3/2o3x5/3*b - dattady |
x3/2o3/2o3o5/3*b - sidtixhi o3/2x3/2o3o5/3*b - rissidtixhi o3/2o3/2x3o5/3*b - (contains "2ike") o3/2o3/2o3x5/3*b - dattady |
x3/2o3o3/2o5/3*b - sidtixhi o3/2x3o3/2o5/3*b - rissidtixhi o3/2o3x3/2o5/3*b - (contains "2ike") o3/2o3o3/2x5/3*b - dattady |
x3/2o3/2o3/2o5/2*b - sidtixhi o3/2x3/2o3/2o5/2*b - rissidtixhi o3/2o3/2x3/2o5/2*b - (contains "2ike") o3/2o3/2o3/2x5/2*b - dattady |
other Wythoffians |
x3x3/2o3o5/3*b - tissidtixhi x3o3/2x3o5/3*b - (contains "2ike") x3o3/2o3x5/3*b - gadtef pixady o3x3/2x3o5/3*b - [Grünbaumian] o3x3/2o3x5/3*b - (contains "2geihid") o3o3/2x3x5/3*b - shihix x3x3/2x3o5/3*b - [Grünbaumian] x3x3/2o3x5/3*b - (contains "2geihid") x3o3/2x3x5/3*b - (contains "2thah") o3x3/2x3x5/3*b - [Grünbaumian] x3x3/2x3x5/3*b - [Grünbaumian] |
x3/2x3/2o3o5/3*b - [Grünbaumian] x3/2o3/2x3o5/3*b - (contains "2ike") x3/2o3/2o3x5/3*b - (contains sicdatrid) o3/2x3/2x3o5/3*b - [Grünbaumian] o3/2x3/2o3x5/3*b - (contains "2geihid") o3/2o3/2x3x5/3*b - shihix x3/2x3/2x3o5/3*b - [Grünbaumian] x3/2x3/2o3x5/3*b - [Grünbaumian] x3/2o3/2x3x5/3*b - (contains sicdatrid) o3/2x3/2x3x5/3*b - [Grünbaumian] x3/2x3/2x3x5/3*b - [Grünbaumian] |
x3/2x3o3/2o5/3*b - [Grünbaumian] x3/2o3x3/2o5/3*b - (contains "2ike") x3/2o3o3/2x5/3*b - (contains sicdatrid) o3/2x3x3/2o5/3*b - swavixady o3/2x3o3/2x5/3*b - (contains "2geihid") o3/2o3x3/2x5/3*b - [Grünbaumian] x3/2x3x3/2o5/3*b - [Grünbaumian] x3/2x3o3/2x5/3*b - [Grünbaumian] x3/2o3x3/2x5/3*b - [Grünbaumian] o3/2x3x3/2x5/3*b - [Grünbaumian] x3/2x3x3/2x5/3*b - [Grünbaumian] |
x3/2x3/2o3/2o5/2*b - [Grünbaumian] x3/2o3/2x3/2o5/2*b - (contains "2ike") x3/2o3/2o3/2x5/2*b - gadtef pixady o3/2x3/2x3/2o5/2*b - [Grünbaumian] o3/2x3/2o3/2x5/2*b - [Grünbaumian] o3/2o3/2x3/2x5/2*b - [Grünbaumian] x3/2x3/2x3/2o5/2*b - [Grünbaumian] x3/2x3/2o3/2x5/2*b - [Grünbaumian] x3/2o3/2x3/2x5/2*b - [Grünbaumian] o3/2x3/2x3/2x5/2*b - [Grünbaumian] x3/2x3/2x3/2x5/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3o5o3/2*b (µ=218) | o3o3o5/4o3*b (µ=382) | o3/2o3o5o3/2*b (µ=502) | |
quasiregulars |
x3o3o5o3/2*b - 2gax (contains "2gike" as verf) o3x3o5o3/2*b - (contains "2gike") o3o3x5o3/2*b - gadtaxhi o3o3o5x3/2*b - gadtaxhi |
x3o3o5/4o3*b - 2gax (contains "2gike" as verf) o3x3o5/4o3*b - (contains "2gike") o3o3x5/4o3*b - gadtaxhi |
x3/2o3o5o3/2*b - 2gax (contains "2gike" as verf) o3/2x3o5o3/2*b - (contains "2gike") o3/2o3x5o3/2*b - gadtaxhi o3/2o3o5x3/2*b - gadtaxhi |
other Wythoffians |
x3x3o5o3/2*b - (contains "2gike") x3o3x5o3/2*b - getit phiddix x3o3o5x3/2*b - (contains "2thah") o3x3x5o3/2*b - rawvhiddix o3x3o5x3/2*b - [Grünbaumian] o3o3x5x3/2*b - (contains "2seihid") x3x3x5o3/2*b - giphiddix x3x3o5x3/2*b - [Grünbaumian] x3o3x5x3/2*b - (contains "2seihid") o3x3x5x3/2*b - [Grünbaumian] x3x3x5x3/2*b - [Grünbaumian] |
x3x3o5/4o3*b - (contains "2gike") x3o3x5/4o3*b - getit phiddix o3x3x5/4o3*b - rawvhiddix o3o3x5/4x3*b - [Grünbaumian] x3x3x5/4o3*b - giphiddix x3o3x5/4x3*b - [Grünbaumian] o3x3x5/4x3*b - [Grünbaumian] x3x3x5/4x3*b - [Grünbaumian] |
x3/2x3o5o3/2*b - [Grünbaumian] x3/2o3x5o3/2*b - (contains "2thah") x3/2o3o5x3/2*b - getit phiddix o3/2x3x5o3/2*b - rawvhiddix o3/2x3o5x3/2*b - [Grünbaumian] o3/2o3x5x3/2*b - (contains "2seihid") x3/2x3x5o3/2*b - [Grünbaumian] x3/2x3o5x3/2*b - [Grünbaumian] x3/2o3x5x3/2*b - (contains "2thah") o3/2x3x5x3/2*b - [Grünbaumian] x3/2x3x5x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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... |
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o3/2o3o5/4o3*b (µ=1298) | o3o3/2o5/4o3/2*b (µ=1582) | o3/2o3/2o5/4o3/2*b (µ=2498) | |
quasiregulars |
x3/2o3o5/4o3*b - 2gax (contains "2gike" as verf) o3/2x3o5/4o3*b - (contains "2gike") o3/2o3x5/4o3*b - gadtaxhi |
x3o3/2o5/4o3/2*b - 2gax (contains "2gike" as verf) o3x3/2o5/4o3/2*b - (contains "2gike") o3o3/2x5/4o3/2*b - gadtaxhi |
x3/2o3/2o5/4o3/2*b - 2gax (contains "2gike" as verf) o3/2x3/2o5/4o3/2*b - (contains "2gike") o3/2o3/2x5/4o3/2*b - gadtaxhi |
other Wythoffians |
x3/2x3o5/4o3*b - [Grünbaumian] x3/2o3x5/4o3*b - (contains "2thah") o3/2x3x5/4o3*b - rawvhiddix o3/2o3x5/4x3*b - [Grünbaumian] x3/2x3x5/4o3*b - [Grünbaumian] x3/2o3x5/4x3*b - [Grünbaumian] o3/2x3x5/4x3*b - [Grünbaumian] x3/2x3x5/4x3*b - [Grünbaumian] |
x3x3/2o5/4o3/2*b - (contains "2gike") x3o3/2x5/4o3/2*b - (contains "2thah") o3x3/2x5/4o3/2*b - [Grünbaumian] o3o3/2x5/4x3/2*b - [Grünbaumian] x3x3/2x5/4o3/2*b - [Grünbaumian] x3o3/2x5/4x3/2*b - [Grünbaumian] o3x3/2x5/4x3/2*b - [Grünbaumian] x3x3/2x5/4x3/2*b - [Grünbaumian] |
x3/2x3/2o5/4o3/2*b - [Grünbaumian] x3/2o3/2x5/4o3/2*b - getit phiddix o3/2x3/2x5/4o3/2*b - [Grünbaumian] o3/2o3/2x5/4x3/2*b - [Grünbaumian] x3/2x3/2x5/4o3/2*b - [Grünbaumian] x3/2o3/2x5/4x3/2*b - [Grünbaumian] o3/2x3/2x5/4x3/2*b - [Grünbaumian] x3/2x3/2x5/4x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3o5/2o3*b (µ=2) | o3/2o3o5/2o3*b (µ=238) | o3o3o5/3o3/2*b (µ=598) | |
quasiregulars |
x3o3o5/2o3*b - 2ex (contains "2ike" as verf) o3x3o5/2o3*b - (contains "2ike") o3o3x5/2o3*b - sidtaxhi |
x3/2o3o5/2o3*b - 2ex (contains "2ike" as verf) o3/2x3o5/2o3*b - (contains "2ike") o3/2o3x5/2o3*b - sidtaxhi |
x3o3o5/3o3/2*b - 2ex (contains "2ike" as verf) o3x3o5/3o3/2*b - (contains "2ike") o3o3x5/3o3/2*b - sidtaxhi o3o3o5/3x3/2*b - sidtaxhi |
other Wythoffians |
x3x3o5/2o3*b - (contains "2ike") x3o3x5/2o3*b - stut phiddix o3x3x5/2o3*b - wavhiddix o3o3x5/2x3*b - [Grünbaumian] x3x3x5/2o3*b - sphiddix x3o3x5/2x3*b - [Grünbaumian] o3x3x5/2x3*b - [Grünbaumian] x3x3x5/2x3*b - [Grünbaumian] |
x3/2x3o5/2o3*b - [Grünbaumian] x3/2o3x5/2o3*b - (contains "2thah") o3/2x3x5/2o3*b - wavhiddix o3/2o3x5/2x3*b - [Grünbaumian] x3/2x3x5/2o3*b - [Grünbaumian] x3/2o3x5/2x3*b - [Grünbaumian] o3/2x3x5/2x3*b - [Grünbaumian] x3/2x3x5/2x3*b - [Grünbaumian] |
x3x3o5/3o3/2*b - (contains "2ike") x3o3x5/3o3/2*b - stut phiddix x3o3o5/3x3/2*b - (contains "2thah") o3x3x5/3o3/2*b - wavhiddix o3x3o5/3x3/2*b - [Grünbaumian] o3o3x5/3x3/2*b - (contains "2geihid") x3x3x5/3o3/2*b - sphiddix x3x3o5/3x3/2*b - [Grünbaumian] x3o3x5/3x3/2*b - (contains "2thah") o3x3x5/3x3/2*b - [Grünbaumian] x3x3x5/3x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3/2o5/2o3/2*b (µ=1202) | o3/2o3/2o5/2o3/2*b (µ=1438) | o3/2o3o5/3o3/2*b (µ=1562) | |
quasiregulars |
x3o3/2o5/2o3/2*b - 2ex (contains "2ike" as verf) o3x3/2o5/2o3/2*b - (contains "2ike") o3o3/2x5/2o3/2*b - sidtaxhi |
x3/2o3/2o5/2o3/2*b - 2ex (contains "2ike" as verf) o3/2x3/2o5/2o3/2*b - (contains "2ike") o3/2o3/2x5/2o3/2*b - sidtaxhi |
x3/2o3o5/3o3/2*b - 2ex (contains "2ike" as verf) o3/2x3o5/3o3/2*b - (contains "2ike") o3/2o3x5/3o3/2*b - sidtaxhi o3/2o3o5/3x3/2*b - sidtaxhi |
other Wythoffians |
x3x3/2o5/2o3/2*b - (contains "2ike") x3o3/2x5/2o3/2*b - (contains "2thah") o3x3/2x5/2o3/2*b - [Grünbaumian] o3o3/2x5/2x3/2*b - [Grünbaumian] x3x3/2x5/2o3/2*b - [Grünbaumian] x3o3/2x5/2x3/2*b - [Grünbaumian] o3x3/2x5/2x3/2*b - [Grünbaumian] x3x3/2x5/2x3/2*b - [Grünbaumian] |
x3/2x3/2o5/2o3/2*b - [Grünbaumian] x3/2o3/2x5/2o3/2*b - stut phiddix o3/2x3/2x5/2o3/2*b - [Grünbaumian] o3/2o3/2x5/2x3/2*b - [Grünbaumian] x3/2x3/2x5/2o3/2*b - [Grünbaumian] x3/2o3/2x5/2x3/2*b - [Grünbaumian] o3/2x3/2x5/2x3/2*b - [Grünbaumian] x3/2x3/2x5/2x3/2*b - [Grünbaumian] |
x3/2x3o5/3o3/2*b - [Grünbaumian] x3/2o3x5/3o3/2*b - (contains "2thah") x3/2o3o5/3x3/2*b - stut phiddix o3/2x3x5/3o3/2*b - wavhiddix o3/2x3o5/3x3/2*b - [Grünbaumian] o3/2o3x5/3x3/2*b - (contains "2geihid") x3/2x3x5/3o3/2*b - [Grünbaumian] x3/2x3o5/3x3/2*b - [Grünbaumian] x3/2o3x5/3x3/2*b - (contains "2thah") o3/2x3x5/3x3/2*b - [Grünbaumian] x3/2x3x5/3x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3/2o5o5*b (µ=3) | o3o3o5/4o5*b (µ=117) | o3/2o3/2o5o5*b (µ=237) | o3o3o5o5/4*b (µ=483) | |
quasiregulars |
x3o3/2o5o5*b - ex+fix (contains cid as verf) o3x3/2o5o5*b - (contains cid) o3o3/2x5o5*b - (contains cid) o3o3/2o5x5*b - (contains "2doe") |
x3o3o5/4o5*b - ex+fix (contains cid as verf) o3x3o5/4o5*b - (contains cid) o3o3x5/4o5*b - (contains cid) o3o3o5/4x5*b - (contains "2doe") |
x3/2o3/2o5o5*b - ex+fix (contains cid as verf) o3/2x3/2o5o5*b - (contains cid) o3/2o3/2x5o5*b - (contains cid) o3/2o3/2o5x5*b - (contains "2doe") |
x3o3o5o5/4*b - ex+fix (contains cid as verf) o3x3o5o5/4*b - (contains cid) o3o3x5o5/4*b - (contains cid) o3o3o5x5/4*b - (contains "2doe") |
other Wythoffians |
x3x3/2o5o5*b - (contains cid) x3o3/2x5o5*b - (contains cid) x3o3/2o5x5*b - (contains "2doe") o3x3/2x5o5*b - [Grünbaumian] o3x3/2o5x5*b - srawvixady o3o3/2x5x5*b - sixhihy x3x3/2x5o5*b - [Grünbaumian] x3x3/2o5x5*b - spixady x3o3/2x5x5*b - (contains "2thah") o3x3/2x5x5*b - [Grünbaumian] x3x3/2x5x5*b - [Grünbaumian] |
x3x3o5/4o5*b - (contains cid) x3o3x5/4o5*b - (contains cid) x3o3o5/4x5*b - (contains "2doe") o3x3x5/4o5*b - (contains "2gidhei") o3x3o5/4x5*b - srawvixady o3o3x5/4x5*b - [Grünbaumian] x3x3x5/4o5*b - (contains "2gidhei") x3x3o5/4x5*b - spixady x3o3x5/4x5*b - [Grünbaumian] o3x3x5/4x5*b - [Grünbaumian] x3x3x5/4x5*b - [Grünbaumian] |
x3/2x3/2o5o5*b - [Grünbaumian] x3/2o3/2x5o5*b - (contains cid) x3/2o3/2o5x5*b - (contains "2doe") o3/2x3/2x5o5*b - [Grünbaumian] o3/2x3/2o5x5*b - srawvixady o3/2o3/2x5x5*b - sixhihy x3/2x3/2x5o5*b - [Grünbaumian] x3/2x3/2o5x5*b - [Grünbaumian] x3/2o3/2x5x5*b - (contains gicdatrid) o3/2x3/2x5x5*b - [Grünbaumian] x3/2x3/2x5x5*b - [Grünbaumian] |
x3x3o5o5/4*b - (contains cid) x3o3x5o5/4*b - (contains cid) x3o3o5x5/4*b - (contains "2doe") o3x3x5o5/4*b - (contains "2gidhei") o3x3o5x5/4*b - [Grünbaumian] o3o3x5x5/4*b - sixhihy x3x3x5o5/4*b - (contains "2gidhei") x3x3o5x5/4*b - [Grünbaumian] x3o3x5x5/4*b - (contains gicdatrid) o3x3x5x5/4*b - [Grünbaumian] x3x3x5x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3/2o3o5o5/4*b (µ=717) | o3/2o3o5/4o5*b (µ=1083) | o3o3/2o5/4o5/4*b (µ=1797) | o3/2o3/2o5/4o5/4*b (µ=2763) | |
quasiregulars |
x3/2o3o5o5/4*b - ex+fix (contains cid as verf) o3/2x3o5o5/4*b - (contains cid) o3/2o3x5o5/4*b - (contains cid) o3/2o3o5x5/4*b - (contains "2doe") |
x3/2o3o5/4o5*b - ex+fix (contains cid as verf) o3/2x3o5/4o5*b - (contains cid) o3/2o3x5/4o5*b - (contains cid) o3/2o3o5/4x5*b - (contains "2doe") |
x3o3/2o5/4o5/4*b - ex+fix (contains cid as verf) o3x3/2o5/4o5/4*b - (contains cid) o3o3/2x5/4o5/4*b - (contains cid) o3o3/2o5/4x5/4*b - (contains "2doe") |
x3/2o3/2o5/4o5/4*b - ex+fix (contains cid as verf) o3/2x3/2o5/4o5/4*b - (contains cid) o3/2o3/2x5/4o5/4*b - (contains cid) o3/2o3/2o5/4x5/4*b - (contains "2doe") |
other Wythoffians |
x3/2x3o5o5/4*b - [Grünbaumian] x3/2o3x5o5/4*b - (contains cid) x3/2o3o5x5/4*b - (contains "2doe") o3/2x3x5o5/4*b - (contains "2gidhei") o3/2x3o5x5/4*b - [Grünbaumian] o3/2o3x5x5/4*b - sixhihy x3/2x3x5o5/4*b - [Grünbaumian] x3/2x3o5x5/4*b - [Grünbaumian] x3/2o3x5x5/4*b - (contains "2thah") o3/2x3x5x5/4*b - [Grünbaumian] x3/2x3x5x5/4*b - [Grünbaumian] |
x3/2x3o5/4o5*b - [Grünbaumian] x3/2o3x5/4o5*b - (contains cid) x3/2o3o5/4x5*b - (contains "2doe") o3/2x3x5/4o5*b - (contains "2gidhei") o3/2x3o5/4x5*b - srawvixady o3/2o3x5/4x5*b - [Grünbaumian] x3/2x3x5/4o5*b - [Grünbaumian] x3/2x3o5/4x5*b - [Grünbaumian] x3/2o3x5/4x5*b - [Grünbaumian] o3/2x3x5/4x5*b - [Grünbaumian] x3/2x3x5/4x5*b - [Grünbaumian] |
x3x3/2o5/4o5/4*b - (contains cid) x3o3/2x5/4o5/4*b - (contains cid) x3o3/2o5/4x5/4*b - (contains "2doe") o3x3/2x5/4o5/4*b - [Grünbaumian] o3x3/2o5/4x5/4*b - [Grünbaumian] o3o3/2x5/4x5/4*b - [Grünbaumian] x3x3/2x5/4o5/4*b - [Grünbaumian] x3x3/2o5/4x5/4*b - [Grünbaumian] x3o3/2x5/4x5/4*b - [Grünbaumian] o3x3/2x5/4x5/4*b - [Grünbaumian] x3x3/2x5/4x5/4*b - [Grünbaumian] |
x3/2x3/2o5/4o5/4*b - [Grünbaumian] x3/2o3/2x5/4o5/4*b - (contains cid) x3/2o3/2o5/4x5/4*b - (contains "2doe") o3/2x3/2x5/4o5/4*b - [Grünbaumian] o3/2x3/2o5/4x5/4*b - [Grünbaumian] o3/2o3/2x5/4x5/4*b - [Grünbaumian] x3/2x3/2x5/4o5/4*b - [Grünbaumian] x3/2x3/2o5/4x5/4*b - [Grünbaumian] x3/2o3/2x5/4x5/4*b - [Grünbaumian] o3/2x3/2x5/4x5/4*b - [Grünbaumian] x3/2x3/2x5/4x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3o5/3o5/2*b (µ=267) | o3o3o5/2o5/3*b (µ=333) | o3o3/2o5/2o5/2*b (µ=573) | o3/2o3o5/2o5/3*b (µ=867) | |
quasiregulars |
x3o3o5/3o5/2*b - gax+gofix (contains gacid as verf) o3x3o5/3o5/2*b - (contains gacid) o3o3x5/3o5/2*b - (contains gacid) o3o3o5/3x5/2*b - (contains "2gissid") |
x3o3o5/2o5/3*b - gax+gofix (contains gacid as verf) o3x3o5/2o5/3*b - (contains gacid) o3o3x5/2o5/3*b - (contains gacid) o3o3o5/2x5/3*b - (contains "2gissid") |
x3o3/2o5/2o5/2*b - gax+gofix (contains gacid as verf) o3x3/2o5/2o5/2*b - (contains gacid) o3o3/2x5/2o5/2*b - (contains gacid) o3o3/2o5/2x5/2*b - (contains "2gissid") |
x3/2o3o5/2o5/3*b - gax+gofix (contains gacid as verf) o3/2x3o5/2o5/3*b - (contains gacid) o3/2o3x5/2o5/3*b - (contains gacid) o3/2o3o5/2x5/3*b - (contains "2gissid") |
other Wythoffians |
x3x3o5/3o5/2*b - (contains gacid) x3o3x5/3o5/2*b - (contains gacid) x3o3o5/3x5/2*b - (contains "2gissid") o3x3x5/3o5/2*b - (contains "2sidhei") o3x3o5/3x5/2*b - [Grünbaumian] o3o3x5/3x5/2*b - gixhihy x3x3x5/3o5/2*b - (contains "2sidhei") x3x3o5/3x5/2*b - [Grünbaumian] x3o3x5/3x5/2*b - (contains sicdatrid) o3x3x5/3x5/2*b - [Grünbaumian] x3x3x5/3x5/2*b - [Grünbaumian] |
x3x3o5/2o5/3*b - (contains gacid) x3o3x5/2o5/3*b - (contains gacid) x3o3o5/2x5/3*b - (contains "2gissid") o3x3x5/2o5/3*b - (contains "2sidhei") o3x3o5/2x5/3*b - gwavixady o3o3x5/2x5/3*b - [Grünbaumian] x3x3x5/2o5/3*b - (contains "2sidhei") x3x3o5/2x5/3*b - gippixady x3o3x5/2x5/3*b - [Grünbaumian] o3x3x5/2x5/3*b - [Grünbaumian] x3x3x5/2x5/3*b - [Grünbaumian] |
x3x3/2o5/2o5/2*b - (contains gacid) x3o3/2x5/2o5/2*b - (contains gacid) x3o3/2o5/2x5/2*b - (contains "2gissid") o3x3/2x5/2o5/2*b - [Grünbaumian] o3x3/2o5/2x5/2*b - [Grünbaumian] o3o3/2x5/2x5/2*b - [Grünbaumian] x3x3/2x5/2o5/2*b - [Grünbaumian] x3x3/2o5/2x5/2*b - [Grünbaumian] x3o3/2x5/2x5/2*b - [Grünbaumian] o3x3/2x5/2x5/2*b - [Grünbaumian] x3x3/2x5/2x5/2*b - [Grünbaumian] |
x3/2x3o5/2o5/3*b - [Grünbaumian] x3/2o3x5/2o5/3*b - (contains gacid) x3/2o3o5/2x5/3*b - (contains "2gissid") o3/2x3x5/2o5/3*b - (contains "2sidhei") o3/2x3o5/2x5/3*b - gwavixady o3/2o3x5/2x5/3*b - [Grünbaumian] x3/2x3x5/2o5/3*b - [Grünbaumian] x3/2x3o5/2x5/3*b - [Grünbaumian] x3/2o3x5/2x5/3*b - [Grünbaumian] o3/2x3x5/2x5/3*b - [Grünbaumian] x3/2x3x5/2x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3/2o3o5/3o5/2*b (µ=933) | o3/2o3/2o5/2o5/2*b (µ=1107) | o3o3/2o5/3o5/3*b (µ=1227) | o3/2o3/2o5/3o5/3*b (µ=1893) | |
quasiregulars |
x3/2o3o5/3o5/2*b - gax+gofix (contains gacid as verf) o3/2x3o5/3o5/2*b - (contains gacid) o3/2o3x5/3o5/2*b - (contains gacid) o3/2o3o5/3x5/2*b - (contains "2gissid") |
x3/2o3/2o5/2o5/2*b - gax+gofix (contains gacid as verf) o3/2x3/2o5/2o5/2*b - (contains gacid) o3/2o3/2x5/2o5/2*b - (contains gacid) o3/2o3/2o5/2x5/2*b - (contains "2gissid") |
x3o3/2o5/3o5/3*b - gax+gofix (contains gacid as verf) o3x3/2o5/3o5/3*b - (contains gacid) o3o3/2x5/3o5/3*b - (contains gacid) o3o3/2o5/3x5/3*b - (contains "2gissid") |
x3/2o3/2o5/3o5/3*b - gax+gofix (contains gacid as verf) o3/2x3/2o5/3o5/3*b - (contains gacid) o3/2o3/2x5/3o5/3*b - (contains gacid) o3/2o3/2o5/3x5/3*b - (contains "2gissid") |
other Wythoffians |
x3/2x3o5/3o5/2*b - [Grünbaumian] x3/2o3x5/3o5/2*b - (contains gacid) x3/2o3o5/3x5/2*b - (contains "2gissid") o3/2x3x5/3o5/2*b - (contains "2sidhei") o3/2x3o5/3x5/2*b - [Grünbaumian] o3/2o3x5/3x5/2*b - gixhihy x3/2x3x5/3o5/2*b - [Grünbaumian] x3/2x3o5/3x5/2*b - [Grünbaumian] x3/2o3x5/3x5/2*b - (contains "2thah") o3/2x3x5/3x5/2*b - [Grünbaumian] x3/2x3x5/3x5/2*b - [Grünbaumian] |
x3/2x3/2o5/2o5/2*b - [Grünbaumian] x3/2o3/2x5/2o5/2*b - (contains gacid) x3/2o3/2o5/2x5/2*b - (contains "2gissid") o3/2x3/2x5/2o5/2*b - [Grünbaumian] o3/2x3/2o5/2x5/2*b - [Grünbaumian] o3/2o3/2x5/2x5/2*b - [Grünbaumian] x3/2x3/2x5/2o5/2*b - [Grünbaumian] x3/2x3/2o5/2x5/2*b - [Grünbaumian] x3/2o3/2x5/2x5/2*b - [Grünbaumian] o3/2x3/2x5/2x5/2*b - [Grünbaumian] x3/2x3/2x5/2x5/2*b - [Grünbaumian] |
x3x3/2o5/3o5/3*b - (contains gacid) x3o3/2x5/3o5/3*b - (contains gacid) x3o3/2o5/3x5/3*b - (contains "2gissid") o3x3/2x5/3o5/3*b - [Grünbaumian] o3x3/2o5/3x5/3*b - gwavixady o3o3/2x5/3x5/3*b - gixhihy x3x3/2x5/3o5/3*b - [Grünbaumian] x3x3/2o5/3x5/3*b - gippixady x3o3/2x5/3x5/3*b - (contains "2thah") o3x3/2x5/3x5/3*b - [Grünbaumian] x3x3/2x5/3x5/3*b - [Grünbaumian] |
x3/2x3/2o5/3o5/3*b - [Grünbaumian] x3/2o3/2x5/3o5/3*b - (contains gacid) x3/2o3/2o5/3x5/3*b - (contains "2gissid") o3/2x3/2x5/3o5/3*b - [Grünbaumian] o3/2x3/2o5/3x5/3*b - gwavixady o3/2o3/2x5/3x5/3*b - gixhihy x3/2x3/2x5/3o5/3*b - [Grünbaumian] x3/2x3/2o5/3x5/3*b - [Grünbaumian] x3/2o3/2x5/3x5/3*b - (contains sicdatrid) o3/2x3/2x5/3x5/3*b - [Grünbaumian] x3/2x3/2x5/3x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3o5o5/3*b (µ=115) | o3o3/2o5o5/2*b (µ=355) | o3/2o3o5o5/3*b (µ=365) | o3o3o5/4o5/2*b (µ=485) | |
quasiregulars |
x3o3o5o5/3*b - gax+gofix (contains gacid as verf) o3x3o5o5/3*b - (contains gacid) o3o3x5o5/3*b - (contains cid) o3o3o5x5/3*b - gadatady |
x3o3/2o5o5/2*b - gax+gofix (contains gacid as verf) o3x3/2o5o5/2*b - (contains gacid) o3o3/2x5o5/2*b - (contains cid) o3o3/2o5x5/2*b - gadatady |
x3/2o3o5o5/3*b - gax+gofix (contains gacid as verf) o3/2x3o5o5/3*b - (contains gacid) o3/2o3x5o5/3*b - (contains cid) o3/2o3o5x5/3*b - gadatady |
x3o3o5/4o5/2*b - gax+gofix (contains gacid as verf) o3x3o5/4o5/2*b - (contains gacid) o3o3x5/4o5/2*b - (contains cid) o3o3o5/4x5/2*b - gadatady |
other Wythoffians |
x3x3o5o5/3*b - (contains gacid) x3o3x5o5/3*b - (contains cid) x3o3o5x5/3*b - getit pixady o3x3x5o5/3*b - grawv hixhi o3x3o5x5/3*b - wavdatixady o3o3x5x5/3*b - sidthixhi x3x3x5o5/3*b - giphihix x3x3o5x5/3*b - gixipady x3o3x5x5/3*b - gikkiv datapixady o3x3x5x5/3*b - hixquathix x3x3x5x5/3*b - hixquitphix |
x3x3/2o5o5/2*b - (contains gacid) x3o3/2x5o5/2*b - (contains cid) x3o3/2o5x5/2*b - (contains sicdatrid) o3x3/2x5o5/2*b - [Grünbaumian] o3x3/2o5x5/2*b - [Grünbaumian] o3o3/2x5x5/2*b - sidthixhi x3x3/2x5o5/2*b - [Grünbaumian] x3x3/2o5x5/2*b - [Grünbaumian] x3o3/2x5x5/2*b - (contains "2thah") o3x3/2x5x5/2*b - [Grünbaumian] x3x3/2x5x5/2*b - [Grünbaumian] |
x3/2x3o5o5/3*b - [Grünbaumian] x3/2o3x5o5/3*b - (contains cid) x3/2o3o5x5/3*b - (contains sicdatrid) o3/2x3x5o5/3*b - grawv hixhi o3/2x3o5x5/3*b - wavdatixady o3/2o3x5x5/3*b - sidthixhi x3/2x3x5o5/3*b - [Grünbaumian] x3/2x3o5x5/3*b - [Grünbaumian] x3/2o3x5x5/3*b - (contains "2thah") o3/2x3x5x5/3*b - hixquathix x3/2x3x5x5/3*b - [Grünbaumian] |
x3x3o5/4o5/2*b - (contains gacid) x3o3x5/4o5/2*b - (contains cid) x3o3o5/4x5/2*b - (contains sicdatrid) o3x3x5/4o5/2*b - grawv hixhi o3x3o5/4x5/2*b - [Grünbaumian] o3o3x5/4x5/2*b - [Grünbaumian] x3x3x5/4o5/2*b - giphihix x3x3o5/4x5/2*b - [Grünbaumian] x3o3x5/4x5/2*b - [Grünbaumian] o3x3x5/4x5/2*b - [Grünbaumian] x3x3x5/4x5/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3/2o3/2o5o5/2*b (µ=605) | o3/2o3o5/4o5/2*b (µ=1435) | o3o3/2o5/4o5/3*b (µ=1445) | o3/2o3/2o5/4o5/3*b (µ=2395) | |
quasiregulars |
x3/2o3/2o5o5/2*b - gax+gofix (contains gacid as verf) o3/2x3/2o5o5/2*b - (contains gacid) o3/2o3/2x5o5/2*b - (contains cid) o3/2o3/2o5x5/2*b - gadatady |
x3/2o3o5/4o5/2*b - gax+gofix (contains gacid as verf) o3/2x3o5/4o5/2*b - (contains gacid) o3/2o3x5/4o5/2*b - (contains cid) o3/2o3o5/4x5/2*b - gadatady |
x3o3/2o5/4o5/3*b - gax+gofix (contains gacid as verf) o3x3/2o5/4o5/3*b - (contains gacid) o3o3/2x5/4o5/3*b - (contains cid) o3o3/2o5/4x5/3*b - gadatady |
x3/2o3/2o5/4o5/3*b - gax+gofix (contains gacid as verf) o3/2x3/2o5/4o5/3*b - (contains gacid) o3/2o3/2x5/4o5/3*b - (contains cid) o3/2o3/2o5/4x5/3*b - gadatady |
other Wythoffians |
x3/2x3/2o5o5/2*b - [Grünbaumian] x3/2o3/2x5o5/2*b - (contains cid) x3/2o3/2o5x5/2*b - getit pixady o3/2x3/2x5o5/2*b - [Grünbaumian] o3/2x3/2o5x5/2*b - [Grünbaumian] o3/2o3/2x5x5/2*b - sidthixhi x3/2x3/2x5o5/2*b - [Grünbaumian] x3/2x3/2o5x5/2*b - [Grünbaumian] x3/2o3/2x5x5/2*b - gikkiv datapixady o3/2x3/2x5x5/2*b - [Grünbaumian] x3/2x3/2x5x5/2*b - [Grünbaumian] |
x3/2x3o5/4o5/2*b - [Grünbaumian] x3/2o3x5/4o5/2*b - (contains cid) x3/2o3o5/4x5/2*b - getit pixady o3/2x3x5/4o5/2*b - grawv hixhi o3/2x3o5/4x5/2*b - [Grünbaumian] o3/2o3x5/4x5/2*b - [Grünbaumian] x3/2x3x5/4o5/2*b - [Grünbaumian] x3/2x3o5/4x5/2*b - [Grünbaumian] x3/2o3x5/4x5/2*b - [Grünbaumian] o3/2x3x5/4x5/2*b - [Grünbaumian] x3/2x3x5/4x5/2*b - [Grünbaumian] |
x3x3/2o5/4o5/3*b - (contains gacid) x3o3/2x5/4o5/3*b - (contains cid) x3o3/2o5/4x5/3*b - getit pixady o3x3/2x5/4o5/3*b - [Grünbaumian] o3x3/2o5/4x5/3*b - wavdatixady o3o3/2x5/4x5/3*b - [Grünbaumian] x3x3/2x5/4o5/3*b - [Grünbaumian] x3x3/2o5/4x5/3*b - gixipady x3o3/2x5/4x5/3*b - [Grünbaumian] o3x3/2x5/4x5/3*b - [Grünbaumian] x3x3/2x5/4x5/3*b - [Grünbaumian] |
x3/2x3/2o5/4o5/3*b - [Grünbaumian] x3/2o3/2x5/4o5/3*b - (contains cid) x3/2o3/2o5/4x5/3*b - (contains sicdatrid) o3/2x3/2x5/4o5/3*b - [Grünbaumian] o3/2x3/2o5/4x5/3*b - wavdatixady o3/2o3/2x5/4x5/3*b - [Grünbaumian] x3/2x3/2x5/4o5/3*b - [Grünbaumian] x3/2x3/2o5/4x5/3*b - [Grünbaumian] x3/2o3/2x5/4x5/3*b - [Grünbaumian] o3/2x3/2x5/4x5/3*b - [Grünbaumian] x3/2x3/2x5/4x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3o5/3o5*b (µ=5) | o3o3/2o5/2o5*b (µ=115) | o3/2o3o5/3o5*b (µ=475) | o3o3o5/2o5/4*b (µ=595) | |
quasiregulars |
x3o3o5/3o5*b - ex+fix (contains cid as verf) o3x3o5/3o5*b - (contains cid) o3o3x5/3o5*b - (contains gacid) o3o3o5/3x5*b - siddatady |
x3o3/2o5/2o5*b - ex+fix (contains cid as verf) o3x3/2o5/2o5*b - (contains cid) o3o3/2x5/2o5*b - (contains gacid) o3o3/2o5/2x5*b - siddatady |
x3/2o3o5/3o5*b - ex+fix (contains cid as verf) o3/2x3o5/3o5*b - (contains cid) o3/2o3x5/3o5*b - (contains gacid) o3/2o3o5/3x5*b - siddatady |
x3o3o5/2o5/4*b - ex+fix (contains cid as verf) o3x3o5/2o5/4*b - (contains cid) o3o3x5/2o5/4*b - (contains gacid) o3o3o5/2x5/4*b - siddatady |
other Wythoffians |
x3x3o5/3o5*b - (contains cid) x3o3x5/3o5*b - (contains gacid) x3o3o5/3x5*b - stut pixady o3x3x5/3o5*b - mrawv hixhi o3x3o5/3x5*b - rawvid tixady o3o3x5/3x5*b - gidthixhi x3x3x5/3o5*b - sphihix x3x3o5/3x5*b - sixipady x3o3x5/3x5*b - skiv datapixady o3x3x5/3x5*b - hixthix x3x3x5/3x5*b - hixtaphix |
x3x3/2o5/2o5*b - (contains cid) x3o3/2x5/2o5*b - (contains gacid) x3o3/2o5/2x5*b - stut pixady o3x3/2x5/2o5*b - [Grünbaumian] o3x3/2o5/2x5*b - rawvid tixady o3o3/2x5/2x5*b - [Grünbaumian] x3x3/2x5/2o5*b - [Grünbaumian] x3x3/2o5/2x5*b - sixipady x3o3/2x5/2x5*b - [Grünbaumian] o3x3/2x5/2x5*b - [Grünbaumian] x3x3/2x5/2x5*b - [Grünbaumian] |
x3/2x3o5/3o5*b - [Grünbaumian] x3/2o3x5/3o5*b - (contains gacid) x3/2o3o5/3x5*b - (contains gicdatrid) o3/2x3x5/3o5*b - mrawv hixhi o3/2x3o5/3x5*b - rawvid tixady o3/2o3x5/3x5*b - gidthixhi x3/2x3x5/3o5*b - [Grünbaumian] x3/2x3o5/3x5*b - [Grünbaumian] x3/2o3x5/3x5*b - (contains "2thah") o3/2x3x5/3x5*b - hixthix x3/2x3x5/3x5*b - [Grünbaumian] |
x3x3o5/2o5/4*b - (contains cid) x3o3x5/2o5/4*b - (contains gacid) x3o3o5/2x5/4*b - (contains gicdatrid) o3x3x5/2o5/4*b - mrawv hixhi o3x3o5/2x5/4*b - [Grünbaumian] o3o3x5/2x5/4*b - [Grünbaumian] x3x3x5/2o5/4*b - sphihix x3x3o5/2x5/4*b - [Grünbaumian] x3o3x5/2x5/4*b - [Grünbaumian] o3x3x5/2x5/4*b - [Grünbaumian] x3x3x5/2x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3/2o3/2o5/2o5*b (µ=845) | o3/2o3o5/2o5/4*b (µ=1325) | o3o3/2o5/3o5/4*b (µ=1685) | o3/2o3/2o5/3o5/4*b (µ=2155) | |
quasiregulars |
x3/2o3/2o5/2o5*b - ex+fix (contains cid as verf) o3/2x3/2o5/2o5*b - (contains cid) o3/2o3/2x5/2o5*b - (contains gacid) o3/2o3/2o5/2x5*b - siddatady |
x3/2o3o5/2o5/4*b - ex+fix (contains cid as verf) o3/2x3o5/2o5/4*b - (contains cid) o3/2o3x5/2o5/4*b - (contains gacid) o3/2o3o5/2x5/4*b - siddatady |
x3o3/2o5/3o5/4*b - ex+fix (contains cid as verf) o3x3/2o5/3o5/4*b - (contains cid) o3o3/2x5/3o5/4*b - (contains gacid) o3o3/2o5/3x5/4*b - siddatady |
x3/2o3/2o5/3o5/4*b - ex+fix (contains cid as verf) o3/2x3/2o5/3o5/4*b - (contains cid) o3/2o3/2x5/3o5/4*b - (contains gacid) o3/2o3/2o5/3x5/4*b - siddatady |
other Wythoffians |
x3/2x3/2o5/2o5*b - [Grünbaumian] x3/2o3/2x5/2o5*b - (contains gacid) x3/2o3/2o5/2x5*b - (contains gicdatrid) o3/2x3/2x5/2o5*b - [Grünbaumian] o3/2x3/2o5/2x5*b - rawvid tixady o3/2o3/2x5/2x5*b - [Grünbaumian] x3/2x3/2x5/2o5*b - [Grünbaumian] x3/2x3/2o5/2x5*b - [Grünbaumian] x3/2o3/2x5/2x5*b - [Grünbaumian] o3/2x3/2x5/2x5*b - [Grünbaumian] x3/2x3/2x5/2x5*b - [Grünbaumian] |
x3/2x3o5/2o5/4*b - [Grünbaumian] x3/2o3x5/2o5/4*b - (contains gacid) x3/2o3o5/2x5/4*b - stut pixady o3/2x3x5/2o5/4*b - mrawv hixhi o3/2x3o5/2x5/4*b - [Grünbaumian] o3/2o3x5/2x5/4*b - [Grünbaumian] x3/2x3x5/2o5/4*b - [Grünbaumian] x3/2x3o5/2x5/4*b - [Grünbaumian] x3/2o3x5/2x5/4*b - [Grünbaumian] o3/2x3x5/2x5/4*b - [Grünbaumian] x3/2x3x5/2x5/4*b - [Grünbaumian] |
x3x3/2o5/3o5/4*b - (contains cid) x3o3/2x5/3o5/4*b - (contains gacid) x3o3/2o5/3x5/4*b - (contains gicdatrid) o3x3/2x5/3o5/4*b - [Grünbaumian] o3x3/2o5/3x5/4*b - [Grünbaumian] o3o3/2x5/3x5/4*b - gidthixhi x3x3/2x5/3o5/4*b - [Grünbaumian] x3x3/2o5/3x5/4*b - [Grünbaumian] x3o3/2x5/3x5/4*b - (contains "2thah") o3x3/2x5/3x5/4*b - [Grünbaumian] x3x3/2x5/3x5/4*b - [Grünbaumian] |
x3/2x3/2o5/3o5/4*b - [Grünbaumian] x3/2o3/2x5/3o5/4*b - (contains gacid) x3/2o3/2o5/3x5/4*b - stut pixady o3/2x3/2x5/3o5/4*b - [Grünbaumian] o3/2x3/2o5/3x5/4*b - [Grünbaumian] o3/2o3/2x5/3x5/4*b - gidthixhi x3/2x3/2x5/3o5/4*b - [Grünbaumian] x3/2x3/2o5/3x5/4*b - [Grünbaumian] x3/2o3/2x5/3x5/4*b - skiv datapixady o3/2x3/2x5/3x5/4*b - [Grünbaumian] x3/2x3/2x5/3x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o5o3o5/3*b (µ=30) | o3o5o3/2o5/2*b (µ=90) | o3/2o5o3o5/3*b (µ=450) | o3o5/4o3o5/2*b (µ=750) | |
quasiregulars |
x3o5o3o5/3*b - dittady o3x5o3o5/3*b - ridtidohi o3o5x3o5/3*b - (contains cid) o3o5o3x5/3*b - (contains gacid) |
x3o5o3/2o5/2*b - dittady o3x5o3/2o5/2*b - ridtidohi o3o5x3/2o5/2*b - (contains cid) o3o5o3/2x5/2*b - (contains gacid) |
x3/2o5o3o5/3*b - dittady o3/2x5o3o5/3*b - ridtidohi o3/2o5x3o5/3*b - (contains cid) o3/2o5o3x5/3*b - (contains gacid) |
x3o5/4o3o5/2*b - dittady o3x5/4o3o5/2*b - ridtidohi o3o5/4x3o5/2*b - (contains cid) o3o5/4o3x5/2*b - (contains gacid) |
other Wythoffians |
x3x5o3o5/3*b - tidtidohi x3o5x3o5/3*b - (contains cid) x3o5o3x5/3*b - (contains gacid) o3x5x3o5/3*b - srawv ditathi o3x5o3x5/3*b - gwav ditathi o3o5x3x5/3*b - tahi x3x5x3o5/3*b - sid tipathi x3x5o3x5/3*b - gid tipathi x3o5x3x5/3*b - kavipathi o3x5x3x5/3*b - hihiquatady x3x5x3x5/3*b - dohitipady |
x3x5o3/2o5/2*b - tidtidohi x3o5x3/2o5/2*b - (contains cid) x3o5o3/2x5/2*b - (contains gacid) o3x5x3/2o5/2*b - srawv ditathi o3x5o3/2x5/2*b - [Grünbaumian] o3o5x3/2x5/2*b - [Grünbaumian] x3x5x3/2o5/2*b - sid tipathi x3x5o3/2x5/2*b - [Grünbaumian] x3o5x3/2x5/2*b - [Grünbaumian] o3x5x3/2x5/2*b - [Grünbaumian] x3x5x3/2x5/2*b - [Grünbaumian] |
x3/2x5o3o5/3*b - [Grünbaumian] x3/2o5x3o5/3*b - (contains cid) x3/2o5o3x5/3*b - (contains gacid) o3/2x5x3o5/3*b - srawv ditathi o3/2x5o3x5/3*b - gwav ditathi o3/2o5x3x5/3*b - tahi x3/2x5x3o5/3*b - [Grünbaumian] x3/2x5o3x5/3*b - [Grünbaumian] x3/2o5x3x5/3*b - (contains gicdatrid) o3/2x5x3x5/3*b - hihiquatady x3/2x5x3x5/3*b - [Grünbaumian] |
x3x5/4o3o5/2*b - tidtidohi x3o5/4x3o5/2*b - (contains cid) x3o5/4o3x5/2*b - (contains gacid) o3x5/4x3o5/2*b - [Grünbaumian] o3x5/4o3x5/2*b - [Grünbaumian] o3o5/4x3x5/2*b - tahi x3x5/4x3o5/2*b - [Grünbaumian] x3x5/4o3x5/2*b - [Grünbaumian] x3o5/4x3x5/2*b - (contains gicdatrid) o3x5/4x3x5/2*b - [Grünbaumian] x3x5/4x3x5/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3/2o5o3/2o5/2*b (µ=870) | o3/2o5/4o3o5/2*b (µ=1170) | o3o5/4o3/2o5/3*b (µ=1530) | o3/2o5/4o3/2o5/3*b (µ=2310) | |
quasiregulars |
x3/2o5o3/2o5/2*b - dittady o3/2x5o3/2o5/2*b - ridtidohi o3/2o5x3/2o5/2*b - (contains cid) o3/2o5o3/2x5/2*b - (contains gacid) |
x3/2o5/4o3o5/2*b - dittady o3/2x5/4o3o5/2*b - ridtidohi o3/2o5/4x3o5/2*b - (contains cid) o3/2o5/4o3x5/2*b - (contains gacid) |
x3o5/4o3/2o5/3*b - dittady o3x5/4o3/2o5/3*b - ridtidohi o3o5/4x3/2o5/3*b - (contains cid) o3o5/4o3/2x5/3*b - (contains gacid) |
x3/2o5/4o3/2o5/3*b - dittady o3/2x5/4o3/2o5/3*b - ridtidohi o3/2o5/4x3/2o5/3*b - (contains cid) o3/2o5/4o3/2x5/3*b - (contains gacid) |
other Wythoffians |
x3/2x5o3/2o5/2*b - [Grünbaumian] x3/2o5x3/2o5/2*b - (contains cid) x3/2o5o3/2x5/2*b - (contains gacid) o3/2x5x3/2o5/2*b - srawv ditathi o3/2x5o3/2x5/2*b - [Grünbaumian] o3/2o5x3/2x5/2*b - [Grünbaumian] x3/2x5x3/2o5/2*b - [Grünbaumian] x3/2x5o3/2x5/2*b - [Grünbaumian] x3/2o5x3/2x5/2*b - [Grünbaumian] o3/2x5x3/2x5/2*b - [Grünbaumian] x3/2x5x3/2x5/2*b - [Grünbaumian] |
x3/2x5/4o3o5/2*b - [Grünbaumian] x3/2o5/4x3o5/2*b - (contains cid) x3/2o5/4o3x5/2*b - (contains gacid) o3/2x5/4x3o5/2*b - [Grünbaumian] o3/2x5/4o3x5/2*b - [Grünbaumian] o3/2o5/4x3x5/2*b - tahi x3/2x5/4x3o5/2*b - [Grünbaumian] x3/2x5/4o3x5/2*b - [Grünbaumian] x3/2o5/4x3x5/2*b - kavipathi o3/2x5/4x3x5/2*b - [Grünbaumian] x3/2x5/4x3x5/2*b - [Grünbaumian] |
x3x5/4o3/2o5/3*b - tidtidohi x3o5/4x3/2o5/3*b - (contains cid) x3o5/4o3/2x5/3*b - (contains gacid) o3x5/4x3/2o5/3*b - [Grünbaumian] o3x5/4o3/2x5/3*b - gwav ditathi o3o5/4x3/2x5/3*b - [Grünbaumian] x3x5/4x3/2o5/3*b - [Grünbaumian] x3x5/4o3/2x5/3*b - gid tipathi x3o5/4x3/2x5/3*b - [Grünbaumian] o3x5/4x3/2x5/3*b - [Grünbaumian] x3x5/4x3/2x5/3*b - [Grünbaumian] |
x3/2x5/4o3/2o5/3*b - [Grünbaumian] x3/2o5/4x3/2o5/3*b - (contains cid) x3/2o5/4o3/2x5/3*b - (contains gacid) o3/2x5/4x3/2o5/3*b - [Grünbaumian] o3/2x5/4o3/2x5/3*b - gwav ditathi o3/2o5/4x3/2x5/3*b - [Grünbaumian] x3/2x5/4x3/2o5/3*b - [Grünbaumian] x3/2x5/4o3/2x5/3*b - [Grünbaumian] x3/2o5/4x3/2x5/3*b - [Grünbaumian] o3/2x5/4x3/2x5/3*b - [Grünbaumian] x3/2x5/4x3/2x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o5o5/4o5*b (µ=8) | o3o5o5o5/4*b (µ=112) | o3/2o5o5o5/4*b (µ=608) | |
quasiregulars |
x3o5o5/4o5*b - 2fix (contains "2gad" as verf) o3x5o5/4o5*b - (contains "2gad") o3o5x5/4o5*b - (contains "2gad") |
x3o5o5o5/4*b - 2fix (contains "2gad" as verf) o3x5o5o5/4*b - (contains "2gad") o3o5x5o5/4*b - (contains "2gad") o3o5o5x5/4*b - (contains "2gad") |
x3/2o5o5o5/4*b - 2fix (contains "2gad" as verf) o3/2x5o5o5/4*b - (contains "2gad") o3/2o5x5o5/4*b - (contains "2gad") o3/2o5o5x5/4*b - (contains "2gad") |
other Wythoffians |
x3x5o5/4o5*b - (contains "2gad") x3o5x5/4o5*b - (contains "2gad") o3x5x5/4o5*b - (contains "2sidhid") o3o5x5/4x5*b - [Grünbaumian] x3x5x5/4o5*b - (contains "2sidhid") x3o5x5/4x5*b - [Grünbaumian] o3x5x5/4x5*b - [Grünbaumian] x3x5x5/4x5*b - [Grünbaumian] |
x3x5o5o5/4*b - (contains "2gad") x3o5x5o5/4*b - (contains "2gad") x3o5o5x5/4*b - (contains "2gad") o3x5x5o5/4*b - (contains "2sidhid") o3x5o5x5/4*b - [Grünbaumian] o3o5x5x5/4*b - (contains "2sidhid") x3x5x5o5/4*b - (contains "2sidhid") x3x5o5x5/4*b - [Grünbaumian] x3o5x5x5/4*b - (contains "2sidhid") o3x5x5x5/4*b - [Grünbaumian] x3x5x5x5/4*b - [Grünbaumian] |
x3/2x5o5o5/4*b - [Grünbaumian] x3/2o5x5o5/4*b - (contains "2gad") x3/2o5o5x5/4*b - (contains "2gad") o3/2x5x5o5/4*b - (contains "2sidhid") o3/2x5o5x5/4*b - [Grünbaumian] o3/2o5x5x5/4*b - (contains "2sidhid") x3/2x5x5o5/4*b - [Grünbaumian] x3/2x5o5x5/4*b - [Grünbaumian] x3/2o5x5x5/4*b - (contains "2sidhid") o3/2x5x5x5/4*b - [Grünbaumian] x3/2x5x5x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3/2o5o5/4o5*b (µ=712) | o3o5/4o5/4o5/4*b (µ=2168) | o3/2o5/4o5/4o5/4*b (µ=2872) | |
quasiregulars |
x3/2o5o5/4o5*b - 2fix (contains "2gad" as verf) o3/2x5o5/4o5*b - (contains "2gad") o3/2o5x5/4o5*b - (contains "2gad") |
x3o5/4o5/4o5/4*b - 2fix (contains "2gad" as verf) o3x5/4o5/4o5/4*b - (contains "2gad") o3o5/4x5/4o5/4*b - (contains "2gad") |
x3/2o5/4o5/4o5/4*b - 2fix (contains "2gad" as verf) o3/2x5/4o5/4o5/4*b - (contains "2gad") o3/2o5/4x5/4o5/4*b - (contains "2gad") |
other Wythoffians |
x3/2x5o5/4o5*b - [Grünbaumian] x3/2o5x5/4o5*b - (contains "2gad") o3/2x5x5/4o5*b - (contains "2sidhid") o3/2o5x5/4x5*b - [Grünbaumian] x3/2x5x5/4o5*b - [Grünbaumian] x3/2o5x5/4x5*b - [Grünbaumian] o3/2x5x5/4x5*b - [Grünbaumian] x3/2x5x5/4x5*b - [Grünbaumian] |
x3x5/4o5/4o5/4*b - (contains "2gad") x3o5/4x5/4o5/4*b - (contains "2gad") o3x5/4x5/4o5/4*b - [Grünbaumian] o3o5/4x5/4x5/4*b - [Grünbaumian] x3x5/4x5/4o5/4*b - [Grünbaumian] x3o5/4x5/4x5/4*b - [Grünbaumian] o3x5/4x5/4x5/4*b - [Grünbaumian] x3x5/4x5/4x5/4*b - [Grünbaumian] |
x3/2x5/4o5/4o5/4*b - [Grünbaumian] x3/2o5/4x5/4o5/4*b - (contains "2gad") o3/2x5/4x5/4o5/4*b - [Grünbaumian] o3/2o5/4x5/4x5/4*b - [Grünbaumian] x3/2x5/4x5/4o5/4*b - [Grünbaumian] x3/2o5/4x5/4x5/4*b - [Grünbaumian] o3/2x5/4x5/4x5/4*b - [Grünbaumian] x3/2x5/4x5/4x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o5/2o5/2o5/2*b (µ=152) | o3/2o5/2o5/2o5/2*b (µ=568) | o3o5/2o5/3o5/3*b (µ=688) | |
quasiregulars |
x3o5/2o5/2o5/2*b - 2gofix (contains "2sissid" as verf) o3x5/2o5/2o5/2*b - (contains "2sissid") o3o5/2x5/2o5/2*b - (contains "2sissid") |
x3/2o5/2o5/2o5/2*b - 2gofix (contains "2sissid" as verf) o3/2x5/2o5/2o5/2*b - (contains "2sissid") o3/2o5/2x5/2o5/2*b - (contains "2sissid") |
x3o5/2o5/3o5/3*b - 2gofix (contains "2sissid" as verf) o3x5/2o5/3o5/3*b - (contains "2sissid") o3o5/2x5/3o5/3*b - (contains "2sissid") o3o5/2o5/3x5/3*b - (contains "2sissid") |
other Wythoffians |
x3x5/2o5/2o5/2*b - (contains "2sissid") x3o5/2x5/2o5/2*b - (contains "2sissid") o3x5/2x5/2o5/2*b - [Grünbaumian] o3o5/2x5/2x5/2*b - [Grünbaumian] x3x5/2x5/2o5/2*b - [Grünbaumian] x3o5/2x5/2x5/2*b - [Grünbaumian] o3x5/2x5/2x5/2*b - [Grünbaumian] x3x5/2x5/2x5/2*b - [Grünbaumian] |
x3/2x5/2o5/2o5/2*b - [Grünbaumian] x3/2o5/2x5/2o5/2*b - (contains "2sissid") o3/2x5/2x5/2o5/2*b - [Grünbaumian] o3/2o5/2x5/2x5/2*b - [Grünbaumian] x3/2x5/2x5/2o5/2*b - [Grünbaumian] x3/2o5/2x5/2x5/2*b - [Grünbaumian] o3/2x5/2x5/2x5/2*b - [Grünbaumian] x3/2x5/2x5/2x5/2*b - [Grünbaumian] |
x3x5/2o5/3o5/3*b - (contains "2sissid") x3o5/2x5/3o5/3*b - (contains "2sissid") x3o5/2o5/3x5/3*b - (contains "2sissid") o3x5/2x5/3o5/3*b - [Grünbaumian] o3x5/2o5/3x5/3*b - (contains "2gidhid") o3o5/2x5/3x5/3*b - (contains "2gidhid") x3x5/2x5/3o5/3*b - [Grünbaumian] x3x5/2o5/3x5/3*b - (contains "2gidhid") x3o5/2x5/3x5/3*b - (contains sicdatrid) o3x5/2x5/3x5/3*b - [Grünbaumian] x3x5/2x5/3x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o5/3o5/2o5/3*b (µ=872) | o3/2o5/3o5/2o5/3*b (µ=1288) | o3/2o5/2o5/3o5/3*b (µ=1472) | |
quasiregulars |
x3o5/3o5/2o5/3*b - 2gofix (contains "2sissid" as verf) o3x5/3o5/2o5/3*b - (contains "2sissid") o3o5/3x5/2o5/3*b - (contains "2sissid") |
x3/2o5/3o5/2o5/3*b - 2gofix (contains "2sissid" as verf) o3/2x5/3o5/2o5/3*b - (contains "2sissid") o3/2o5/3x5/2o5/3*b - (contains "2sissid") |
x3/2o5/2o5/3o5/3*b - 2gofix (contains "2sissid" as verf) o3/2x5/2o5/3o5/3*b - (contains "2sissid") o3/2o5/2x5/3o5/3*b - (contains "2sissid") o3/2o5/2o5/3x5/3*b - (contains "2sissid") |
other Wythoffians |
x3x5/3o5/2o5/3*b - (contains "2sissid") x3o5/3x5/2o5/3*b - (contains "2sissid") o3x5/3x5/2o5/3*b - (contains "2gidhid") o3o5/3x5/2x5/3*b - [Grünbaumian] x3x5/3x5/2o5/3*b - (contains "2gidhid") x3o5/3x5/2x5/3*b - [Grünbaumian] o3x5/3x5/2x5/3*b - [Grünbaumian] x3x5/3x5/2x5/3*b - [Grünbaumian] |
x3/2x5/3o5/2o5/3*b - [Grünbaumian] x3/2o5/3x5/2o5/3*b - (contains "2sissid") o3/2x5/3x5/2o5/3*b - (contains "2gidhid") o3/2o5/3x5/2x5/3*b - [Grünbaumian] x3/2x5/3x5/2o5/3*b - [Grünbaumian] x3/2o5/3x5/2x5/3*b - [Grünbaumian] o3/2x5/3x5/2x5/3*b - [Grünbaumian] x3/2x5/3x5/2x5/3*b - [Grünbaumian] |
x3/2x5/2o5/3o5/3*b - [Grünbaumian] x3/2o5/2x5/3o5/3*b - (contains "2sissid") x3/2o5/2o5/3x5/3*b - (contains "2sissid") o3/2x5/2x5/3o5/3*b - [Grünbaumian] o3/2x5/2o5/3x5/3*b - (contains "2gidhid") o3/2o5/2x5/3x5/3*b - (contains "2gidhid") x3/2x5/2x5/3o5/3*b - [Grünbaumian] x3/2x5/2o5/3x5/3*b - [Grünbaumian] x3/2o5/2x5/3x5/3*b - (contains sicdatrid) o3/2x5/2x5/3x5/3*b - [Grünbaumian] x3/2x5/2x5/3x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5o3o3/2o3*b (µ=2) | o5o3o3o3/2*b (µ=118) | o5/4o3o3o3/2*b (µ=1082) | |
quasiregulars |
x5o3o3/2o3*b - 2hi (contains f-"2tet" as verf) o5x3o3/2o3*b - (contains "2tet") o5o3x3/2o3*b - (contains "2tet") |
x5o3o3o3/2*b - 2hi (contains f-"2tet" as verf) o5x3o3o3/2*b - (contains "2tet") o5o3x3o3/2*b - (contains "2tet") o5o3o3x3/2*b - (contains "2tet") |
x5/4o3o3o3/2*b - 2hi (contains f-"2tet" as verf) o5/4x3o3o3/2*b - (contains "2tet") o5/4o3x3o3/2*b - (contains "2tet") o5/4o3o3x3/2*b - (contains "2tet") |
other Wythoffians |
x5x3o3/2o3*b - (contains "2tet") x5o3x3/2o3*b - sirdtapady+600 2tet (contains "2tet") o5x3x3/2o3*b - srawv hixhi o5o3x3/2x3*b - [Grünbaumian] x5x3x3/2o3*b - spixhihy x5o3x3/2x3*b - [Grünbaumian] o5x3x3/2x3*b - [Grünbaumian] x5x3x3/2x3*b - [Grünbaumian] |
x5x3o3o3/2*b - (contains "2tet") x5o3x3o3/2*b - sirdtapady+600 2tet (contains "2tet") x5o3o3x3/2*b - (contains gicdatrid) o5x3x3o3/2*b - srawv hixhi o5x3o3x3/2*b - [Grünbaumian] o5o3x3x3/2*b - 2gifdahihox x5x3x3o3/2*b - spixhihy x5x3o3x3/2*b - [Grünbaumian] x5o3x3x3/2*b - (contains gicdatrid) o5x3x3x3/2*b - [Grünbaumian] x5x3x3x3/2*b - [Grünbaumian] |
x5/4x3o3o3/2*b - [Grünbaumian] x5/4o3x3o3/2*b - (contains gicdatrid) x5/4o3o3x3/2*b - sirdtapady+600 2tet (contains "2tet") o5/4x3x3o3/2*b - srawv hixhi o5/4x3o3x3/2*b - [Grünbaumian] o5/4o3x3x3/2*b - 2gifdahihox x5/4x3x3o3/2*b - [Grünbaumian] x5/4x3o3x3/2*b - [Grünbaumian] x5/4o3x3x3/2*b - (contains gicdatrid) o5/4x3x3x3/2*b - [Grünbaumian] x5/4x3x3x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/4o3o3/2o3*b (µ=1198) | o5o3/2o3/2o3/2*b (µ=1202) | o5/4o3/2o3/2o3/2*b (µ=2398) | |
quasiregulars |
x5/4o3o3/2o3*b - 2hi (contains f-"2tet" as verf) o5/4x3o3/2o3*b - (contains "2tet") o5/4o3x3/2o3*b - (contains "2tet") |
x5o3/2o3/2o3/2*b - 2hi (contains f-"2tet" as verf) o5x3/2o3/2o3/2*b - (contains "2tet") o5o3/2x3/2o3/2*b - (contains "2tet") |
x5/4o3/2o3/2o3/2*b - 2hi (contains f-"2tet" as verf) o5/4x3/2o3/2o3/2*b - (contains "2tet") o5/4o3/2x3/2o3/2*b - (contains "2tet") |
other Wythoffians |
x5/4x3o3/2o3*b - [Grünbaumian] x5/4o3x3/2o3*b - (contains gicdatrid) o5/4x3x3/2o3*b - srawv hixhi o5/4o3x3/2x3*b - [Grünbaumian] x5/4x3x3/2o3*b - [Grünbaumian] x5/4o3x3/2x3*b - [Grünbaumian] o5/4x3x3/2x3*b - [Grünbaumian] x5/4x3x3/2x3*b - [Grünbaumian] |
x5x3/2o3/2o3/2*b - (contains "2tet") x5o3/2x3/2o3/2*b - (contains gicdatrid) o5x3/2x3/2o3/2*b - [Grünbaumian] o5o3/2x3/2x3/2*b - [Grünbaumian] x5x3/2x3/2o3/2*b - [Grünbaumian] x5o3/2x3/2x3/2*b - [Grünbaumian] o5x3/2x3/2x3/2*b - [Grünbaumian] x5x3/2x3/2x3/2*b - [Grünbaumian] |
x5/4x3/2o3/2o3/2*b - [Grünbaumian] x5/4o3/2x3/2o3/2*b - sirdtapady+600 2tet (contains "2tet") o5/4x3/2x3/2o3/2*b - [Grünbaumian] o5/4o3/2x3/2x3/2*b - [Grünbaumian] x5/4x3/2x3/2o3/2*b - [Grünbaumian] x5/4o3/2x3/2x3/2*b - [Grünbaumian] o5/4x3/2x3/2x3/2*b - [Grünbaumian] x5/4x3/2x3/2x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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... |
... |
o5/2o3o3/2o3*b (µ=382) | o5/2o3o3o3/2*b (µ=458) | o5/3o3o3o3/2*b (µ=742) | |
quasiregulars |
x5/2o3o3/2o3*b - 2gogishi (contains v-"2tet" as verf) o5/2x3o3/2o3*b - (contains "2tet") o5/2o3x3/2o3*b - (contains "2tet") |
x5/2o3o3o3/2*b - 2gogishi (contains v-"2tet" as verf) o5/2x3o3o3/2*b - (contains "2tet") o5/2o3x3o3/2*b - (contains "2tet") o5/2o3o3x3/2*b - (contains "2tet") |
x5/3o3o3o3/2*b - 2gogishi (contains v-"2tet" as verf) o5/3x3o3o3/2*b - (contains "2tet") o5/3o3x3o3/2*b - (contains "2tet") o5/3o3o3x3/2*b - (contains "2tet") |
other Wythoffians |
x5/2x3o3/2o3*b - [Grünbaumian] x5/2o3x3/2o3*b - (contains sicdatrid) o5/2x3x3/2o3*b - garawv hixhi o5/2o3x3/2x3*b - [Grünbaumian] x5/2x3x3/2o3*b - [Grünbaumian] x5/2o3x3/2x3*b - [Grünbaumian] o5/2x3x3/2x3*b - [Grünbaumian] x5/2x3x3/2x3*b - [Grünbaumian] |
x5/2x3o3o3/2*b - [Grünbaumian] x5/2o3x3o3/2*b - (contains sicdatrid) x5/2o3o3x3/2*b - gadathiphi+600 2tet (contains "2tet") o5/2x3x3o3/2*b - garawv hixhi o5/2x3o3x3/2*b - [Grünbaumian] o5/2o3x3x3/2*b - 2sifdahihox x5/2x3x3o3/2*b - [Grünbaumian] x5/2x3o3x3/2*b - [Grünbaumian] x5/2o3x3x3/2*b - (contains sicdatrid) o5/2x3x3x3/2*b - [Grünbaumian] x5/2x3x3x3/2*b - [Grünbaumian] |
x5/3x3o3o3/2*b - (contains "2tet") x5/3o3x3o3/2*b - gadathiphi+600 2tet (contains "2tet") x5/3o3o3x3/2*b - (contains sicdatrid) o5/3x3x3o3/2*b - garawv hixhi o5/3x3o3x3/2*b - [Grünbaumian] o5/3o3x3x3/2*b - 2sifdahihox x5/3x3x3o3/2*b - gippixhihy x5/3x3o3x3/2*b - [Grünbaumian] x5/3o3x3x3/2*b - (contains sicdatrid) o5/3x3x3x3/2*b - [Grünbaumian] x5/3x3x3x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/3o3o3/2o3*b (µ=818) | o5/2o3/2o3/2o3/2*b (µ=1582) | o5/3o3/2o3/2o3/2*b (µ=2018) | |
quasiregulars |
x5/3o3o3/2o3*b - 2gogishi (contains v-"2tet" as verf) o5/3x3o3/2o3*b - (contains "2tet") o5/3o3x3/2o3*b - (contains "2tet") |
x5/2o3/2o3/2o3/2*b - 2gogishi (contains v-"2tet" as verf) o5/2x3/2o3/2o3/2*b - (contains "2tet") o5/2o3/2x3/2o3/2*b - (contains "2tet") |
x5/3o3/2o3/2o3/2*b - 2gogishi (contains v-"2tet" as verf) o5/3x3/2o3/2o3/2*b - (contains "2tet") o5/3o3/2x3/2o3/2*b - (contains "2tet") |
other Wythoffians |
x5/3x3o3/2o3*b - (contains "2tet") x5/3o3x3/2o3*b - gadathiphi+600 2tet (contains "2tet") o5/3x3x3/2o3*b - garawv hixhi o5/3o3x3/2x3*b - [Grünbaumian] x5/3x3x3/2o3*b - gippixhihy x5/3o3x3/2x3*b - [Grünbaumian] o5/3x3x3/2x3*b - [Grünbaumian] x5/3x3x3/2x3*b - [Grünbaumian] |
x5/2x3/2o3/2o3/2*b - [Grünbaumian] x5/2o3/2x3/2o3/2*b - gadathiphi+600 2tet (contains "2tet") o5/2x3/2x3/2o3/2*b - [Grünbaumian] o5/2o3/2x3/2x3/2*b - [Grünbaumian] x5/2x3/2x3/2o3/2*b - [Grünbaumian] x5/2o3/2x3/2x3/2*b - [Grünbaumian] o5/2x3/2x3/2x3/2*b - [Grünbaumian] x5/2x3/2x3/2x3/2*b - [Grünbaumian] |
x5/3x3/2o3/2o3/2*b - (contains "2tet") x5/3o3/2x3/2o3/2*b - (contains sicdatrid) o5/3x3/2x3/2o3/2*b - [Grünbaumian] o5/3o3/2x3/2x3/2*b - [Grünbaumian] x5/3x3/2x3/2o3/2*b - [Grünbaumian] x5/3o3/2x3/2x3/2*b - [Grünbaumian] o5/3x3/2x3/2x3/2*b - [Grünbaumian] x5/3x3/2x3/2x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5o3o5/4o3*b (µ=40) | o5o3o5o3/2*b (µ=80) | o5/4o3o5o3/2*b (µ=640) | |
quasiregulars |
x5o3o5/4o3*b - 2gahi (contains f-"2gike" as verf) o5x3o5/4o3*b - (contains "2gike") o5o3x5/4o3*b - gitpodady |
x5o3o5o3/2*b - 2gahi (contains f-"2gike" as verf) o5x3o5o3/2*b - (contains "2gike") o5o3x5o3/2*b - gitpodady o5o3o5x3/2*b - gitpodady |
x5/4o3o5o3/2*b - 2gahi (contains f-"2gike" as verf) o5/4x3o5o3/2*b - (contains "2gike") o5/4o3x5o3/2*b - gitpodady o5/4o3o5x3/2*b - gitpodady |
other Wythoffians |
x5x3o5/4o3*b - (contains "2gike") x5o3x5/4o3*b - sedit pathi o5x3x5/4o3*b - grawvathi o5o3x5/4x3*b - [Grünbaumian] x5x3x5/4o3*b - ghipady x5o3x5/4x3*b - [Grünbaumian] o5x3x5/4x3*b - [Grünbaumian] x5x3x5/4x3*b - [Grünbaumian] |
x5x3o5o3/2*b - (contains "2gike") x5o3x5o3/2*b - sedit pathi x5o3o5x3/2*b - (contains gicdatrid) o5x3x5o3/2*b - grawvathi o5x3o5x3/2*b - [Grünbaumian] o5o3x5x3/2*b - (contains "2seihid") x5x3x5o3/2*b - ghipady x5x3o5x3/2*b - [Grünbaumian] x5o3x5x3/2*b - (contains gicdatrid) o5x3x5x3/2*b - [Grünbaumian] x5x3x5x3/2*b - [Grünbaumian] |
x5/4x3o5o3/2*b - [Grünbaumian] x5/4o3x5o3/2*b - (contains gicdatrid) x5/4o3o5x3/2*b - sedit pathi o5/4x3x5o3/2*b - grawvathi o5/4x3o5x3/2*b - [Grünbaumian] o5/4o3x5x3/2*b - (contains "2seihid") x5/4x3x5o3/2*b - [Grünbaumian] x5/4x3o5x3/2*b - [Grünbaumian] x5/4o3x5x3/2*b - (contains gicdatrid) o5/4x3x5x3/2*b - [Grünbaumian] x5/4x3x5x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5o3/2o5/4o3/2*b (µ=1240) | o5/4o3o5/4o3*b (µ=1640) | o5/4o3/2o5/4o3/2*b (µ=2840) | |
quasiregulars |
x5o3/2o5/4o3/2*b - 2gahi (contains f-"2gike" as verf) o5x3/2o5/4o3/2*b - (contains "2gike") o5o3/2x5/4o3/2*b - gitpodady |
x5/4o3o5/4o3*b - 2gahi (contains f-"2gike" as verf) o5/4x3o5/4o3*b - (contains "2gike") o5/4o3x5/4o3*b - gitpodady |
x5/4o3/2o5/4o3/2*b - 2gahi (contains f-"2gike" as verf) o5/4x3/2o5/4o3/2*b - (contains "2gike") o5/4o3/2x5/4o3/2*b - gitpodady |
other Wythoffians |
x5x3/2o5/4o3/2*b - (contains "2gike") x5o3/2x5/4o3/2*b - (contains gicdatrid) o5x3/2x5/4o3/2*b - [Grünbaumian] o5o3/2x5/4x3/2*b - [Grünbaumian] x5x3/2x5/4o3/2*b - [Grünbaumian] x5o3/2x5/4x3/2*b - [Grünbaumian] o5x3/2x5/4x3/2*b - [Grünbaumian] x5x3/2x5/4x3/2*b - [Grünbaumian] |
x5/4x3o5/4o3*b - [Grünbaumian] x5/4o3x5/4o3*b - (contains gicdatrid) o5/4x3x5/4o3*b - grawvathi o5/4o3x5/4x3*b - [Grünbaumian] x5/4x3x5/4o3*b - [Grünbaumian] x5/4o3x5/4x3*b - [Grünbaumian] o5/4x3x5/4x3*b - [Grünbaumian] x5/4x3x5/4x3*b - [Grünbaumian] |
x5/4x3/2o5/4o3/2*b - [Grünbaumian] x5/4o3/2x5/4o3/2*b - sedit pathi o5/4x3/2x5/4o3/2*b - [Grünbaumian] o5/4o3/2x5/4x3/2*b - [Grünbaumian] x5/4x3/2x5/4o3/2*b - [Grünbaumian] x5/4o3/2x5/4x3/2*b - [Grünbaumian] o5/4x3/2x5/4x3/2*b - [Grünbaumian] x5/4x3/2x5/4x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/2o3o5/2o3*b (µ=40) | o5/3o3o5/2o3*b (µ=200) | o5/2o3o5/3o3/2*b (µ=800) | |
quasiregulars |
x5/2o3o5/2o3*b - 2gishi (contains v-"2ike" as verf) o5/2x3o5/2o3*b - (contains "2ike") o5/2o3x5/2o3*b - sitpodady |
x5/3o3o5/2o3*b - 2gishi (contains v-"2ike" as verf) o5/3x3o5/2o3*b - (contains "2ike") o5/3o3x5/2o3*b - sitpodady |
x5/2o3o5/3o3/2*b - 2gishi (contains v-"2ike" as verf) o5/2x3o5/3o3/2*b - (contains "2ike") o5/2o3x5/3o3/2*b - sitpodady o5/2o3o5/3x3/2*b - sitpodady |
other Wythoffians |
x5/2x3o5/2o3*b - [Grünbaumian] x5/2o3x5/2o3*b - (contains sicdatrid) o5/2x3x5/2o3*b - swavathi o5/2o3x5/2x3*b - [Grünbaumian] x5/2x3x5/2o3*b - [Grünbaumian] x5/2o3x5/2x3*b - [Grünbaumian] o5/2x3x5/2x3*b - [Grünbaumian] x5/2x3x5/2x3*b - [Grünbaumian] |
x5/3x3o5/2o3*b - (contains "2ike") x5/3o3x5/2o3*b - gaedit pathi o5/3x3x5/2o3*b - swavathi o5/3o3x5/2x3*b - [Grünbaumian] x5/3x3x5/2o3*b - shipady x5/3o3x5/2x3*b - [Grünbaumian] o5/3x3x5/2x3*b - [Grünbaumian] x5/3x3x5/2x3*b - [Grünbaumian] |
x5/2x3o5/3o3/2*b - [Grünbaumian] x5/2o3x5/3o3/2*b - (contains sicdatrid) x5/2o3o5/3x3/2*b - gaedit pathi o5/2x3x5/3o3/2*b - swavathi o5/2x3o5/3x3/2*b - [Grünbaumian] o5/2o3x5/3x3/2*b - (contains "2geihid") x5/2x3x5/3o3/2*b - [Grünbaumian] x5/2x3o5/3x3/2*b - [Grünbaumian] x5/2o3x5/3x3/2*b - (contains sicdatrid) o5/2x3x5/3x3/2*b - [Grünbaumian] x5/2x3x5/3x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/2o3/2o5/2o3/2*b (µ=1240) | o5/3o3o5/3o3/2*b (µ=1360) | o5/3o3/2o5/2o3/2*b (µ=1400) | |
quasiregulars |
x5/2o3/2o5/2o3/2*b - 2gishi (contains v-"2ike" as verf) o5/2x3/2o5/2o3/2*b - (contains "2ike") o5/2o3/2x5/2o3/2*b - sitpodady |
x5/3o3o5/3o3/2*b - 2gishi (contains v-"2ike" as verf) o5/3x3o5/3o3/2*b - (contains "2ike") o5/3o3x5/3o3/2*b - sitpodady o5/3o3o5/3x3/2*b - sitpodady |
x5/3o3/2o5/2o3/2*b - 2gishi (contains v-"2ike" as verf) o5/3x3/2o5/2o3/2*b - (contains "2ike") o5/3o3/2x5/2o3/2*b - sitpodady |
other Wythoffians |
x5/2x3/2o5/2o3/2*b - [Grünbaumian] x5/2o3/2x5/2o3/2*b - gaedit pathi o5/2x3/2x5/2o3/2*b - [Grünbaumian] o5/2o3/2x5/2x3/2*b - [Grünbaumian] x5/2x3/2x5/2o3/2*b - [Grünbaumian] x5/2o3/2x5/2x3/2*b - [Grünbaumian] o5/2x3/2x5/2x3/2*b - [Grünbaumian] x5/2x3/2x5/2x3/2*b - [Grünbaumian] |
x5/3x3o5/3o3/2*b - (contains "2ike") x5/3o3x5/3o3/2*b - gaedit pathi x5/3o3o5/3x3/2*b - (contains sicdatrid) o5/3x3x5/3o3/2*b - swavathi o5/3x3o5/3x3/2*b - [Grünbaumian] o5/3o3x5/3x3/2*b - (contains "2geihid") x5/3x3x5/3o3/2*b - shipady x5/3x3o5/3x3/2*b - [Grünbaumian] x5/3o3x5/3x3/2*b - (contains sicdatrid) o5/3x3x5/3x3/2*b - [Grünbaumian] x5/3x3x5/3x3/2*b - [Grünbaumian] |
x5/3x3/2o5/2o3/2*b - (contains "2ike") x5/3o3/2x5/2o3/2*b - (contains sicdatrid) o5/3x3/2x5/2o3/2*b - [Grünbaumian] o5/3o3/2x5/2x3/2*b - [Grünbaumian] x5/3x3/2x5/2o3/2*b - [Grünbaumian] x5/3o3/2x5/2x3/2*b - [Grünbaumian] o5/3x3/2x5/2x3/2*b - [Grünbaumian] x5/3x3/2x5/2x3/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5o3o5o5/3*b (µ=14) | o5o3o5/4o5/2*b (µ=106) | o5o3/2o5o5/2*b (µ=254) | o5/4o3o5o5/3*b (µ=466) | |
quasiregulars |
x5o3o5o5/3*b - gahi+gohi (contains f-gacid as verf) o5x3o5o5/3*b - (contains gacid) o5o3x5o5/3*b - (contains cid) o5o3o5x5/3*b - sishi+idhi |
x5o3o5/4o5/2*b - gahi+gohi (contains f-gacid as verf) o5x3o5/4o5/2*b - (contains gacid) o5o3x5/4o5/2*b - (contains cid) o5o3o5/4x5/2*b - sishi+idhi |
x5o3/2o5o5/2*b - gahi+gohi (contains f-gacid as verf) o5x3/2o5o5/2*b - (contains gacid) o5o3/2x5o5/2*b - (contains cid) o5o3/2o5x5/2*b - sishi+idhi |
x5/4o3o5o5/3*b - gahi+gohi (contains f-gacid as verf) o5/4x3o5o5/3*b - (contains gacid) o5/4o3x5o5/3*b - (contains cid) o5/4o3o5x5/3*b - sishi+idhi |
other Wythoffians |
x5x3o5o5/3*b - (contains gacid) x5o3x5o5/3*b - (contains cid) x5o3o5x5/3*b - (contains cadditradid) o5x3x5o5/3*b - srawv hidy o5x3o5x5/3*b - swav ditathi o5o3x5x5/3*b - sisdipthi x5x3x5o5/3*b - siphidy x5x3o5x5/3*b - gid thipady x5o3x5x5/3*b - (contains cadditradid) o5x3x5x5/3*b - dahiquatady x5x3x5x5/3*b - sidhiquit paddy |
x5x3o5/4o5/2*b - (contains gacid) x5o3x5/4o5/2*b - (contains cid) x5o3o5/4x5/2*b - seedatepthi o5x3x5/4o5/2*b - srawv hidy o5x3o5/4x5/2*b - [Grünbaumian] o5o3x5/4x5/2*b - [Grünbaumian] x5x3x5/4o5/2*b - siphidy x5x3o5/4x5/2*b - [Grünbaumian] x5o3x5/4x5/2*b - [Grünbaumian] o5x3x5/4x5/2*b - [Grünbaumian] x5x3x5/4x5/2*b - [Grünbaumian] |
x5x3/2o5o5/2*b - (contains gacid) x5o3/2x5o5/2*b - (contains cid) x5o3/2o5x5/2*b - seedatepthi o5x3/2x5o5/2*b - [Grünbaumian] o5x3/2o5x5/2*b - [Grünbaumian] o5o3/2x5x5/2*b - sisdipthi x5x3/2x5o5/2*b - [Grünbaumian] x5x3/2o5x5/2*b - [Grünbaumian] x5o3/2x5x5/2*b - (contains gicdatrid) o5x3/2x5x5/2*b - [Grünbaumian] x5x3/2x5x5/2*b - [Grünbaumian] |
x5/4x3o5o5/3*b - [Grünbaumian] x5/4o3x5o5/3*b - (contains cid) x5/4o3o5x5/3*b - seedatepthi o5/4x3x5o5/3*b - srawv hidy o5/4x3o5x5/3*b - swav ditathi o5/4o3x5x5/3*b - sisdipthi x5/4x3x5o5/3*b - [Grünbaumian] x5/4x3o5x5/3*b - [Grünbaumian] x5/4o3x5x5/3*b - (contains gicdatrid) o5/4x3x5x5/3*b - dahiquatady x5/4x3x5x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/4o3/2o5o5/2*b (µ=706) | o5o3/2o5/4o5/3*b (µ=1066) | o5/4o3o5/4o5/2*b (µ=1814) | o5/4o3/2o5/4o5/3*b (µ=2774) | |
quasiregulars |
x5/4o3/2o5o5/2*b - gahi+gohi (contains f-gacid as verf) o5/4x3/2o5o5/2*b - (contains gacid) o5/4o3/2x5o5/2*b - (contains cid) o5/4o3/2o5x5/2*b - sishi+idhi |
x5o3/2o5/4o5/3*b - gahi+gohi (contains f-gacid as verf) o5x3/2o5/4o5/3*b - (contains gacid) o5o3/2x5/4o5/3*b - (contains cid) o5o3/2o5/4x5/3*b - sishi+idhi |
x5/4o3o5/4o5/2*b - gahi+gohi (contains f-gacid as verf) o5/4x3o5/4o5/2*b - (contains gacid) o5/4o3x5/4o5/2*b - (contains cid) o5/4o3o5/4x5/2*b - sishi+idhi |
x5/4o3/2o5/4o5/3*b - gahi+gohi (contains f-gacid as verf) o5/4x3/2o5/4o5/3*b - (contains gacid) o5/4o3/2x5/4o5/3*b - (contains cid) o5/4o3/2o5/4x5/3*b - sishi+idhi |
other Wythoffians |
x5/4x3/2o5o5/2*b - [Grünbaumian] x5/4o3/2x5o5/2*b - (contains cid) x5/4o3/2o5x5/2*b - (contains cadditradid) o5/4x3/2x5o5/2*b - [Grünbaumian] o5/4x3/2o5x5/2*b - [Grünbaumian] o5/4o3/2x5x5/2*b - sisdipthi x5/4x3/2x5o5/2*b - [Grünbaumian] x5/4x3/2o5x5/2*b - [Grünbaumian] x5/4o3/2x5x5/2*b - (contains cadditradid) o5/4x3/2x5x5/2*b - [Grünbaumian] x5/4x3/2x5x5/2*b - [Grünbaumian] |
x5x3/2o5/4o5/3*b - (contains gacid) x5o3/2x5/4o5/3*b - (contains cid) x5o3/2o5/4x5/3*b - (contains cadditradid) o5x3/2x5/4o5/3*b - [Grünbaumian] o5x3/2o5/4x5/3*b - swav ditathi o5o3/2x5/4x5/3*b - [Grünbaumian] x5x3/2x5/4o5/3*b - [Grünbaumian] x5x3/2o5/4x5/3*b - gid thipady x5o3/2x5/4x5/3*b - [Grünbaumian] o5x3/2x5/4x5/3*b - [Grünbaumian] x5x3/2x5/4x5/3*b - [Grünbaumian] |
x5/4x3o5/4o5/2*b - [Grünbaumian] x5/4o3x5/4o5/2*b - (contains cid) x5/4o3o5/4x5/2*b - (contains cadditradid) o5/4x3x5/4o5/2*b - srawv hidy o5/4x3o5/4x5/2*b - [Grünbaumian] o5/4o3x5/4x5/2*b - [Grünbaumian] x5/4x3x5/4o5/2*b - [Grünbaumian] x5/4x3o5/4x5/2*b - [Grünbaumian] x5/4o3x5/4x5/2*b - [Grünbaumian] o5/4x3x5/4x5/2*b - [Grünbaumian] x5/4x3x5/4x5/2*b - [Grünbaumian] |
x5/4x3/2o5/4o5/3*b - [Grünbaumian] x5/4o3/2x5/4o5/3*b - (contains cid) x5/4o3/2o5/4x5/3*b - seedatepthi o5/4x3/2x5/4o5/3*b - [Grünbaumian] o5/4x3/2o5/4x5/3*b - swav ditathi o5/4o3/2x5/4x5/3*b - [Grünbaumian] x5/4x3/2x5/4o5/3*b - [Grünbaumian] x5/4x3/2o5/4x5/3*b - [Grünbaumian] x5/4o3/2x5/4x5/3*b - [Grünbaumian] o5/4x3/2x5/4x5/3*b - [Grünbaumian] x5/4x3/2x5/4x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/2o3o5/3o5*b (µ=86) | o5/2o3/2o5/2o5*b (µ=274) | o5/3o3o5/3o5*b (µ=394) | o5/3o3/2o5/2o5*b (µ=686) | |
quasiregulars |
x5/2o3o5/3o5*b - gishi+gashi (contains v-cid as verf) o5/2x3o5/3o5*b - (contains cid) o5/2o3x5/3o5*b - (contains gacid) o5/2o3o5/3x5*b - gaghi+idhi |
x5/2o3/2o5/2o5*b - gishi+gashi (contains v-cid as verf) o5/2x3/2o5/2o5*b - (contains cid) o5/2o3/2x5/2o5*b - (contains gacid) o5/2o3/2o5/2x5*b - gaghi+idhi |
x5/3o3o5/3o5*b - gishi+gashi (contains v-cid as verf) o5/3x3o5/3o5*b - (contains cid) o5/3o3x5/3o5*b - (contains gacid) o5/3o3o5/3x5*b - gaghi+idhi |
x5/3o3/2o5/2o5*b - gishi+gashi (contains v-cid as verf) o5/3x3/2o5/2o5*b - (contains cid) o5/3o3/2x5/2o5*b - (contains gacid) o5/3o3/2o5/2x5*b - gaghi+idhi |
other Wythoffians |
x5/2x3o5/3o5*b - [Grünbaumian] x5/2o3x5/3o5*b - (contains gacid) x5/2o3o5/3x5*b - geedatepthi o5/2x3x5/3o5*b - grawv hidy o5/2x3o5/3x5*b - grawv ditathi o5/2o3x5/3x5*b - gisdipthi x5/2x3x5/3o5*b - [Grünbaumian] x5/2x3o5/3x5*b - [Grünbaumian] x5/2o3x5/3x5*b - (contains sicdatrid) o5/2x3x5/3x5*b - dahitady x5/2x3x5/3x5*b - [Grünbaumian] |
x5/2x3/2o5/2o5*b - [Grünbaumian] x5/2o3/2x5/2o5*b - (contains gacid) x5/2o3/2o5/2x5*b - geedatepthi o5/2x3/2x5/2o5*b - [Grünbaumian] o5/2x3/2o5/2x5*b - grawv ditathi o5/2o3/2x5/2x5*b - [Grünbaumian] x5/2x3/2x5/2o5*b - [Grünbaumian] x5/2x3/2o5/2x5*b - [Grünbaumian] x5/2o3/2x5/2x5*b - [Grünbaumian] o5/2x3/2x5/2x5*b - [Grünbaumian] x5/2x3/2x5/2x5*b - [Grünbaumian] |
x5/3x3o5/3o5*b - (contains cid) x5/3o3x5/3o5*b - (contains gacid) x5/3o3o5/3x5*b - (contains cadditradid) o5/3x3x5/3o5*b - grawv hidy o5/3x3o5/3x5*b - grawv ditathi o5/3o3x5/3x5*b - gisdipthi x5/3x3x5/3o5*b - giphidy x5/3x3o5/3x5*b - sid thipady x5/3o3x5/3x5*b - (contains cadditradid) o5/3x3x5/3x5*b - dahitady x5/3x3x5/3x5*b - gidhiquit paddy |
x5/3x3/2o5/2o5*b - (contains cid) x5/3o3/2x5/2o5*b - (contains gacid) x5/3o3/2o5/2x5*b - (contains cadditradid) o5/3x3/2x5/2o5*b - [Grünbaumian] o5/3x3/2o5/2x5*b - grawv ditathi o5/3o3/2x5/2x5*b - [Grünbaumian] x5/3x3/2x5/2o5*b - [Grünbaumian] x5/3x3/2o5/2x5*b - sid thipady x5/3o3/2x5/2x5*b - [Grünbaumian] o5/3x3/2x5/2x5*b - [Grünbaumian] x5/3x3/2x5/2x5*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/2o3o5/2o5/4*b (µ=754) | o5/3o3o5/2o5/4*b (µ=1166) | o5/2o3/2o5/3o5/4*b (µ=1766) | o5/3o3/2o5/3o5/4*b (µ=2074) | |
quasiregulars |
x5/2o3o5/2o5/4*b - gishi+gashi (contains v-cid as verf) o5/2x3o5/2o5/4*b - (contains cid) o5/2o3x5/2o5/4*b - (contains gacid) o5/2o3o5/2x5/4*b - gaghi+idhi |
x5/3o3o5/2o5/4*b - gishi+gashi (contains v-cid as verf) o5/3x3o5/2o5/4*b - (contains cid) o5/3o3x5/2o5/4*b - (contains gacid) o5/3o3o5/2x5/4*b - gaghi+idhi |
x5/2o3/2o5/3o5/4*b - gishi+gashi (contains v-cid as verf) o5/2x3/2o5/3o5/4*b - (contains cid) o5/2o3/2x5/3o5/4*b - (contains gacid) o5/2o3/2o5/3x5/4*b - gaghi+idhi |
x5/3o3/2o5/3o5/4*b - gishi+gashi (contains v-cid as verf) o5/3x3/2o5/3o5/4*b - (contains cid) o5/3o3/2x5/3o5/4*b - (contains gacid) o5/3o3/2o5/3x5/4*b - gaghi+idhi |
other Wythoffians |
x5/2x3o5/2o5/4*b - [Grünbaumian] x5/2o3x5/2o5/4*b - (contains gacid) x5/2o3o5/2x5/4*b - (contains cadditradid) o5/2x3x5/2o5/4*b - grawv hidy o5/2x3o5/2x5/4*b - [Grünbaumian] o5/2o3x5/2x5/4*b - [Grünbaumian] x5/2x3x5/2o5/4*b - [Grünbaumian] x5/2x3o5/2x5/4*b - [Grünbaumian] x5/2o3x5/2x5/4*b - [Grünbaumian] o5/2x3x5/2x5/4*b - [Grünbaumian] x5/2x3x5/2x5/4*b - [Grünbaumian] |
x5/3x3o5/2o5/4*b - (contains cid) x5/3o3x5/2o5/4*b - (contains gacid) x5/3o3o5/2x5/4*b - geedatepthi o5/3x3x5/2o5/4*b - grawv hidy o5/3x3o5/2x5/4*b - [Grünbaumian] o5/3o3x5/2x5/4*b - [Grünbaumian] x5/3x3x5/2o5/4*b - giphidy x5/3x3o5/2x5/4*b - [Grünbaumian] x5/3o3x5/2x5/4*b - [Grünbaumian] o5/3x3x5/2x5/4*b - [Grünbaumian] x5/3x3x5/2x5/4*b - [Grünbaumian] |
x5/2x3/2o5/3o5/4*b - [Grünbaumian] x5/2o3/2x5/3o5/4*b - (contains gacid) x5/2o3/2o5/3x5/4*b - (contains cadditradid) o5/2x3/2x5/3o5/4*b - [Grünbaumian] o5/2x3/2o5/3x5/4*b - [Grünbaumian] o5/2o3/2x5/3x5/4*b - gisdipthi x5/2x3/2x5/3o5/4*b - [Grünbaumian] x5/2x3/2o5/3x5/4*b - [Grünbaumian] x5/2o3/2x5/3x5/4*b - (contains cadditradid) o5/2x3/2x5/3x5/4*b - [Grünbaumian] x5/2x3/2x5/3x5/4*b - [Grünbaumian] |
x5/3x3/2o5/3o5/4*b - (contains cid) x5/3o3/2x5/3o5/4*b - (contains gacid) x5/3o3/2o5/3x5/4*b - geedatepthi o5/3x3/2x5/3o5/4*b - [Grünbaumian] o5/3x3/2o5/3x5/4*b - [Grünbaumian] o5/3o3/2x5/3x5/4*b - gisdipthi x5/3x3/2x5/3o5/4*b - [Grünbaumian] x5/3x3/2o5/3x5/4*b - [Grünbaumian] x5/3o3/2x5/3x5/4*b - (contains sicdatrid) o5/3x3/2x5/3x5/4*b - [Grünbaumian] x5/3x3/2x5/3x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5o3o5/3o5/2*b (µ=26) | o5o3o5/2o5/3*b (µ=94) | o5o3/2o5/2o5/2*b (µ=334) | o5o3/2o5/3o5/3*b (µ=986) | |
quasiregulars |
x5o3o5/3o5/2*b - gahi+gohi (contains f-gacid as verf) o5x3o5/3o5/2*b - (contains gacid) o5o3x5/3o5/2*b - (contains gacid) o5o3o5/3x5/2*b - (contains "2gissid") |
x5o3o5/2o5/3*b - gahi+gohi (contains f-gacid as verf) o5x3o5/2o5/3*b - (contains gacid) o5o3x5/2o5/3*b - (contains gacid) o5o3o5/2x5/3*b - (contains "2gissid") |
x5o3/2o5/2o5/2*b - gahi+gohi (contains f-gacid as verf) o5x3/2o5/2o5/2*b - (contains gacid) o5o3/2x5/2o5/2*b - (contains gacid) o5o3/2o5/2x5/2*b - (contains "2gissid") |
x5o3/2o5/3o5/3*b - gahi+gohi (contains f-gacid as verf) o5x3/2o5/3o5/3*b - (contains gacid) o5o3/2x5/3o5/3*b - (contains gacid) o5o3/2o5/3x5/3*b - (contains "2gissid") |
other Wythoffians |
x5x3o5/3o5/2*b - (contains gacid) x5o3x5/3o5/2*b - (contains gacid) x5o3o5/3x5/2*b - (contains "2gissid") o5x3x5/3o5/2*b - (contains "2sidhei") o5x3o5/3x5/2*b - [Grünbaumian] o5o3x5/3x5/2*b - gidipthi x5x3x5/3o5/2*b - (contains "2sidhei") x5x3o5/3x5/2*b - [Grünbaumian] x5o3x5/3x5/2*b - sik vipathi o5x3x5/3x5/2*b - [Grünbaumian] x5x3x5/3x5/2*b - [Grünbaumian] |
x5x3o5/2o5/3*b - (contains gacid) x5o3x5/2o5/3*b - (contains gacid) x5o3o5/2x5/3*b - (contains "2gissid") o5x3x5/2o5/3*b - (contains "2sidhei") o5x3o5/2x5/3*b - wavathi o5o3x5/2x5/3*b - [Grünbaumian] x5x3x5/2o5/3*b - (contains "2sidhei") x5x3o5/2x5/3*b - mipthi x5o3x5/2x5/3*b - [Grünbaumian] o5x3x5/2x5/3*b - [Grünbaumian] x5x3x5/2x5/3*b - [Grünbaumian] |
x5x3/2o5/2o5/2*b - (contains gacid) x5o3/2x5/2o5/2*b - (contains gacid) x5o3/2o5/2x5/2*b - (contains "2gissid") o5x3/2x5/2o5/2*b - [Grünbaumian] o5x3/2o5/2x5/2*b - [Grünbaumian] o5o3/2x5/2x5/2*b - [Grünbaumian] x5x3/2x5/2o5/2*b - [Grünbaumian] x5x3/2o5/2x5/2*b - [Grünbaumian] x5o3/2x5/2x5/2*b - [Grünbaumian] o5x3/2x5/2x5/2*b - [Grünbaumian] x5x3/2x5/2x5/2*b - [Grünbaumian] |
x5x3/2o5/3o5/3*b - (contains gacid) x5o3/2x5/3o5/3*b - (contains gacid) x5o3/2o5/3x5/3*b - (contains "2gissid") o5x3/2x5/3o5/3*b - [Grünbaumian] o5x3/2o5/3x5/3*b - wavathi o5o3/2x5/3x5/3*b - gidipthi x5x3/2x5/3o5/3*b - [Grünbaumian] x5x3/2o5/3x5/3*b - mipthi x5o3/2x5/3x5/3*b - (contains cadditradid) o5x3/2x5/3x5/3*b - [Grünbaumian] x5x3/2x5/3x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/4o3o5/2o5/3*b (µ=1106) | o5/4o3o5/3o5/2*b (µ=1174) | o5/4o3/2o5/2o5/2*b (µ=1346) | o5/4o3/2o5/3o5/3*b (µ=2134) | |
quasiregulars |
x5/4o3o5/2o5/3*b - gahi+gohi (contains f-gacid as verf) o5/4x3o5/2o5/3*b - (contains gacid) o5/4o3x5/2o5/3*b - (contains gacid) o5/4o3o5/2x5/3*b - (contains "2gissid") |
x5/4o3o5/3o5/2*b - gahi+gohi (contains f-gacid as verf) o5/4x3o5/3o5/2*b - (contains gacid) o5/4o3x5/3o5/2*b - (contains gacid) o5/4o3o5/3x5/2*b - (contains "2gissid") |
x5/4o3/2o5/2o5/2*b - gahi+gohi (contains f-gacid as verf) o5/4x3/2o5/2o5/2*b - (contains gacid) o5/4o3/2x5/2o5/2*b - (contains gacid) o5/4o3/2o5/2x5/2*b - (contains "2gissid") |
x5/4o3/2o5/3o5/3*b - gahi+gohi (contains f-gacid as verf) o5/4x3/2o5/3o5/3*b - (contains gacid) o5/4o3/2x5/3o5/3*b - (contains gacid) o5/4o3/2o5/3x5/3*b - (contains "2gissid") |
other Wythoffians |
x5/4x3o5/2o5/3*b - [Grünbaumian] x5/4o3x5/2o5/3*b - (contains gacid) x5/4o3o5/2x5/3*b - (contains "2gissid") o5/4x3x5/2o5/3*b - (contains "2sidhei") o5/4x3o5/2x5/3*b - wavathi o5/4o3x5/2x5/3*b - [Grünbaumian] x5/4x3x5/2o5/3*b - [Grünbaumian] x5/4x3o5/2x5/3*b - [Grünbaumian] x5/4o3x5/2x5/3*b - [Grünbaumian] o5/4x3x5/2x5/3*b - [Grünbaumian] x5/4x3x5/2x5/3*b - [Grünbaumian] |
x5/4x3o5/3o5/2*b - [Grünbaumian] x5/4o3x5/3o5/2*b - (contains gacid) x5/4o3o5/3x5/2*b - (contains "2gissid") o5/4x3x5/3o5/2*b - (contains "2sidhei") o5/4x3o5/3x5/2*b - [Grünbaumian] o5/4o3x5/3x5/2*b - gidipthi x5/4x3x5/3o5/2*b - [Grünbaumian] x5/4x3o5/3x5/2*b - [Grünbaumian] x5/4o3x5/3x5/2*b - (contains gicdatrid) o5/4x3x5/3x5/2*b - [Grünbaumian] x5/4x3x5/3x5/2*b - [Grünbaumian] |
x5/4x3/2o5/2o5/2*b - [Grünbaumian] x5/4o3/2x5/2o5/2*b - (contains gacid) x5/4o3/2o5/2x5/2*b - (contains "2gissid") o5/4x3/2x5/2o5/2*b - [Grünbaumian] o5/4x3/2o5/2x5/2*b - [Grünbaumian] o5/4o3/2x5/2x5/2*b - [Grünbaumian] x5/4x3/2x5/2o5/2*b - [Grünbaumian] x5/4x3/2o5/2x5/2*b - [Grünbaumian] x5/4o3/2x5/2x5/2*b - [Grünbaumian] o5/4x3/2x5/2x5/2*b - [Grünbaumian] x5/4x3/2x5/2x5/2*b - [Grünbaumian] |
x5/4x3/2o5/3o5/3*b - [Grünbaumian] x5/4o3/2x5/3o5/3*b - (contains gacid) x5/4o3/2o5/3x5/3*b - (contains "2gissid") o5/4x3/2x5/3o5/3*b - [Grünbaumian] o5/4x3/2o5/3x5/3*b - wavathi o5/4o3/2x5/3x5/3*b - gidipthi x5/4x3/2x5/3o5/3*b - [Grünbaumian] x5/4x3/2o5/3x5/3*b - [Grünbaumian] x5/4o3/2x5/3x5/3*b - sik vipathi o5/4x3/2x5/3x5/3*b - [Grünbaumian] x5/4x3/2x5/3x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/2o3/2o5o5*b (µ=46) | o5/3o3/2o5o5*b (µ=194) | o5/2o3o5/4o5*b (µ=314) | o5/2o3o5o5/4*b (µ=526) | |
quasiregulars |
x5/2o3/2o5o5*b - gishi+gashi (contains v-cid as verf) o5/2x3/2o5o5*b - (contains cid) o5/2o3/2x5o5*b - (contains cid) o5/2o3/2o5x5*b - (contains "2doe") |
x5/3o3/2o5o5*b - gishi+gashi (contains v-cid as verf) o5/3x3/2o5o5*b - (contains cid) o5/3o3/2x5o5*b - (contains cid) o5/3o3/2o5x5*b - (contains "2doe") |
x5/2o3o5/4o5*b - gishi+gashi (contains v-cid as verf) o5/2x3o5/4o5*b - (contains cid) o5/2o3x5/4o5*b - (contains cid) o5/2o3o5/4x5*b - (contains "2doe") |
x5/2o3o5o5/4*b - gishi+gashi (contains v-cid as verf) o5/2x3o5o5/4*b - (contains cid) o5/2o3x5o5/4*b - (contains cid) o5/2o3o5x5/4*b - (contains "2doe") |
other Wythoffians |
x5/2x3/2o5o5*b - [Grünbaumian] x5/2o3/2x5o5*b - (contains cid) x5/2o3/2o5x5*b - (contains "2doe") o5/2x3/2x5o5*b - [Grünbaumian] o5/2x3/2o5x5*b - rawvathi o5/2o3/2x5x5*b - sidipthi x5/2x3/2x5o5*b - [Grünbaumian] x5/2x3/2o5x5*b - [Grünbaumian] x5/2o3/2x5x5*b - gik vipathi o5/2x3/2x5x5*b - [Grünbaumian] x5/2x3/2x5x5*b - [Grünbaumian] |
x5/3x3/2o5o5*b - (contains cid) x5/3o3/2x5o5*b - (contains cid) x5/3o3/2o5x5*b - (contains "2doe") o5/3x3/2x5o5*b - [Grünbaumian] o5/3x3/2o5x5*b - rawvathi o5/3o3/2x5x5*b - sidipthi x5/3x3/2x5o5*b - [Grünbaumian] x5/3x3/2o5x5*b - gapthi x5/3o3/2x5x5*b - (contains sicdatrid) o5/3x3/2x5x5*b - [Grünbaumian] x5/3x3/2x5x5*b - [Grünbaumian] |
x5/2x3o5/4o5*b - [Grünbaumian] x5/2o3x5/4o5*b - (contains cid) x5/2o3o5/4x5*b - (contains "2doe") o5/2x3x5/4o5*b - (contains "2gidhei") o5/2x3o5/4x5*b - rawvathi o5/2o3x5/4x5*b - [Grünbaumian] x5/2x3x5/4o5*b - [Grünbaumian] x5/2x3o5/4x5*b - [Grünbaumian] x5/2o3x5/4x5*b - [Grünbaumian] o5/2x3x5/4x5*b - [Grünbaumian] x5/2x3x5/4x5*b - [Grünbaumian] |
x5/2x3o5o5/4*b - [Grünbaumian] x5/2o3x5o5/4*b - (contains cid) x5/2o3o5x5/4*b - (contains "2doe") o5/2x3x5o5/4*b - (contains "2gidhei") o5/2x3o5x5/4*b - [Grünbaumian] o5/2o3x5x5/4*b - sidipthi x5/2x3x5o5/4*b - [Grünbaumian] x5/2x3o5x5/4*b - [Grünbaumian] x5/2o3x5x5/4*b - (contains cadditradid) o5/2x3x5x5/4*b - [Grünbaumian] x5/2x3x5x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/3o3o5o5/4*b (µ=674) | o5/3o3o5/4o5*b (µ=886) | o5/2o3/2o5/4o5/4*b (µ=1994) | o5/3o3/2o5/4o5/4*b (µ=2566) | |
quasiregulars |
x5/3o3o5o5/4*b - gishi+gashi (contains v-cid as verf) o5/3x3o5o5/4*b - (contains cid) o5/3o3x5o5/4*b - (contains cid) o5/3o3o5x5/4*b - (contains "2doe") |
x5/3o3o5/4o5*b - gishi+gashi (contains v-cid as verf) o5/3x3o5/4o5*b - (contains cid) o5/3o3x5/4o5*b - (contains cid) o5/3o3o5/4x5*b - (contains "2doe") |
x5/2o3/2o5/4o5/4*b - gishi+gashi (contains v-cid as verf) o5/2x3/2o5/4o5/4*b - (contains cid) o5/2o3/2x5/4o5/4*b - (contains cid) o5/2o3/2o5/4x5/4*b - (contains "2doe") |
x5/3o3/2o5/4o5/4*b - gishi+gashi (contains v-cid as verf) o5/3x3/2o5/4o5/4*b - (contains cid) o5/3o3/2x5/4o5/4*b - (contains cid) o5/3o3/2o5/4x5/4*b - (contains "2doe") |
other Wythoffians |
x5/3x3o5o5/4*b - (contains cid) x5/3o3x5o5/4*b - (contains cid) x5/3o3o5x5/4*b - (contains "2doe") o5/3x3x5o5/4*b - (contains "2gidhei") o5/3x3o5x5/4*b - [Grünbaumian] o5/3o3x5x5/4*b - sidipthi x5/3x3x5o5/4*b - (contains "2gidhei") x5/3x3o5x5/4*b - [Grünbaumian] x5/3o3x5x5/4*b - gik vipathi o5/3x3x5x5/4*b - [Grünbaumian] x5/3x3x5x5/4*b - [Grünbaumian] |
x5/3x3o5/4o5*b - (contains cid) x5/3o3x5/4o5*b - (contains cid) x5/3o3o5/4x5*b - (contains "2doe") o5/3x3x5/4o5*b - (contains "2gidhei") o5/3x3o5/4x5*b - rawvathi o5/3o3x5/4x5*b - [Grünbaumian] x5/3x3x5/4o5*b - (contains "2gidhei") x5/3x3o5/4x5*b - gapthi x5/3o3x5/4x5*b - [Grünbaumian] o5/3x3x5/4x5*b - [Grünbaumian] x5/3x3x5/4x5*b - [Grünbaumian] |
x5/2x3/2o5/4o5/4*b - [Grünbaumian] x5/2o3/2x5/4o5/4*b - (contains cid) x5/2o3/2o5/4x5/4*b - (contains "2doe") o5/2x3/2x5/4o5/4*b - [Grünbaumian] o5/2x3/2o5/4x5/4*b - [Grünbaumian] o5/2o3/2x5/4x5/4*b - [Grünbaumian] x5/2x3/2x5/4o5/4*b - [Grünbaumian] x5/2x3/2o5/4x5/4*b - [Grünbaumian] x5/2o3/2x5/4x5/4*b - [Grünbaumian] o5/2x3/2x5/4x5/4*b - [Grünbaumian] x5/2x3/2x5/4x5/4*b - [Grünbaumian] |
x5/3x3/2o5/4o5/4*b - (contains cid) x5/3o3/2x5/4o5/4*b - (contains cid) x5/3o3/2o5/4x5/4*b - (contains "2doe") o5/3x3/2x5/4o5/4*b - [Grünbaumian] o5/3x3/2o5/4x5/4*b - [Grünbaumian] o5/3o3/2x5/4x5/4*b - [Grünbaumian] x5/3x3/2x5/4o5/4*b - [Grünbaumian] x5/3x3/2o5/4x5/4*b - [Grünbaumian] x5/3o3/2x5/4x5/4*b - [Grünbaumian] o5/3x3/2x5/4x5/4*b - [Grünbaumian] x5/3x3/2x5/4x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5o5/2o3/2o5/2*b (µ=152) | o5o5/2o3o5/3*b (µ=208) | o5o5/3o3/2o5/3*b (µ=872) | |
quasiregulars |
x5o5/2o3/2o5/2*b - 2gaghi (contains f-"2gissid" as verf) o5x5/2o3/2o5/2*b - (contains "2gissid") o5o5/2x3/2o5/2*b - (contains gacid) |
x5o5/2o3o5/3*b - 2gaghi (contains f-"2gissid" as verf) o5x5/2o3o5/3*b - (contains "2gissid") o5o5/2x3o5/3*b - (contains gacid) o5o5/2o3x5/3*b - (contains gacid) |
x5o5/3o3/2o5/3*b - 2gaghi (contains f-"2gissid" as verf) o5x5/3o3/2o5/3*b - (contains "2gissid") o5o5/3x3/2o5/3*b - (contains gacid) |
other Wythoffians |
x5x5/2o3/2o5/2*b - (contains "2gissid") x5o5/2x3/2o5/2*b - (contains gacid) o5x5/2x3/2o5/2*b - [Grünbaumian] o5o5/2x3/2x5/2*b - [Grünbaumian] x5x5/2x3/2o5/2*b - [Grünbaumian] x5o5/2x3/2x5/2*b - [Grünbaumian] o5x5/2x3/2x5/2*b - [Grünbaumian] x5x5/2x3/2x5/2*b - [Grünbaumian] |
x5x5/2o3o5/3*b - (contains "2gissid") x5o5/2x3o5/3*b - (contains gacid) x5o5/2o3x5/3*b - (contains gacid) o5x5/2x3o5/3*b - [Grünbaumian] o5x5/2o3x5/3*b - gwavathi o5o5/2x3x5/3*b - (contains "2sidhei") x5x5/2x3o5/3*b - [Grünbaumian] x5x5/2o3x5/3*b - sipthi x5o5/2x3x5/3*b - (contains cadditradid) o5x5/2x3x5/3*b - [Grünbaumian] x5x5/2x3x5/3*b - [Grünbaumian] |
x5x5/3o3/2o5/3*b - (contains "2gissid") x5o5/3x3/2o5/3*b - (contains gacid) o5x5/3x3/2o5/3*b - gwavathi o5o5/3x3/2x5/3*b - [Grünbaumian] x5x5/3x3/2o5/3*b - sipthi x5o5/3x3/2x5/3*b - [Grünbaumian] o5x5/3x3/2x5/3*b - [Grünbaumian] x5x5/3x3/2x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/4o5/2o3o5/3*b (µ=992) | o5/4o5/2o3/2o5/2*b (µ=1528) | o5/4o5/3o3/2o5/3*b (µ=2248) | |
quasiregulars |
x5/4o5/2o3o5/3*b - 2gaghi (contains f-"2gissid" as verf) o5/4x5/2o3o5/3*b - (contains "2gissid") o5/4o5/2x3o5/3*b - (contains gacid) o5/4o5/2o3x5/3*b - (contains gacid) |
x5/4o5/2o3/2o5/2*b - 2gaghi (contains f-"2gissid" as verf) o5/4x5/2o3/2o5/2*b - (contains "2gissid") o5/4o5/2x3/2o5/2*b - (contains gacid) |
x5/4o5/3o3/2o5/3*b - 2gaghi (contains f-"2gissid" as verf) o5/4x5/3o3/2o5/3*b - (contains "2gissid") o5/4o5/3x3/2o5/3*b - (contains gacid) |
other Wythoffians |
x5/4x5/2o3o5/3*b - [Grünbaumian] x5/4o5/2x3o5/3*b - (contains gacid) x5/4o5/2o3x5/3*b - (contains gacid) o5/4x5/2x3o5/3*b - [Grünbaumian] o5/4x5/2o3x5/3*b - gwavathi o5/4o5/2x3x5/3*b - (contains "2sidhei") x5/4x5/2x3o5/3*b - [Grünbaumian] x5/4x5/2o3x5/3*b - [Grünbaumian] x5/4o5/2x3x5/3*b - o5/4x5/2x3x5/3*b - [Grünbaumian] x5/4x5/2x3x5/3*b - [Grünbaumian] |
x5/4x5/2o3/2o5/2*b - [Grünbaumian] x5/4o5/2x3/2o5/2*b - (contains gacid) o5/4x5/2x3/2o5/2*b - [Grünbaumian] o5/4o5/2x3/2x5/2*b - [Grünbaumian] x5/4x5/2x3/2o5/2*b - [Grünbaumian] x5/4o5/2x3/2x5/2*b - [Grünbaumian] o5/4x5/2x3/2x5/2*b - [Grünbaumian] x5/4x5/2x3/2x5/2*b - [Grünbaumian] |
x5/4x5/3o3/2o5/3*b - [Grünbaumian] x5/4o5/3x3/2o5/3*b - (contains gacid) o5/4x5/3x3/2o5/3*b - gwavathi o5/4o5/3x3/2x5/3*b - [Grünbaumian] x5/4x5/3x3/2o5/3*b - [Grünbaumian] x5/4o5/3x3/2x5/3*b - [Grünbaumian] o5/4x5/3x3/2x5/3*b - [Grünbaumian] x5/4x5/3x3/2x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/2o5o3/2o5*b (µ=8) | o5/3o5o3/2o5*b (µ=232) | o5/2o5o3o5/4*b (µ=352) | |
quasiregulars |
x5/2o5o3/2o5*b - 2sishi (contains v-"2doe" as verf) o5/2x5o3/2o5*b - (contains "2doe") o5/2o5x3/2o5*b - (contains cid) |
x5/3o5o3/2o5*b - 2sishi (contains v-"2doe" as verf) o5/3x5o3/2o5*b - (contains "2doe") o5/3o5x3/2o5*b - (contains cid) |
x5/2o5o3o5/4*b - 2sishi (contains v-"2doe" as verf) o5/2x5o3o5/4*b - (contains "2doe") o5/2o5x3o5/4*b - (contains cid) o5/2o5o3x5/4*b - (contains cid) |
other Wythoffians |
x5/2x5o3/2o5*b - [Grünbaumian] x5/2o5x3/2o5*b - (contains cid) o5/2x5x3/2o5*b - srawvathi o5/2o5x3/2x5*b - [Grünbaumian] x5/2x5x3/2o5*b - [Grünbaumian] x5/2o5x3/2x5*b - [Grünbaumian] o5/2x5x3/2x5*b - [Grünbaumian] x5/2x5x3/2x5*b - [Grünbaumian] |
x5/3x5o3/2o5*b - (contains "2doe") x5/3o5x3/2o5*b - (contains cid) o5/3x5x3/2o5*b - srawvathi o5/3o5x3/2x5*b - [Grünbaumian] x5/3x5x3/2o5*b - gipthi x5/3o5x3/2x5*b - [Grünbaumian] o5/3x5x3/2x5*b - [Grünbaumian] x5/3x5x3/2x5*b - [Grünbaumian] |
x5/2x5o3o5/4*b - [Grünbaumian] x5/2o5x3o5/4*b - (contains cid) x5/2o5o3x5/4*b - (contains cid) o5/2x5x3o5/4*b - srawvathi o5/2x5o3x5/4*b - [Grünbaumian] o5/2o5x3x5/4*b - (contains "2gidhei") x5/2x5x3o5/4*b - [Grünbaumian] x5/2x5o3x5/4*b - [Grünbaumian] x5/2o5x3x5/4*b - (contains cadditradid) o5/2x5x3x5/4*b - [Grünbaumian] x5/2x5x3x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5/3o5o3o5/4*b (µ=848) | o5/2o5/4o3/2o5/4*b (µ=2168) | o5/3o5/4o3/2o5/4*b (µ=2392) | |
quasiregulars |
x5/3o5o3o5/4*b - 2sishi (contains v-"2doe" as verf) o5/3x5o3o5/4*b - (contains "2doe") o5/3o5x3o5/4*b - (contains cid) o5/3o5o3x5/4*b - (contains cid) |
x5/2o5/4o3/2o5/4*b - 2sishi (contains v-"2doe" as verf) o5/2x5/4o3/2o5/4*b - (contains "2doe") o5/2o5/4x3/2o5/4*b - (contains cid) |
x5/3o5/4o3/2o5/4*b - 2sishi (contains v-"2doe" as verf) o5/3x5/4o3/2o5/4*b - (contains "2doe") o5/3o5/4x3/2o5/4*b - (contains cid) |
other Wythoffians |
x5/3x5o3o5/4*b - (contains "2doe") x5/3o5x3o5/4*b - (contains cid) x5/3o5o3x5/4*b - (contains cid) o5/3x5x3o5/4*b - srawvathi o5/3x5o3x5/4*b - [Grünbaumian] o5/3o5x3x5/4*b - (contains "2gidhei") x5/3x5x3o5/4*b - gipthi x5/3x5o3x5/4*b - [Grünbaumian] x5/3o5x3x5/4*b - (contains cadditradid) o5/3x5x3x5/4*b - [Grünbaumian] x5/3x5x3x5/4*b - [Grünbaumian] |
x5/2x5/4o3/2o5/4*b - [Grünbaumian] x5/2o5/4x3/2o5/4*b - (contains cid) o5/2x5/4x3/2o5/4*b - [Grünbaumian] o5/2o5/4x3/2x5/4*b - [Grünbaumian] x5/2x5/4x3/2o5/4*b - [Grünbaumian] x5/2o5/4x3/2x5/4*b - [Grünbaumian] o5/2x5/4x3/2x5/4*b - [Grünbaumian] x5/2x5/4x3/2x5/4*b - [Grünbaumian] |
x5/3x5/4o3/2o5/4*b - (contains "2doe") x5/3o5/4x3/2o5/4*b - (contains cid) o5/3x5/4x3/2o5/4*b - [Grünbaumian] o5/3o5/4x3/2x5/4*b - [Grünbaumian] x5/3x5/4x3/2o5/4*b - [Grünbaumian] x5/3o5/4x3/2x5/4*b - [Grünbaumian] o5/3x5/4x3/2x5/4*b - [Grünbaumian] x5/3x5/4x3/2x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5o5/2o5/2o5/2*b (µ=12) | o5o5/2o5/3o5/3*b (µ=348) | o5/4o5/2o5/2o5/2*b (µ=708) | |
quasiregulars |
x5o5/2o5/2o5/2*b - 2gohi (contains f-"2sissid" as verf) o5x5/2o5/2o5/2*b - (contains "2sissid") o5o5/2x5/2o5/2*b - (contains "2sissid") |
x5o5/2o5/3o5/3*b - 2gohi (contains f-"2sissid" as verf) o5x5/2o5/3o5/3*b - (contains "2sissid") o5o5/2x5/3o5/3*b - (contains "2sissid") o5o5/2o5/3x5/3*b - (contains "2sissid") |
x5/4o5/2o5/2o5/2*b - 2gohi (contains f-"2sissid" as verf) o5/4x5/2o5/2o5/2*b - (contains "2sissid") o5/4o5/2x5/2o5/2*b - (contains "2sissid") |
other Wythoffians |
x5x5/2o5/2o5/2*b - (contains "2sissid") x5o5/2x5/2o5/2*b - sidpippady+120 2sissid o5x5/2x5/2o5/2*b - 3rasishi o5o5/2x5/2x5/2*b - [Grünbaumian] x5x5/2x5/2o5/2*b - [Grünbaumian] x5o5/2x5/2x5/2*b - [Grünbaumian] o5x5/2x5/2x5/2*b - [Grünbaumian] x5x5/2x5/2x5/2*b - [Grünbaumian] |
x5x5/2o5/3o5/3*b - (contains "2sissid") x5o5/2x5/3o5/3*b - (contains "2sissid") x5o5/2o5/3x5/3*b - (contains "2sissid") o5x5/2x5/3o5/3*b - [Grünbaumian] o5x5/2o5/3x5/3*b - (contains "2gidhid") o5o5/2x5/3x5/3*b - (contains "2gidhid") x5x5/2x5/3o5/3*b - [Grünbaumian] x5x5/2o5/3x5/3*b - (contains "2gidhid") x5o5/2x5/3x5/3*b - (contains cadditradid) o5x5/2x5/3x5/3*b - [Grünbaumian] x5x5/2x5/3x5/3*b - [Grünbaumian] |
x5/4x5/2o5/2o5/2*b - [Grünbaumian] x5/4o5/2x5/2o5/2*b - (contains "2sissid") o5/4x5/2x5/2o5/2*b - [Grünbaumian] o5/4o5/2x5/2x5/2*b - [Grünbaumian] x5/4x5/2x5/2o5/2*b - [Grünbaumian] x5/4o5/2x5/2x5/2*b - [Grünbaumian] o5/4x5/2x5/2x5/2*b - [Grünbaumian] x5/4x5/2x5/2x5/2*b - [Grünbaumian] |
(partial) snubs and holosnubs |
... |
... |
... |
o5o5/3o5/2o5/3*b (µ=732) | o5/4o5/3o5/2o5/3*b (µ=1428) | o5/4o5/2o5/3o5/3*b (µ=1812) | |
quasiregulars |
x5o5/3o5/2o5/3*b - 2gohi (contains f-"2sissid" as verf) o5x5/3o5/2o5/3*b - (contains "2sissid") o5o5/3x5/2o5/3*b - (contains "2sissid") |
x5/4o5/3o5/2o5/3*b - 2gohi (contains f-"2sissid" as verf) o5/4x5/3o5/2o5/3*b - (contains "2sissid") o5/4o5/3x5/2o5/3*b - (contains "2sissid") |
x5/4o5/2o5/3o5/3*b - 2gohi (contains f-"2sissid" as verf) o5/4x5/2o5/3o5/3*b - (contains "2sissid") o5/4o5/2x5/3o5/3*b - (contains "2sissid") o5/4o5/2o5/3x5/3*b - (contains "2sissid") |
other Wythoffians |
x5x5/3o5/2o5/3*b - (contains "2sissid") x5o5/3x5/2o5/3*b - (contains "2sissid") o5x5/3x5/2o5/3*b - (contains "2gidhid") o5o5/3x5/2x5/3*b - [Grünbaumian] x5x5/3x5/2o5/3*b - (contains "2gidhid") x5o5/3x5/2x5/3*b - [Grünbaumian] o5x5/3x5/2x5/3*b - [Grünbaumian] x5x5/3x5/2x5/3*b - [Grünbaumian] |
x5/4x5/3o5/2o5/3*b - [Grünbaumian] x5/4o5/3x5/2o5/3*b - (contains "2sissid") o5/4x5/3x5/2o5/3*b - (contains "2gidhid") o5/4o5/3x5/2x5/3*b - [Grünbaumian] x5/4x5/3x5/2o5/3*b - [Grünbaumian] x5/4o5/3x5/2x5/3*b - [Grünbaumian] o5/4x5/3x5/2x5/3*b - [Grünbaumian] x5/4x5/3x5/2x5/3*b - [Grünbaumian] |
x5/4x5/2o5/3o5/3*b - [Grünbaumian] x5/4o5/2x5/3o5/3*b - (contains "2sissid") x5/4o5/2o5/3x5/3*b - (contains "2sissid") o5/4x5/2x5/3o5/3*b - [Grünbaumian] o5/4x5/2o5/3x5/3*b - (contains "2gidhid") o5/4o5/2x5/3x5/3*b - (contains "2gidhid") x5/4x5/2x5/3o5/3*b - [Grünbaumian] x5/4x5/2o5/3x5/3*b - [Grünbaumian] x5/4o5/2x5/3x5/3*b - (contains cadditradid) o5/4x5/2x5/3x5/3*b - [Grünbaumian] x5/4x5/2x5/3x5/3*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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... |
... |
o5/2o5o5/4o5*b (µ=132) | o5/2o5o5o5/4*b (µ=228) | o5/3o5o5o5/4*b (µ=492) | |
quasiregulars |
x5/2o5o5/4o5*b - 2gashi (contains v-"2gad" as verf) o5/2x5o5/4o5*b - (contains "2gad") o5/2o5x5/4o5*b - (contains "2gad") |
x5/2o5o5o5/4*b - 2gashi (contains v-"2gad" as verf) o5/2x5o5o5/4*b - (contains "2gad") o5/2o5x5o5/4*b - (contains "2gad") o5/2o5o5x5/4*b - (contains "2gad") |
x5/3o5o5o5/4*b - 2gashi (contains v-"2gad" as verf) o5/3x5o5o5/4*b - (contains "2gad") o5/3o5x5o5/4*b - (contains "2gad") o5/3o5o5x5/4*b - (contains "2gad") |
other Wythoffians |
x5/2x5o5/4o5*b - [Grünbaumian] x5/2o5x5/4o5*b - (contains "2gad") o5/2x5x5/4o5*b - (contains "2sidhid") o5/2o5x5/4x5*b - [Grünbaumian] x5/2x5x5/4o5*b - [Grünbaumian] x5/2o5x5/4x5*b - [Grünbaumian] o5/2x5x5/4x5*b - [Grünbaumian] x5/2x5x5/4x5*b - [Grünbaumian] |
x5/2x5o5o5/4*b - [Grünbaumian] x5/2o5x5o5/4*b - (contains "2gad") x5/2o5o5x5/4*b - (contains "2gad") o5/2x5x5o5/4*b - (contains "2sidhid") o5/2x5o5x5/4*b - [Grünbaumian] o5/2o5x5x5/4*b - (contains "2sidhid") x5/2x5x5o5/4*b - [Grünbaumian] x5/2x5o5x5/4*b - [Grünbaumian] x5/2o5x5x5/4*b - (contains cadditradid) o5/2x5x5x5/4*b - [Grünbaumian] x5/2x5x5x5/4*b - [Grünbaumian] |
x5/3x5o5o5/4*b - (contains "2gad") x5/3o5x5o5/4*b - (contains "2gad") x5/3o5o5x5/4*b - (contains "2gad") o5/3x5x5o5/4*b - (contains "2sidhid") o5/3x5o5x5/4*b - [Grünbaumian] o5/3o5x5x5/4*b - (contains "2sidhid") x5/3x5x5o5/4*b - (contains "2sidhid") x5/3x5o5x5/4*b - [Grünbaumian] x5/3o5x5x5/4*b - (contains cadditradid) o5/3x5x5x5/4*b - [Grünbaumian] x5/3x5x5x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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... |
... |
o5/3o5o5/4o5*b (µ=588) | o5/2o5/4o5/4o5/4*b (µ=2292) | o5/3o5/4o5/4o5/4*b (µ=2748) | |
quasiregulars |
x5/3o5o5/4o5*b - 2gashi (contains v-"2gad" as verf) o5/3x5o5/4o5*b - (contains "2gad") o5/3o5x5/4o5*b - (contains "2gad") |
x5/2o5/4o5/4o5/4*b - 2gashi (contains v-"2gad" as verf) o5/2x5/4o5/4o5/4*b - (contains "2gad") o5/2o5/4x5/4o5/4*b - (contains "2gad") |
x5/3o5/4o5/4o5/4*b - 2gashi (contains v-"2gad" as verf) o5/3x5/4o5/4o5/4*b - (contains "2gad") o5/3o5/4x5/4o5/4*b - (contains "2gad") |
other Wythoffians |
x5/3x5o5/4o5*b - (contains "2gad") x5/3o5x5/4o5*b - (contains "2gad") o5/3x5x5/4o5*b - (contains "2sidhid") o5/3o5x5/4x5*b - [Grünbaumian] x5/3x5x5/4o5*b - (contains "2sidhid") x5/3o5x5/4x5*b - [Grünbaumian] o5/3x5x5/4x5*b - [Grünbaumian] x5/3x5x5/4x5*b - [Grünbaumian] |
x5/2x5/4o5/4o5/4*b - [Grünbaumian] x5/2o5/4x5/4o5/4*b - (contains "2gad") o5/2x5/4x5/4o5/4*b - [Grünbaumian] o5/2o5/4x5/4x5/4*b - [Grünbaumian] x5/2x5/4x5/4o5/4*b - [Grünbaumian] x5/2o5/4x5/4x5/4*b - [Grünbaumian] o5/2x5/4x5/4x5/4*b - [Grünbaumian] x5/2x5/4x5/4x5/4*b - [Grünbaumian] |
x5/3x5/4o5/4o5/4*b - (contains "2gad") x5/3o5/4x5/4o5/4*b - (contains "2gad") o5/3x5/4x5/4o5/4*b - [Grünbaumian] o5/3o5/4x5/4x5/4*b - [Grünbaumian] x5/3x5/4x5/4o5/4*b - [Grünbaumian] x5/3o5/4x5/4x5/4*b - [Grünbaumian] o5/3x5/4x5/4x5/4*b - [Grünbaumian] x5/3x5/4x5/4x5/4*b - [Grünbaumian] |
(partial) snubs and holosnubs |
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... |
loop ones |
o-P-o-Q-o-R-o-S-*a = o---P---o | | S Q | | o---R---o |
o3o3o3o3/2*a (µ=4) | o3o3/2o3/2o3/2*a (µ=20) | |
quasiregulars |
x3o3o3o3/2*a - 2tho o3x3o3o3/2*a - 2tho |
x3o3/2o3/2o3/2*a - 2tho o3o3/2x3/2o3/2*a - 2tho |
other Wythoffians |
x3x3o3o3/2*a - firt x3o3x3o3/2*a - 2ratho x3o3o3x3/2*a - [Grünbaumian] o3x3x3o3/2*a - firt x3x3x3o3/2*a - 2titho) x3x3o3x3/2*a - [Grünbaumian] x3x3x3x3/2*a - [Grünbaumian] |
x3x3/2o3/2o3/2*a - firt x3o3/2x3/2o3/2*a - 2ratho x3o3/2o3/2x3/2*a - [Grünbaumian] o3o3/2x3/2x3/2*a - [Grünbaumian] x3x3/2x3/2o3/2*a - [Grünbaumian] x3o3/2x3/2x3/2*a - [Grünbaumian] x3x3/2x3/2x3/2*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o4o3/2o4*a (µ=10) | o3o4o3o4/3*a (µ=14) | o3/2o4o3/2o4/3*a (µ=110) | o3o4/3o3/2o4/3*a (µ=154) | |
quasiregulars |
x3o4o3/2o4*a - ico+gico+24co o3o4x3/2o4*a - ico+gico+24co |
x3o4o3o4/3*a - ico+gico+24co o3x4o3o4/3*a - ico+gico+24co |
x3/2o4o3/2o4/3*a - ico+gico+24co o3/2x4o3/2o4/3*a - ico+gico+24co |
x3o4/3o3/2o4/3*a - ico+gico+24co o3o4/3x3/2o4/3*a - ico+gico+24co |
other Wythoffians |
x3x4o3/2o4*a - 2frico x3o4x3/2o4*a - rafficdi x3o4o3/2x4*a - siddic o3o4x3/2x4*a - [Grünbaumian] x3x4x3/2o4*a - guti x3o4x3/2x4*a - [Grünbaumian] x3x4x3/2x4*a - [Grünbaumian] |
x3x4o3o4/3*a - 2frico x3o4x3o4/3*a - rafficdi x3o4o3x4/3*a - giddic o3x4x3o4/3*a - siddic x3x4x3o4/3*a - guti x3x4o3x4/3*a - suti x3x4x3x4/3*a - doc |
x3/2x4o3/2o4/3*a - [Grünbaumian] x3/2o4x3/2o4/3*a - rafficdi x3/2o4o3/2x4/3*a - giddic o3/2x4x3/2o4/3*a - siddic x3/2x4x3/2o4/3*a - [Grünbaumian] x3/2x4o3/2x4/3*a - [Grünbaumian] x3/2x4x3/2x4/3*a - [Grünbaumian] |
x3x4/3o3/2o4/3*a - 2frico x3o4/3x3/2o4/3*a - rafficdi x3o4/3o3/2x4/3*a - giddic o3o4/3x3/2x4/3*a - [Grünbaumian] x3x4/3x3/2o4/3*a - suti x3o4/3x3/2x4/3*a - [Grünbaumian] x3x4/3x3/2x4/3*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3/2o3o5*a (µ=14) | o3o3o3/2o5*a (µ=106) | o3o3o3o5/4*a (µ=494) | |
quasiregulars |
x3o3/2o3o5*a - sirdtaxady o3x3/2o3o5*a - gidtixhi+dox |
x3o3o3/2o5*a - sirdtaxady o3x3o3/2o5*a - gidtixhi+dox o3o3x3/2o5*a - gidtixhi+dox o3o3o3/2x5*a - sirdtaxady |
x3o3o3o5/4*a - sirdtaxady o3x3o3o5/4*a - gidtixhi+dox |
other Wythoffians |
x3x3/2o3o5*a - gadixady x3o3/2x3o5*a - (contains "2thah") x3o3/2o3x5*a - 2fry o3x3/2x3o5*a - [Grünbaumian] x3x3/2x3o5*a - [Grünbaumian] x3x3/2o3x5*a - (contains "2thah") x3x3/2x3x5*a - [Grünbaumian] |
x3x3o3/2o5*a - gadixady x3o3x3/2o5*a - (contains gicdatrid) x3o3o3/2x5*a - 2fry o3x3x3/2o5*a - 2prapvixhi o3x3o3/2x5*a - (contains "2thah") o3o3x3/2x5*a - [Grünbaumian] x3x3x3/2o5*a - (contains gicdatrid) x3x3o3/2x5*a - (contains "2thah") x3o3x3/2x5*a - [Grünbaumian] o3x3x3/2x5*a - [Grünbaumian] x3x3x3/2x5*a - [Grünbaumian] |
x3x3o3o5/4*a - gadixady x3o3x3o5/4*a - (contains gicdatrid) x3o3o3x5/4*a - [Grünbaumian] o3x3x3o5/4*a - 2prapvixhi x3x3x3o5/4*a - (contains gicdatrid) x3x3o3x5/4*a - [Grünbaumian] x3x3x3x5/4*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3/2o3/2o3/2o5*a (µ=1214) | o3/2o3o3/2o5/4*a (µ=1694) | o3o3/2o3/2o5/4*a (µ=1786) | |
quasiregulars |
x3/2o3/2o3/2o5*a - sirdtaxady o3/2x3/2o3/2o5*a - gidtixhi+dox |
x3/2o3o3/2o5/4*a - sirdtaxady o3/2x3o3/2o5/4*a - gidtixhi+dox |
x3o3/2o3/2o5/4*a - sirdtaxady o3x3/2o3/2o5/4*a - gidtixhi+dox o3o3/2x3/2o5/4*a - gidtixhi+dox o3o3/2o3/2x5/4*a - sirdtaxady |
other Wythoffians |
x3/2x3/2o3/2o5*a - [Grünbaumian] x3/2o3/2x3/2o5*a - (contains gicdatrid) x3/2o3/2o3/2x5*a - 2fry o3/2x3/2x3/2o5*a - [Grünbaumian] x3/2x3/2x3/2o5*a - [Grünbaumian] x3/2x3/2o3/2x5*a - [Grünbaumian] x3/2x3/2x3/2x5*a - [Grünbaumian] |
x3/2x3o3/2o5/4*a - [Grünbaumian] x3/2o3x3/2o5/4*a - (contains "2thah") x3/2o3o3/2x5/4*a - [Grünbaumian] o3/2x3x3/2o5/4*a - 2prapvixhi x3/2x3x3/2o5/4*a - [Grünbaumian] x3/2x3o3/2x5/4*a - [Grünbaumian] x3/2x3x3/2x5/4*a - [Grünbaumian] |
x3x3/2o3/2o5/4*a - gadixady x3o3/2x3/2o5/4*a - (contains "2thah") x3o3/2o3/2x5/4*a - [Grünbaumian] o3x3/2x3/2o5/4*a - [Grünbaumian] o3x3/2o3/2x5/4*a - (contains gicdatrid) o3o3/2x3/2x5/4*a - [Grünbaumian] x3x3/2x3/2o5/4*a - [Grünbaumian] x3x3/2o3/2x5/4*a - [Grünbaumian] x3o3/2x3/2x5/4*a - [Grünbaumian] o3x3/2x3/2x5/4*a - [Grünbaumian] x3x3/2x3/2x5/4*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3o3o5/2*a (µ=34) | o3o3o3/2o5/3*a (µ=566) | o3o3/2o3/2o5/2*a (µ=806) | |
quasiregulars |
x3o3o3o5/2*a - gadtaxady o3x3o3o5/2*a - sidtixhi+dox |
x3o3o3/2o5/3*a - gadtaxady o3x3o3/2o5/3*a - sidtixhi+dox o3o3x3/2o5/3*a - sidtixhi+dox o3o3o3/2x5/3*a - gadtaxady |
x3o3/2o3/2o5/2*a - gadtaxady o3x3/2o3/2o5/2*a - sidtixhi+dox o3o3/2x3/2o5/2*a - sidtixhi+dox o3o3/2o3/2x5/2*a - gadtaxady |
other Wythoffians |
x3x3o3o5/2*a - sadixady x3o3x3o5/2*a - (contains sicdatrid) x3o3o3x5/2*a - [Grünbaumian] o3x3x3o5/2*a - 2papvixhi x3x3x3o5/2*a - (contains sicdatrid) x3x3o3x5/2*a - [Grünbaumian] x3x3x3x5/2*a - [Grünbaumian] |
x3x3o3/2o5/3*a - sadixady x3o3x3/2o5/3*a - (contains sicdatrid) x3o3o3/2x5/3*a - 2firgogishi o3x3x3/2o5/3*a - 2papvixhi o3x3o3/2x5/3*a - (contains "2thah") o3o3x3/2x5/3*a - [Grünbaumian] x3x3x3/2o5/3*a - (contains sicdatrid) x3x3o3/2x5/3*a - (contains "2thah") x3o3x3/2x5/3*a - [Grünbaumian] o3x3x3/2x5/3*a - [Grünbaumian] x3x3x3/2x5/3*a - [Grünbaumian] |
x3x3/2o3/2o5/2*a - sadixady x3o3/2x3/2o5/2*a - (contains "2thah") x3o3/2o3/2x5/2*a - [Grünbaumian] o3x3/2x3/2o5/2*a - [Grünbaumian] o3x3/2o3/2x5/2*a - (contains sicdatrid) o3o3/2x3/2x5/2*a - [Grünbaumian] x3x3/2x3/2o5/2*a - [Grünbaumian] x3x3/2o3/2x5/2*a - [Grünbaumian] x3o3/2x3/2x5/2*a - [Grünbaumian] o3x3/2x3/2x5/2*a - [Grünbaumian] x3x3/2x3/2x5/2*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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... |
o3o3/2o3o5/3*a (µ=994) | o3/2o3o3/2o5/2*a (µ=1254) | o3/2o3/2o3/2o5/3*a (µ=2194) | |
quasiregulars |
x3o3/2o3o5/3*a - gadtaxady o3x3/2o3o5/3*a - sidtixhi+dox |
x3/2o3o3/2o5/2*a - gadtaxady o3/2x3o3/2o5/2*a - sidtixhi+dox |
x3/2o3/2o3/2o5/3*a - gadtaxady o3/2x3/2o3/2o5/3*a - sidtixhi+dox |
other Wythoffians |
x3x3/2o3o5/3*a - sadixady x3o3/2x3o5/3*a - (contains "2thah") x3o3/2o3x5/3*a - 2firgogishi o3x3/2x3o5/3*a - [Grünbaumian] x3x3/2x3o5/3*a - [Grünbaumian] x3x3/2o3x5/3*a - (contains "2thah") x3x3/2x3x5/3*a - [Grünbaumian] |
x3/2x3o3/2o5/2*a - [Grünbaumian] x3/2o3x3/2o5/2*a - (contains "2thah") x3/2o3o3/2x5/2*a - [Grünbaumian] o3/2x3x3/2o5/2*a - 2papvixhi x3/2x3x3/2o5/2*a - [Grünbaumian] x3/2x3o3/2x5/2*a - [Grünbaumian] x3/2x3x3/2x5/2*a - [Grünbaumian] |
x3/2x3/2o3/2o5/3*a - [Grünbaumian] x3/2o3/2x3/2o5/3*a - (contains sicdatrid) x3/2o3/2o3/2x5/3*a - 2firgogishi o3/2x3/2x3/2o5/3*a - [Grünbaumian] x3/2x3/2x3/2o5/3*a - [Grünbaumian] x3/2x3/2o3/2x5/3*a - [Grünbaumian] x3/2x3/2x3/2x5/3*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o5o3/2o5*a (µ=44) | o3o5o3o5/4*a (µ=76) | o3/2o5o3/2o5/4*a (µ=1276) | o3o5/4o3/2o5/4*a (µ=2204) | |
quasiregulars |
x3o5o3/2o5*a - fix+gahi+120id o3o5x3/2o5*a - fix+gahi+120id |
x3o5o3o5/4*a - fix+gahi+120id o3x5o3o5/4*a - fix+gahi+120id |
x3/2o5o3/2o5/4*a - fix+gahi+120id o3/2x5o3/2o5/4*a - fix+gahi+120id |
x3o5/4o3/2o5/4*a - fix+gahi+120id o3o5/4x3/2o5/4*a - fix+gahi+120id |
other Wythoffians |
x3x5o3/2o5*a - 2firsashi x3o5x3/2o5*a - (contains gicdatrid) x3o5o3/2x5*a - 2sprapivady o3o5x3/2x5*a - [Grünbaumian] x3x5x3/2o5*a - (contains gicdatrid) x3o5x3/2x5*a - [Grünbaumian] x3x5x3/2x5*a - [Grünbaumian] |
x3x5o3o5/4*a - 2firsashi x3o5x3o5/4*a - (contains gicdatrid) x3o5o3x5/4*a - [Grünbaumian] o3x5x3o5/4*a - 2sprapivady x3x5x3o5/4*a - (contains gicdatrid) x3x5o3x5/4*a - [Grünbaumian] x3x5x3x5/4*a - [Grünbaumian] |
x3/2x5o3/2o5/4*a - [Grünbaumian] x3/2o5x3/2o5/4*a - (contains gicdatrid) x3/2o5o3/2x5/4*a - [Grünbaumian] o3/2x5x3/2o5/4*a - 2sprapivady x3/2x5x3/2o5/4*a - [Grünbaumian] x3/2x5o3/2x5/4*a - [Grünbaumian] x3/2x5x3/2x5/4*a - [Grünbaumian] |
x3x5/4o3/2o5/4*a - 2firsashi x3o5/4x3/2o5/4*a - (contains gicdatrid) x3o5/4o3/2x5/4*a - [Grünbaumian] o3o5/4x3/2x5/4*a - [Grünbaumian] x3x5/4x3/2o5/4*a - [Grünbaumian] x3o5/4x3/2x5/4*a - [Grünbaumian] x3x5/4x3/2x5/4*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o5/2o3o5/3*a (µ=364) | o3o5/2o3/2o5/2*a (µ=476) | o3o5/3o3/2o5/3*a (µ=1196) | o3/2o5/2o3/2o5/3*a (µ=1564) | |
quasiregulars |
x3o5/2o3o5/3*a - gofix+gishi+120gid o3x5/2o3o5/3*a - gofix+gishi+120gid |
x3o5/2o3/2o5/2*a - gofix+gishi+120gid o3o5/2x3/2o5/2*a - gofix+gishi+120gid |
x3o5/3o3/2o5/3*a - gofix+gishi+120gid o3o5/3x3/2o5/3*a - gofix+gishi+120gid |
x3/2o5/2o3/2o5/3*a - gofix+gishi+120gid o3/2x5/2o3/2o5/3*a - gofix+gishi+120gid |
other Wythoffians |
x3x5/2o3o5/3*a - 2firgaghi x3o5/2x3o5/3*a - (contains sicdatrid) x3o5/2o3x5/3*a - 2gippapivady o3x5/2x3o5/3*a - [Grünbaumian] x3x5/2x3o5/3*a - [Grünbaumian] x3x5/2o3x5/3*a - (contains sicdatrid) x3x5/2x3x5/3*a - [Grünbaumian] |
x3x5/2o3/2o5/2*a - 2firgaghi x3o5/2x3/2o5/2*a - (contains sicdatrid) x3o5/2o3/2x5/2*a - [Grünbaumian] o3o5/2x3/2x5/2*a - [Grünbaumian] x3x5/2x3/2o5/2*a - [Grünbaumian] x3o5/2x3/2x5/2*a - [Grünbaumian] x3x5/2x3/2x5/2*a - [Grünbaumian] |
x3x5/3o3/2o5/3*a - 2firgaghi x3o5/3x3/2o5/3*a - (contains sicdatrid) x3o5/3o3/2x5/3*a - 2gippapivady o3o5/3x3/2x5/3*a - [Grünbaumian] x3x5/3x3/2o5/3*a - (contains sicdatrid) x3o5/3x3/2x5/3*a - [Grünbaumian] x3x5/3x3/2x5/3*a - [Grünbaumian] |
x3/2x5/2o3/2o5/3*a - [Grünbaumian] x3/2o5/2x3/2o5/3*a - (contains sicdatrid) x3/2o5/2o3/2x5/3*a - 2gippapivady o3/2x5/2x3/2o5/3*a - [Grünbaumian] x3/2x5/2x3/2o5/3*a - [Grünbaumian] x3/2x5/2o3/2x5/3*a - [Grünbaumian] x3/2x5/2x3/2x5/3*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3o3o5o5/3*a (µ=55) | o3/2o3o5o5/2*a (µ=65) | o3o3/2o5o5/2*a (µ=295) | o3o3o5/4o5/2*a (µ=545) | |
quasiregulars |
x3o3o5o5/3*a - gax+gashi+120gid o3x3o5o5/3*a - dittady+dox o3o3x5o5/3*a - ex+gohi+120id o3o3o5x5/3*a - radatathi |
x3/2o3o5o5/2*a - gax+gashi+120gid o3/2x3o5o5/2*a - dittady+dox o3/2o3x5o5/2*a - ex+gohi+120id o3/2o3o5x5/2*a - radatathi |
x3o3/2o5o5/2*a - gax+gashi+120gid o3x3/2o5o5/2*a - dittady+dox o3o3/2x5o5/2*a - ex+gohi+120id o3o3/2o5x5/2*a - radatathi |
x3o3o5/4o5/2*a - gax+gashi+120gid o3x3o5/4o5/2*a - dittady+dox o3o3x5/4o5/2*a - ex+gohi+120id o3o3o5/4x5/2*a - radatathi |
other Wythoffians |
x3x3o5o5/3*a - gidpixathi x3o3x5o5/3*a - (contains cadditradid) x3o3o5x5/3*a - gixhidy o3x3x5o5/3*a - sidpixathi o3x3o5x5/3*a - sirfixthi o3o3x5x5/3*a - sixhidy x3x3x5o5/3*a - (contains cadditradid) x3x3o5x5/3*a - sixathi x3o3x5x5/3*a - hixady o3x3x5x5/3*a - gixathi x3x3x5x5/3*a - xithi |
x3/2x3o5o5/2*a - [Grünbaumian] x3/2o3x5o5/2*a - (contains "2thah") x3/2o3o5x5/2*a - [Grünbaumian] o3/2x3x5o5/2*a - sidpixathi o3/2x3o5x5/2*a - sirfixthi o3/2o3x5x5/2*a - sixhidy x3/2x3x5o5/2*a - [Grünbaumian] x3/2x3o5x5/2*a - [Grünbaumian] x3/2o3x5x5/2*a - [Grünbaumian] o3/2x3x5x5/2*a - gixathi x3/2x3x5x5/2*a - [Grünbaumian] |
x3x3/2o5o5/2*a - gidpixathi x3o3/2x5o5/2*a - (contains "2thah") x3o3/2o5x5/2*a - [Grünbaumian] o3x3/2x5o5/2*a - [Grünbaumian] o3x3/2o5x5/2*a - (contains sicdatrid) o3o3/2x5x5/2*a - sixhidy x3x3/2x5o5/2*a - [Grünbaumian] x3x3/2o5x5/2*a - [Grünbaumian] x3o3/2x5x5/2*a - [Grünbaumian] o3x3/2x5x5/2*a - [Grünbaumian] x3x3/2x5x5/2*a - [Grünbaumian] |
x3x3o5/4o5/2*a - gidpixathi x3o3x5/4o5/2*a - (contains cadditradid) x3o3o5/4x5/2*a - [Grünbaumian] o3x3x5/4o5/2*a - sidpixathi o3x3o5/4x5/2*a - (contains sicdatrid) o3o3x5/4x5/2*a - [Grünbaumian] x3x3x5/4o5/2*a - (contains cadditradid) x3x3o5/4x5/2*a - [Grünbaumian] x3o3x5/4x5/2*a - [Grünbaumian] o3x3x5/4x5/2*a - [Grünbaumian] x3x3x5/4x5/2*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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o3/2o3/2o5o5/3*a (µ=1025) | o3o3/2o5/4o5/3*a (µ=1505) | o3/2o3o5/4o5/3*a (µ=1735) | o3/2o3/2o5/4o5/2*a (µ=1975) | |
quasiregulars |
x3/2o3/2o5o5/3*a - gax+gashi+120gid o3/2x3/2o5o5/3*a - dittady+dox o3/2o3/2x5o5/3*a - ex+gohi+120id o3/2o3/2o5x5/3*a - radatathi |
x3o3/2o5/4o5/3*a - gax+gashi+120gid o3x3/2o5/4o5/3*a - dittady+dox o3o3/2x5/4o5/3*a - ex+gohi+120id o3o3/2o5/4x5/3*a - radatathi |
x3/2o3o5/4o5/3*a - gax+gashi+120gid o3/2x3o5/4o5/3*a - dittady+dox o3/2o3x5/4o5/3*a - ex+gohi+120id o3/2o3o5/4x5/3*a - radatathi |
x3/2o3/2o5/4o5/2*a - gax+gashi+120gid o3/2x3/2o5/4o5/2*a - dittady+dox o3/2o3/2x5/4o5/2*a - ex+gohi+120id o3/2o3/2o5/4x5/2*a - radatathi |
other Wythoffians |
x3/2x3/2o5o5/3*a - [Grünbaumian] x3/2o3/2x5o5/3*a - (contains cadditradid) x3/2o3/2o5x5/3*a - gixhidy o3/2x3/2x5o5/3*a - [Grünbaumian] o3/2x3/2o5x5/3*a - (contains sicdatrid) o3/2o3/2x5x5/3*a - sixhidy x3/2x3/2x5o5/3*a - [Grünbaumian] x3/2x3/2o5x5/3*a - [Grünbaumian] x3/2o3/2x5x5/3*a - hixady o3/2x3/2x5x5/3*a - [Grünbaumian] x3/2x3/2x5x5/3*a - [Grünbaumian] |
x3x3/2o5/4o5/3*a - gidpixathi x3o3/2x5/4o5/3*a - (contains "2thah") x3o3/2o5/4x5/3*a - gixhidy o3x3/2x5/4o5/3*a - [Grünbaumian] o3x3/2o5/4x5/3*a - sirfixthi o3o3/2x5/4x5/3*a - [Grünbaumian] x3x3/2x5/4o5/3*a - [Grünbaumian] x3x3/2o5/4x5/3*a - sixathi x3o3/2x5/4x5/3*a - [Grünbaumian] o3x3/2x5/4x5/3*a - [Grünbaumian] x3x3/2x5/4x5/3*a - [Grünbaumian] |
x3/2x3o5/4o5/3*a - [Grünbaumian] x3/2o3x5/4o5/3*a - (contains "2thah") x3/2o3o5/4x5/3*a - gixhidy o3/2x3x5/4o5/3*a - sidpixathi o3/2x3o5/4x5/3*a - (contains sicdatrid) o3/2o3x5/4x5/3*a - [Grünbaumian] x3/2x3x5/4o5/3*a - [Grünbaumian] x3/2x3o5/4x5/3*a - [Grünbaumian] x3/2o3x5/4x5/3*a - [Grünbaumian] o3/2x3x5/4x5/3*a - [Grünbaumian] x3/2x3x5/4x5/3*a - [Grünbaumian] |
x3/2x3/2o5/4o5/2*a - [Grünbaumian] x3/2o3/2x5/4o5/2*a - (contains cadditradid) x3/2o3/2o5/4x5/2*a - [Grünbaumian] o3/2x3/2x5/4o5/2*a - [Grünbaumian] o3/2x3/2o5/4x5/2*a - sirfixthi o3/2o3/2x5/4x5/2*a - [Grünbaumian] x3/2x3/2x5/4o5/2*a - [Grünbaumian] x3/2x3/2o5/4x5/2*a - [Grünbaumian] x3/2o3/2x5/4x5/2*a - [Grünbaumian] o3/2x3/2x5/4x5/2*a - [Grünbaumian] x3/2x3/2x5/4x5/2*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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o5o5/2o5o5/3*a (µ=108) | o5o5/2o5/4o5/2*a (µ=252) | o5o5/3o5/4o5/3*a (µ=972) | o5/4o5/2o5/4o5/3*a (µ=2268) | |
quasiregulars |
x5o5/2o5o5/3*a - sishi+gaghi+120did o5x5/2o5o5/3*a - sishi+gaghi+120did |
x5o5/2o5/4o5/2*a - sishi+gaghi+120did o5o5/2x5/4o5/2*a - sishi+gaghi+120did |
x5o5/3o5/4o5/3*a - sishi+gaghi+120did o5o5/3x5/4o5/3*a - sishi+gaghi+120did |
x5/4o5/2o5/4o5/3*a - sishi+gaghi+120did o5/4x5/2o5/4o5/3*a - sishi+gaghi+120did |
other Wythoffians |
x5x5/2o5o5/3*a - 2giprapivady x5o5/2x5o5/3*a - (contains cadditradid) x5o5/2o5x5/3*a - 2spapivady o5x5/2x5o5/3*a - [Grünbaumian] x5x5/2x5o5/3*a - [Grünbaumian] x5x5/2o5x5/3*a - ebuthi x5x5/2x5x5/3*a - [Grünbaumian] |
x5x5/2o5/4o5/2*a - 2giprapivady x5o5/2x5/4o5/2*a - (contains cadditradid) x5o5/2o5/4x5/2*a - [Grünbaumian] o5o5/2x5/4x5/2*a - [Grünbaumian] x5x5/2x5/4o5/2*a - [Grünbaumian] x5o5/2x5/4x5/2*a - [Grünbaumian] x5x5/2x5/4x5/2*a - [Grünbaumian] |
x5x5/3o5/4o5/3*a - 2giprapivady x5o5/3x5/4o5/3*a - (contains cadditradid) x5o5/3o5/4x5/3*a - 2spapivady o5o5/3x5/4x5/3*a - [Grünbaumian] x5x5/3x5/4o5/3*a - ebuthi x5o5/3x5/4x5/3*a - [Grünbaumian] x5x5/3x5/4x5/3*a - [Grünbaumian] |
x5/4x5/2o5/4o5/3*a - [Grünbaumian] x5/4o5/2x5/4o5/3*a - (contains cadditradid) x5/4o5/2o5/4x5/3*a - 2spapivady o5/4x5/2x5/4o5/3*a - [Grünbaumian] x5/4x5/2x5/4o5/3*a - [Grünbaumian] x5/4x5/2o5/4x5/3*a - [Grünbaumian] x5/4x5/2x5/4x5/3*a - [Grünbaumian] |
(partial) snubs and holosnubs |
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