| File Name |
OBSA |
| 0_2111 |
..., 02,1,1,1
|
| 0_222 |
ramoh
|
| 0_3111 |
..., 03,1,1,1
|
| 0_322 |
..., 03,2,2
|
| 0_331 |
lanquoh (old: rolinoh)
|
| 0_521 |
ribfoh
|
| 1-augm-3-mibdi-wedge |
...
|
| 10-8-4-6 |
...
|
| 10-n-dip |
10,n-dip
|
| 10=pap |
paw, K-4.133, {10} || pap
|
| 10=pip |
pecuf, K-4.154
|
| 12-n-dip |
12,n-dip
|
| 120t |
...
|
| 12aug-sirco |
...
|
| 12raded-1-10-5-5 |
...
|
| 12S-24R-6O |
...
|
| 14exp-bited |
...
|
| 16t12r |
...
|
| 16t12s12r4h |
...
|
| 1_10-luna-of-ex |
...
|
| 1_1111 |
..., 11,1,1,1
|
| 1_11111 |
..., 11,1,1,1,1
|
| 1_211 |
..., 12,1,1
|
| 1_311 |
..., 13,1,1
|
| 1_33 |
linoh
|
| 1_43 |
..., 14,3
|
| 1_52 |
bifoh
|
| 1_53 |
..., 15,3
|
| 1_62 |
..., 16,2
|
| 20sidtid-0-3-3-3 |
...
|
| 24aab_toroid |
...
|
| 24t6s24r |
...
|
| 24t6s8n |
...
|
| 2affic |
...
|
| 2affidhi |
...
|
| 2cho |
...
|
| 2co+16 |
...
|
| 2co |
...
|
| 2cont |
...
|
| 2cube |
...
|
| 2cuhsquah |
...
|
| 2dah |
...
|
| 2deca |
...
|
| 2did |
...
|
| 2ditdid+rhom |
...
|
| 2dittafady |
...
|
| 2doe |
...
|
| 2ex+120ike |
...
|
| 2ex |
...
|
| 2firgaghi |
...
|
| 2firgogishi |
...
|
| 2firl |
...
|
| 2firp |
...
|
| 2firsashi |
...
|
| 2firx |
...
|
| 2fix |
...
|
| 2frico |
...
|
| 2fry |
...
|
| 2gad+ike |
...
|
| 2gad |
...
|
| 2gadtifady |
...
|
| 2gaghi+2paphacki |
...
|
| 2gaghi |
...
|
| 2gahi |
...
|
| 2garpop+20 |
...
|
| 2gashi |
...
|
| 2gax |
...
|
| 2geihid |
...
|
| 2gid |
...
|
| 2gidditdy |
...
|
| 2gidditpix+2dithix |
...
|
| 2gidhei |
...
|
| 2gidhid |
...
|
| 2gidtid+rhom |
...
|
| 2gifdahihox |
...
|
| 2gike+sissid |
...
|
| 2gike |
...
|
| 2gippapivady |
...
|
| 2giprapivady |
...
|
| 2gishi |
...
|
| 2gissid |
...
|
| 2gitphi |
...
|
| 2gofix |
...
|
| 2gogishi |
...
|
| 2gohi |
...
|
| 2grahi |
...
|
| 2grico |
...
|
| 2grip |
...
|
| 2grit |
...
|
| 2grix |
...
|
| 2guhsa |
...
|
| 2hehad |
...
|
| 2hex+8oct |
...
|
| 2hexat |
...
|
| 2hi |
...
|
| 2hip-blend |
tuhip
|
| 2hoha |
...
|
| 2howoh |
...
|
| 2huhoh+3tes+8co |
...
|
| 2ico+2gico |
...
|
| 2ico+48+128 |
...
|
| 2ico |
...
|
| 2id+40 |
...
|
| 2id |
...
|
| 2iddip |
...
|
| 2ike+4gad |
...
|
| 2ike+gad |
...
|
| 2ike |
...
|
| 2kaje |
...
|
| 2n-2m-dip |
2n,2m-dip
|
| 2n-m-dip |
2n,m-dip
|
| 2n2-p |
2n/2-p
|
| 2n=n-ap |
n-aw, {2n} || n-ap
|
| 2n=n-p |
n-cuf
|
| 2nd-p |
2n/d-p
|
| 2nd=nd-p |
n/d-cuf
|
| 2oct+12 |
...
|
| 2oct+6 |
...
|
| 2oct+8 |
...
|
| 2oct |
...
|
| 2oh |
...
|
| 2pap-blend |
...
|
| 2papvixhi |
...
|
| 2pen |
...
|
| 2pip-blend |
tupip
|
| 2pip |
...
|
| 2prahi |
...
|
| 2prapvixhi |
...
|
| 2prico |
...
|
| 2prip |
...
|
| 2prit |
...
|
| 2prix |
...
|
| 2proh |
...
|
| 2quiphi |
...
|
| 2quitgissid |
...
|
| 2quith-blend |
tuquith
|
| 2quith |
...
|
| 2quitsissid |
...
|
| 2raded |
...
|
| 2rahi+2400tet |
...
|
| 2rahi |
...
|
| 2rap+20tet |
...
|
| 2rap |
...
|
| 2ratho |
...
|
| 2rhohid |
...
|
| 2rico+64+128 |
...
|
| 2rico+64+192 |
...
|
| 2rico |
...
|
| 2ridditdy |
...
|
| 2rit+64tet |
...
|
| 2rothat |
...
|
| 2rox+1440+2400 |
...
|
| 2rox+sophi |
...
|
| 2rox |
...
|
| 2sadtifady |
...
|
| 2seihid |
...
|
| 2sidditdy |
...
|
| 2sidditpix+2dithix |
...
|
| 2sidhei |
...
|
| 2sidhid |
...
|
| 2sidtid+rhom |
...
|
| 2sifdahihox |
...
|
| 2sirco |
...
|
| 2sishi+2paphicki |
...
|
| 2sishi |
...
|
| 2sissid+4gike |
...
|
| 2sissid+gike |
...
|
| 2sissid |
...
|
| 2sitphi |
...
|
| 2sophi |
...
|
| 2spapivady |
...
|
| 2sprapivady |
...
|
| 2srahi+1440+4800 |
...
|
| 2srahi+2400trip |
...
|
| 2srahi |
...
|
| 2srico+144+576 |
...
|
| 2srico+192trip |
...
|
| 2srico |
...
|
| 2srid |
...
|
| 2srip+20+40 |
...
|
| 2srip+20+60 |
...
|
| 2srip+20trip |
...
|
| 2srip |
...
|
| 2srit+48+128 |
...
|
| 2srit+64trip |
...
|
| 2srit |
...
|
| 2srix+2400+4800 |
...
|
| 2srix+2400+7200 |
...
|
| 2srix |
...
|
| 2stip-blend |
tustip
|
| 2tah |
...
|
| 2tes |
...
|
| 2tet |
...
|
| 2thah |
...
|
| 2thahp |
...
|
| 2that+inf |
...
|
| 2that |
...
|
| 2thex |
...
|
| 2tho+24 |
...
|
| 2tho |
...
|
| 2thox |
...
|
| 2ti |
...
|
| 2tic-blend |
tutic
|
| 2tic |
...
|
| 2tid |
...
|
| 2tiggy |
...
|
| 2tigid |
...
|
| 2titho |
...
|
| 2toxat |
...
|
| 2trip-blend |
tutrip
|
| 2trip |
...
|
| 2tut-blend |
tutut
|
| 2tut |
...
|
| 2xhi |
...
|
| 2_10-luna-of-ex |
...
|
| 2_22 |
jakoh
|
| 2_32 |
..., 23,2
|
| 2_42 |
..., 24,2
|
| 2_51 |
bayoh
|
| 2_61 |
..., 26,1
|
| 3-3-4-tip |
titstip
|
| 3-3-6-tip |
tithtip
|
| 3-4-3-4-4-4 |
...
|
| 3-n-dip |
3,n-dip, K-4.175
|
| 3-n-dippip |
3,n-dippip
|
| 30-ao3ob2bo3oa_zc |
...
|
| 30aug-srid |
...
|
| 32aab_toroid |
...
|
| 32t24s24r6o |
...
|
| 3334333433343334 |
...
|
| 36t |
...
|
| 3=6p |
tripuf, K-4.51
|
| 3=gybef |
..., {3} || gybef
|
| 3=gyro3p |
traf, K-4.6
|
| 3=teddi |
trateddi, {3} || teddi, K-4.33
|
| 3=tricu=3 |
tracufbil
|
| 3cup=4pyr |
squippiatricu, K-4.32
|
| 3doe-1pap-10mibdi-10teddi-dim-ex |
...
|
| 3doe |
...
|
| 3ex+2fix+gaghi |
...
|
| 3ex+fix |
...
|
| 3gidtid |
...
|
| 3gissid |
...
|
| 3ike+3gad |
...
|
| 3ike+gad |
...
|
| 3pen |
...
|
| 3rasishi |
...
|
| 3sidtid |
...
|
| 3sishi |
...
|
| 3sissid+gike |
...
|
| 3squaf-blend |
...
|
| 3squippyp-blend |
...
|
| 3tet |
...
|
| 3tisdip-blend |
...
|
| 3_10-luna-of-ex |
...
|
| 3_111 |
..., 31,1,1
|
| 3_22 |
..., 32,2
|
| 3_31 |
naquoh
|
| 3_41 |
..., 34,1
|
| 3_51 |
..., 35,1
|
| 4-2n-dip |
4,2n-dip
|
| 4-2nd-dip |
4,2n/d-dip
|
| 4-4-6-6 |
...
|
| 4-6-6-infin |
...
|
| 4-6-6-tip |
shihtip
|
| 4-n-dip |
4,n-dip, K-4.177
|
| 4-n-m-tip |
4,n,m-tip
|
| 4-n-n-tip |
4,n,n-tip
|
| 4-nd-dip |
4,n/d-dip
|
| 42-ao3ob2bo3oa_zc |
traddet
|
| 42dim-ex |
...
|
| 42dim-sidpixhi |
...
|
| 4=8p |
squipuf, K-4.105
|
| 4=co |
bidoctaco, {4} || co, K-4.28
|
| 4=gyrocube |
squaf, K-4.14
|
| 4=tet |
bidrap, K-4.8
|
| 4d-corner-hypercubera |
...
|
| 4fold-contr-tic |
pactic
|
| 4fold-elong-co |
pexco
|
| 4fold-elong-rhombohedron |
ebauco
|
| 4g=perp4g |
..., {4} || perp {4}
|
| 4ike+2gad |
...
|
| 4ike+gad |
...
|
| 4oct |
...
|
| 4p=gyro4pyr |
squippyal cube, K-4.16
|
| 4pen+160 |
...
|
| 4pen |
...
|
| 4pyr=co |
squippiaco, K-4.31
|
| 4sissid+2gike |
...
|
| 4tet |
...
|
| 4thah |
...
|
| 4_10-luna-of-ex |
...
|
| 4_22 |
..., 42,2
|
| 4_31 |
..., 43,1
|
| 4_5__19 |
...
|
| 4_5__31 |
...
|
| 5-52-tegum |
..., {5} || perp {5/2}
|
| 5-doe-comp |
...
|
| 5-n-dip |
5,n-dip
|
| 5-n-dippip |
5,n-dippip
|
| 52-af |
stafe
|
| 5=10p |
pepuf, K-4.165
|
| 5=pero |
..., K-4.146
|
| 5dim_2_10-luna-of-ex |
...
|
| 5g=pedip |
..., {5} || gyro pedip
|
| 5ike+gad |
...
|
| 5_21 |
goh
|
| 5_31 |
..., 53,1
|
| 5_4__13 |
...
|
| 6-n-dip |
6,n-dip
|
| 6-pip-blend |
...
|
| 60t60r12p |
...
|
| 6=oct |
traw, K-4.27
|
| 6=trip |
tricuf, K-4.25
|
| 6doe |
...
|
| 6gissid |
...
|
| 6j1+24j63+8g3 |
...
|
| 6pen |
...
|
| 6sishi |
...
|
| 6tes |
...
|
| 6tet |
...
|
| 6_21 |
..., 62,1
|
| 7-2-step |
...
|
| 7dim_2_10-luna-of-ex |
...
|
| 8-n-dip |
8,n-dip
|
| 80t60s60r12d |
...
|
| 8=cube |
squicuf, K-4.73
|
| 8=squap |
squaw, K-4.64, {8} || squap
|
| 8p=co |
coaop, co || op, K-4.63
|
| a3b3c |
...
|
| a3b4c |
...
|
| a3b5c |
...
|
| ab3ob2ba3bo_zc |
...
|
| ab3oo2ba3oo_zc |
triddet
|
| ab4oo3oo4ba_zc |
bipach
|
| abo3ooo3ooc4odo_zx |
...
|
| abx3ooo3ooc4odo_zx |
...
|
| aco3boo4oob3oca_zxxd |
...
|
| ambo-sirco |
resirco (alt.: amsirco)
|
| ambo-srid |
resrid (alt.: amsrid)
|
| ambo-tic |
retic (alt.: amtic)
|
| ambo-tid |
retid (alt.: amtid)
|
| ambo-toe |
retoe (alt.: amtoe)
|
| ambo-tut |
retut (alt.: amtut)
|
| ao3bo3oa3ob3_a_zc |
...
|
| ao3bo3ob3oa3_a_zc |
...
|
| aoc3ddd3cao_b3oca_ze |
...
|
| aoc3ooo3cao_b3oca_zd |
...
|
| arseaurap |
arse aurap
|
| arspabdbiscrox |
arspabd biscrox
|
| arstedbiscrox |
arsted biscrox
|
| arsteddiddidex |
arsted diddidex
|
| ax3ox4oq_zh |
...
|
| AxoFFxoox3oFFxofoxo2xofofxFof3oxofxfoFf_zx |
...
|
| AxoFFxxo3oFFxofxx2xofofxFo3oxofxfoF_zx |
...
|
| bad-verf |
...
|
| barm-conj |
...
|
| BAVFfxoo2xFofxFVo3xxFxooxo5xooxFfoV_zx |
...
|
| bend-verf |
...
|
| bi-tet-dim-doe |
...
|
| biambo-chon |
bamich
|
| biambo-cont |
bamic (old: apic)
|
| biambo-deca |
apid (alt.: bamid)
|
| bicydedex |
bicypdex (alt.: bicypaugap)
|
| bicyteausodip |
bicyte ausodip
|
| bicytegysrit |
bicyte gysrit
|
| bidsidpixhi |
bidsid pixhi
|
| bigdispox |
big dispox
|
| bilbiro-wedge |
...
|
| bipgysrit |
bipgy srit
|
| bittitasibrant |
bittita sibrant
|
| broxasophax |
broxa sophax
|
| BxxFxfofx3oooxxxFFF3xBxfFxxofb3xxBxfFfxo_zx |
...
|
| c01_10-8-4-6 |
...
|
| c0_10-8-4-6 |
...
|
| cabbix-verf |
...
|
| caddix-verf |
...
|
| cao2aoc2oca_zd |
snit
|
| card-verf |
...
|
| chad-verf |
...
|
| cho+4 |
...
|
| chon-wise-trunc-radh |
...
|
| co2oo3ox_zy-o3m4o3o |
...
|
| co2oo3ox_zy-o4m3o3o |
...
|
| co2oo3ox_zy-o5m3o3o |
...
|
| co2oo5ox_zy-o3m3o5o |
...
|
| co=f-oct=oct |
octu
|
| co=f-oct=oct=pt |
...
|
| co=hex |
hexaco
|
| co=oct |
octaco, K-4.29
|
| co=tet |
tetaco, tet || co, K-4.23
|
| co=tut |
coatut, co || tut, K-4.48
|
| co=tutcup |
coa tutcup, co || tutcup
|
| co=ux-co=toe |
coatotum
|
| cont=grico |
..., cont || grico
|
| copeatuttip |
copea tuttip
|
| cotuttotric |
cotut totric
|
| cubasircope |
cuba sircope
|
| cube-doe-bilbiro |
...
|
| cube-trunc-rad |
choct
|
| cube=8=cube |
quawros
|
| cube=co |
cubaco, cube || co, K-4.35
|
| cube=ike |
cubaike, cube || ike, K-4.21
|
| cube=oct |
octacube (alt.: octap), oct || cube, K-4.15
|
| cube=tic |
cubatic, cube || tic
|
| cytautes |
cytau tes
|
| cytecubausodip |
cyte cubau sodip
|
| cytedspic |
cyted spic
|
| cytedsrit |
cyted srit
|
| cytegysrit |
cyte gysrit
|
| cyteopausodip |
cyte opau sodip
|
| cytidsrico |
cytid srico
|
| d3o3x |
...
|
| dadjak |
dedjak
|
| dapabdipoxic |
dapabdi poxic (alt.: hau sircope)
|
| dapabdispic |
dapabdi spic
|
| dardtipaty |
dard tipady
|
| dastop+2x2did |
...
|
| DCBAVFfxoo2xxxFofxFVo3xoxxFxooxo5ofxooxFfoV_zx |
...
|
| deca=fx-srip=srip |
sripadecu
|
| deca=gippid |
..., deca || gippid
|
| decaagrip |
deca agrip
|
| decaaprip |
deca aprip
|
| dibhid-verf |
...
|
| did+sidhei+gidhei |
...
|
| did=3doe |
...
|
| did=raded |
dida raded, did || raded
|
| did=tigid |
diddatigid, did || tigid
|
| dim-1_10-luna-of-ex |
...
|
| dim-rotunda-of-ex |
...
|
| dim-srip |
biscsrip
|
| dim-thawrow-1_6-luna-of-ex |
...
|
| ditdid+gidtid |
...
|
| ditriangular trapezoprism |
ditra
|
| dittady+dox |
...
|
| do3ox3ox4oo_zh |
...
|
| do3ox4oq_zh |
...
|
| doaiddip |
doa iddip
|
| dodhonho |
dod honho
|
| doe-rico |
...
|
| doe-trunc-rhote |
chike
|
| doe=6-dim-id=f-ike=doe |
..., doe || 6-dim-id || f-ike || doe
|
| doe=id |
doaid, doe || id, K-4.77
|
| doe=ike |
ikadoe (alt.: ikap), ike || doe, K-4.78
|
| doe=ipe |
..., doe || ipe
|
| doe=pabidrid |
doa pabidrid, doe || pabidrid, K-4.155
|
| dohany |
...
|
| dohhonho |
doh honho
|
| dope-2ikadoe-blend |
...
|
| dot=scad=dot |
pabdimo, dot||scad||dot
|
| dutour5a |
...
|
| dutour7a |
...
|
| dutour8a |
...
|
| ebdahhithi |
ebdah hithi
|
| efditxithi |
efdit xithi
|
| eoctasirco |
eocta sirco
|
| etratip-blend |
...
|
| ex+fix |
...
|
| ex+gohi+120id |
...
|
| ex12aug-girco |
...
|
| f v10o |
...
|
| f v3o |
...
|
| f v5o |
...
|
| f x3o |
...
|
| f x3o3o |
...
|
| f x4o |
...
|
| f x52o |
...
|
| f x5o |
...
|
| f3o3x |
...
|
| f3o4x |
...
|
| f3o5x |
...
|
| f3v5v |
...
|
| f3x5o |
...
|
| f3x5x |
...
|
| FAxoAFxoxx3FxAAoxFxox2oxofofxFof3ooxofxfoFf_zx |
...
|
| FAxoFFxoox3foFFxofoxo2oxofofxFof3ooxofxfoFf_zx |
...
|
| FAxoFFxxo3foFFxofxx2oxofofxFo3ooxofxfoF_zx |
...
|
| FAxoFFxxox3foFFxofxxo2oxofofxFof3ooxofxfoFf_zx |
...
|
| FAxoFFxxox3foFFxofxxo2xoxFxFoAxF3oxxofxFoFf_zx |
...
|
| fenandoh-verf |
...
|
| Ffxo2oxFx3xfox5xoxx_zx |
...
|
| Ffxo2xofo3ofox5xoxx_zx |
...
|
| fidoh-verf |
...
|
| firp+rap+15 |
...
|
| fix+gahi+120id |
...
|
| fix=padohi |
..., fix || padohi
|
| fo52of_q |
...
|
| fooo3xxoF3xfxob3oxFo_zx |
...
|
| fooo5ofxo2xofx5oxox_zx |
...
|
| frox+6002thah |
...
|
| FxFox5xFoFx2xofox5oxofx_zx |
...
|
| fxo2ofx3xxo5xof_zx |
...
|
| Fxo2oxf3xox5xfo_zx |
...
|
| fxoo2ofVx3xxoo5xoof_zx |
...
|
| Fxox3xoxf3oFxxb3oxfo_zx |
...
|
| Fxxox5ofxfo2xofox5oxofx_zx |
...
|
| Fxxx3xxoF3xfxob3oxFo_zx |
...
|
| Fxxx5ofxo2xofx5oxox_zx |
...
|
| gabbadipady+ganbathi |
giqragashi
|
| gabdacan-verf |
...
|
| gacoco |
gacoca
|
| gad=did |
gaddadid, gad || did
|
| gad=raded |
gaddaraded, gad || raded
|
| gad=tigid |
gaddatigid, gad || tigid
|
| gadathiphi+6002tet |
...
|
| gadditthix |
gaddit thix
|
| gadencorn-verf |
...
|
| gadphiddix |
gad phiddix
|
| gadtefpixady |
gadtef pixady
|
| gaeditpathi |
gaedit pathi
|
| gafthi-verf |
...
|
| gafwan-verf |
...
|
| gaghi+didhi |
...
|
| gaghi+idhi |
...
|
| gaghi+paphacki+sridaphi |
...
|
| gaghi+sridixhi |
...
|
| gaghi=gofix |
..., gaghi || gofix
|
| gahi+gohi |
...
|
| gaidtathi |
gaid tathi
|
| gancpan-verf |
...
|
| gap-dual-cell |
...
|
| gap-dual |
...
|
| gapript+162thah |
...
|
| garawvhixhi |
garawv hixhi
|
| gardatady+1440 |
...
|
| gardtadhix |
gard tadhix
|
| gatopin-verf |
...
|
| gax+gashi+120gid |
...
|
| gax+gofix |
...
|
| gefditdixdy |
gefdit dixdy
|
| gefirditxethi |
gefirdit xethi
|
| gefraditthix |
gefradit thix
|
| gefriditxethi |
gefridit xethi
|
| getitcadoca |
getit cadoca
|
| getitdixady |
getit dixady
|
| getitphiddix |
getit phiddix
|
| getitpixady |
getit pixady
|
| getitthix |
getit thix
|
| getitxethi |
getit xethi
|
| getut-verf |
...
|
| gibilbiro |
gibil biro
|
| gico+8co+16 2thah |
...
|
| gid+geihid+gidhid |
...
|
| gidardtipaty |
gidard tipady
|
| gidditdid=idtid |
gidditdid aidtid
|
| gidditthix |
giddit thix
|
| giddy+12 |
...
|
| giddy+20 |
...
|
| gidhiquitpaddy |
gidhiquit paddy
|
| gidthidyhi |
gidthidy hi
|
| gidthipady |
gid thipady
|
| gidtid=giid |
gidtidagiid
|
| gidtipathi |
gid tipathi
|
| gidtixhi+dox |
...
|
| gike=gid |
gikagid, gike || gid
|
| gikkivdatapixady |
gikkiv datapixady
|
| gikkivpacoca |
gikkiv pacoca (old: sic vacpeca)
|
| gikvadixady |
gik vadixady
|
| gikvipathi |
gik vipathi
|
| gikvixathi |
gik vixathi
|
| gipbin-verf |
...
|
| gipriphi+6002thah |
...
|
| girco=tic |
ticagirco, K-4.128
|
| girco=toe |
toagirco, toe || girco, K-4.149
|
| gird+12 |
...
|
| gird+20 |
...
|
| girfthi-verf |
...
|
| gishi+gashi |
...
|
| gissid=gid |
gissidagid, gissid || gid
|
| gissid=gike-retro |
gissidragike
|
| gissid=gike |
gissidagike
|
| gissid=sissid_stap |
...
|
| gitthixady |
git thixady
|
| gocco=cotco |
goccoa cotco
|
| gofix+gishi+120gid |
...
|
| gofix=quipdohi |
gofixa quipdohi
|
| gorcgrin |
gorcrin
|
| gotts-snic-polyhedron |
...
|
| gradtathi |
grad tathi
|
| grawvditathi |
grawv ditathi
|
| grawvhidy |
grawv hidy
|
| grawvhixhi |
grawv hixhi
|
| grico=gippic |
..., grico || gippic
|
| grid=ffx-ti=xf-tid=ffx-ti=grid |
..., xFoFx3xxxxx5xofox&#xt (F=ff=x+f)
|
| grid=tid |
tidagrid, tid || grid, K-4.173
|
| grittagidpith |
gritta gidpith
|
| grix=prix |
..., grix || prix
|
| groh+8 |
...
|
| gwavditathi |
gwav ditathi
|
| gybefh |
gytoph
|
| gyepipapero |
gyepipa pero, K-4.140
|
| hawmcope+cubpy-blend |
...
|
| haxagee |
gahax
|
| hesazee |
zahesa
|
| hex+8oct |
...
|
| hex=ico |
hexaico, hex || ico
|
| hex=rit |
hexarit
|
| hex=sidpith |
hexasidpith
|
| hex=thex |
hexathex
|
| hexalhesa |
hexal hesa
|
| hexaltrahex |
hexal trahex
|
| hexat-slab-blend |
...
|
| hi-120ikadoe |
...
|
| hi=rahi |
hiarahi, hi || rahi
|
| hidicaupretasto |
hidicau pretasto
|
| hit-verf |
...
|
| ho2oh_q |
...
|
| ho3oh_q |
...
|
| hoddatedex |
hoddated ex
|
| hodidgyt+3x2did |
...
|
| hogdhidicup-verf |
hog dhidicup verf
|
| hogdhidicup |
hog dhidicup
|
| hohhonho |
hoh honho
|
| horicoadisti |
horico adisti
|
| hossdap+22sissid |
...
|
| hossidgyt+3x2sissid |
...
|
| hotetaoho |
hotet aoho
|
| hotthibbit |
hot thibbit
|
| howoh-verf |
...
|
| hyp-cube+n-p-honeycomb |
...
|
| icasidpith |
ica sidpith, ico || sidpith
|
| icaupretasto |
icau pretasto
|
| icauprissi |
icau prissi
|
| ico+3tes |
...
|
| ico+gico+24co |
...
|
| ico=dualico |
icoap (alt.: icoalico)
|
| ico=f-hex=hex |
hexu
|
| ico=rico |
icarico
|
| ico=sadi |
..., ico || sadi
|
| ico=spic |
..., ico || spic
|
| ico=srit |
..., ico || srit
|
| ico=tutcup |
ica tutcup, ico || tutcup
|
| id+seihid+sidhid |
...
|
| id-faceting |
...
|
| id=f-doe=tid |
biscrahi
|
| id=f-ike=ike |
iku
|
| id=f-ike=ike=pt |
...
|
| id=ike |
ikaid, ike || id, K-4.137
|
| id=srid=F-ike=ti |
...
|
| id=ti=xf-srid=grid |
tiscsrix
|
| idimsidpixhi |
idim sidpixhi
|
| idsidpixhi |
idsid pixhi
|
| idtid+tidect |
...
|
| ikadobcu-ipe-blend |
...
|
| ike+3gad |
...
|
| ike-6-6-a |
toif
|
| ike-trunc-rhote |
chado
|
| ike=cube-dim-doe=id |
...
|
| ike=doe=id |
ikadoaid
|
| ike=dope |
..., ike || dope
|
| ike=tet-dim-doe=id |
...
|
| ike=u-ike=ti |
iktum
|
| inner-5dim_2_10-luna-of-ex |
...
|
| inpac+72 |
...
|
| irl-verf |
...
|
| irohlohn-verf |
...
|
| kafandoh-verf |
...
|
| lawx-verf |
...
|
| line=ope |
octpyp, line||ope
|
| lt-o8o4xb3x |
...
|
| lt-x3x4x3x8o |
...
|
| lt-x4x3o8o |
...
|
| m2m3o |
...
|
| m2m6o |
...
|
| m2mno |
...
|
| m3m3m3o |
...
|
| m3m3o |
tikit
|
| m3m3o3o |
dutip
|
| m3m4m |
siddykid
|
| m3m4o |
tekah
|
| m3m5o |
pakid
|
| m3o2m3o |
triddit
|
| m3o3m3o |
...
|
| m3o3o3m |
duspid
|
| m3o3o4m |
dusidpith
|
| m3o4m |
sladid (old: sit)
|
| m3o5m |
sladit
|
| midditthix |
middit thix
|
| mifpixady |
mif pixady
|
| mitidrico |
cytid rico
|
| mono-lower-sirco |
...
|
| mono-lower-tic |
...
|
| mrawvhixhi |
mrawv hixhi
|
| n-bicuf |
n-cufbil
|
| n-co-dip |
n,co-dip
|
| n-co-dippip |
n,co-dippip
|
| n-cu=inv-gyro-n-cu |
n-gytpuf
|
| n-cu=inv-ortho-n-cu |
n-tepuf
|
| n-cube-dip |
n,cube-dip
|
| n-cube-swirl |
...
|
| n-doe-dip |
n,doe-dip
|
| n-doe-dippip |
n,doe-dippip
|
| n-doe-swirl |
...
|
| n-ex-dip |
n,ex-dip
|
| n-g=dual-n-g=n-p=gyro-n-p |
...
|
| n-g=n-ap |
n-af, K-4.174
|
| n-g=n-appip |
..., N-g || N-appip
|
| n-gad-swirl |
...
|
| n-girco-dip |
n,girco-dip
|
| n-grid-dip |
n,grid-dip
|
| n-hex-dip |
n,hex-dip
|
| n-hi-dip |
n,hi-dip
|
| n-hix-dip |
n,hix-dip
|
| n-ico-dip |
n,ico-dip
|
| n-id-dip |
n,id-dip
|
| n-id-dippip |
n,id-dippip
|
| n-ike-dip |
n,ike-dip
|
| n-ike-dippip |
n,ike-dippip
|
| n-ike-swirl |
...
|
| n-m-ap-dip |
(n,m-ap)-dip
|
| n-m-dafup |
n,m-dafup
|
| n-m-dafupap |
(N,M)-dafupap
|
| n-m-dblapd |
...
|
| n-m-dip |
n,m-dip
|
| n-m-dip=n-m-dafup |
..., N,M-dip || N,M-dafup
|
| n-m-dippip |
n,m-dippip
|
| n-m-k-l-quip |
n,m,p,q-quip
|
| n-m-k-tip |
n,m,k-tip
|
| n-m-k-tippip |
n,m,k-tippip
|
| n-n-dip |
n,n-dip
|
| n-n-dippip |
n,n-dippip
|
| n-n-m-tip |
n,n,k-tip
|
| n-n-n-n-quip |
n,n,n,n-quip
|
| n-n-n-tip |
n,n,n-tip
|
| n-n-n-tippip |
n,n,n-tippip
|
| n-oct-dip |
n,oct-dip
|
| n-oct-dippip |
n,oct-dippip
|
| n-oct-swirl |
...
|
| n-pen-dip |
N,pen-dip
|
| n-py=inv-ortho-n-py |
n-pidpy
|
| n-pyap |
n-apt
|
| n-pyp |
n/d-pyp
|
| n-rahi-dip |
n,rahi-dip
|
| n-rap-dip |
n,rap-dip
|
| n-rico-dip |
n,rico-dip
|
| n-rit-dip |
n,rit-dip
|
| n-ros |
n-sc, n-pyr-pyr
|
| n-rox-dip |
n,rox-dip
|
| n-sirco-dip |
n,sirco-dip
|
| n-srid-dip |
n,srid-dip
|
| n-tes-dip |
n,tes-dip
|
| n-tet-dip |
n,tet-dip
|
| n-tet-dippip |
n,tet-dippip
|
| n-tet-swirl |
...
|
| n-ti-dip |
n,ti-dip
|
| n-tic-dip |
n,tic-dip
|
| n-tid-dip |
n,tid-dip
|
| n-toe-dip |
n,toe-dip
|
| n-tut-dip |
n,tut-dip
|
| n2-ap |
n/2-ap
|
| n=2n-p |
n-puf
|
| n=gyro-3-n-dip |
...
|
| nat-verf |
...
|
| nd-2nd-dip |
n/d,2n/d-dip
|
| nd-2nd-dipcup |
n/d,2n/d-dipcup
|
| nd-af |
n/d-af
|
| nd-ap |
n/d-ap
|
| nd-appip |
n/d-appip
|
| nd-cu |
n/d-cu
|
| nd-cupe |
n/d-cupe
|
| nd-daf |
n/d-daf
|
| nd-mb-dip |
n/d,m/b-dip
|
| nd-nnd-hap |
...
|
| nd-p |
n/d-p
|
| nd-py |
n/d-py
|
| nd=perpmb |
(n/d, m/b)-dow
|
| nd=perpnd |
n/d-dow
|
| noble-93-in-srid |
...
|
| o-au-10-10-dip |
...
|
| o-au-10-20-dip |
...
|
| o-au-5-10-dip |
...
|
| o-au-5-20-dip |
...
|
| o-gyau-10-10-dip |
...
|
| o-gyau-10-20-dip |
...
|
| o3m3m3o |
bideca (old: dudeca)
|
| o3m3o3o |
tibbid (alt.: durap)
|
| o3m3o3o4o |
durat
|
| o3m3o5o |
pibhaki
|
| o3m4m |
tikko
|
| o3m4m3o |
bicont (old: ducont)
|
| o3m4o3o |
tabene
|
| o3o3m3m3o3o |
bife
|
| o3o3m3o3o |
bidot
|
| o3o3o3o3o4o3x |
...
|
| o3o3o3o3o_c3m |
...
|
| o3o3o3o4o3x |
...
|
| o3o3o3o4s3s |
...
|
| o3o3o3o4x3x |
...
|
| o3o3o3o5x |
hitte
|
| o3o3o3ob3x3c |
...
|
| o3o3o4s4a |
...
|
| o3o3o4s4b |
...
|
| o3o3o4x4a |
...
|
| o3o3o4x4b |
...
|
| o3o3o5o52x |
...
|
| o3o3o7x |
heath
|
| o3o3q4x |
...
|
| o3o3s4o |
...
|
| o3o3s4x |
...
|
| o3o3s5o |
...
|
| o3o3s5x |
...
|
| o3o3x3o3b |
ahexah
|
| o3o3x6o |
rihexah
|
| o3o3x7o |
raheath
|
| o3o4o3o4s |
...
|
| o3o4o3o4x |
chont
|
| o3o4o4x |
squah
|
| o3o4o8x |
...
|
| o3o4s4o4a |
...
|
| o3o4x4o |
risquah
|
| o3o4x4o4a |
...
|
| o3o4x4o4b |
...
|
| o3o4x5a |
...
|
| o3o5o10x |
...
|
| o3o5o52o5x |
...
|
| o3o5x5o5b |
...
|
| o3o7x |
heat
|
| o3o8s |
ditetsquat (old: dittitecat)
|
| o3o8x |
ocat
|
| o3oinfinx |
azat
|
| o3q3o4x |
...
|
| o3q4x |
...
|
| o3s3o4s |
...
|
| o3s3o5s |
...
|
| o3s3s3o |
...
|
| o3s3s4o |
...
|
| o3s3s4s |
...
|
| o3s3s5o |
...
|
| o3s3s5s |
...
|
| o3s3x3o |
...
|
| o3s3x4o |
...
|
| o3s3x4s |
...
|
| o3s3x4x |
...
|
| o3s3x5o |
...
|
| o3s3x5s |
...
|
| o3s3x5x |
...
|
| o3s4o |
...
|
| o3s4o3o |
...
|
| o3s4s3o |
...
|
| o3s4s3o5a |
...
|
| o3s4x |
...
|
| o3s4x3o |
...
|
| o3s5o |
...
|
| o3s5x |
...
|
| o3x10o |
tidect
|
| o3x3o3ob3o3c |
...
|
| o3x3o4q |
rerit
|
| o3x3o5f |
rerahi
|
| o3x3o6o |
rath
|
| o3x3o7o |
rahet
|
| o3x3s4o |
...
|
| o3x3s5o |
...
|
| o3x3x3o4a |
cytoth (old: cytitoh)
|
| o3x3x3o5a |
...
|
| o3x3x4o4b |
...
|
| o3x3x4x4b |
...
|
| o3x4o4o52b |
...
|
| o3x4o5a |
...
|
| o3x4o6o |
...
|
| o3x4q |
...
|
| o3x4u |
...
|
| o3x4x3o4a |
cytacoh
|
| o3x4x3o5a |
...
|
| o3x4x3o8o |
...
|
| o3x4x5a |
...
|
| o3x5o3o |
rih
|
| o3x5x3o |
dih
|
| o3x5x3o5a |
...
|
| o3x6o3o |
ritrah
|
| o3x6x3o |
ditrah
|
| o3x7o |
thet
|
| o3x7x |
theat
|
| o3x8o |
toct
|
| o3x8x |
tocat
|
| o3xinfino |
tazt
|
| o3xinfinx |
tazat
|
| o3x_s3s4s |
...
|
| o3x_s3s5s |
...
|
| o3x_s3s6s |
...
|
| o3x_s3sPs |
...
|
| o4m3m4o |
bichon (old: dubatch)
|
| o4m3o3o |
tibbit
|
| o4o3o3o5x |
shitte
|
| o4o3o5x |
doehon
|
| o4o3o6x |
shexah
|
| o4o3x3o3b |
ashexah
|
| o4o3x3x3b |
...
|
| o4o3x5o |
riddoh
|
| o4o3x5x |
tiddoh
|
| o4o3x6o |
rishexah
|
| o4o5x |
peat
|
| o4o6x |
shexat
|
| o4o8x |
socat
|
| o4s4o3a4s4o3a |
...
|
| o4s4o4s4aQc |
...
|
| o4s4oQo |
...
|
| o4x3o5o |
ripech
|
| o4x3o5s |
...
|
| o4x3o5x |
sriddoh
|
| o4x3o6o |
rihach
|
| o4x3x5o |
ciddoh
|
| o4x3x5x |
griddoh
|
| o4x3x6o |
chexah
|
| o4x4o3a4x4o3a |
...
|
| o4x4o4x4aQc |
...
|
| o4x4oPa |
o4x4oP*a
|
| o4x4oQo |
...
|
| o4x4x4o |
dish
|
| o4x5o |
tepet (old: tepeat)
|
| o4x5x |
topeat
|
| o4x6o |
tehat
|
| o4x6o4o |
...
|
| o4x8o |
teoct
|
| o4xinfino |
tezt
|
| o4xinfinx |
tosquazat
|
| o52f5x |
...
|
| o52s5o |
...
|
| o52s5x |
...
|
| o5m3o3o |
tibbic
|
| o5o10x |
pedecat
|
| o5o3o6x |
phexah
|
| o5o3x3o3b |
aphexah
|
| o5o3x3o5o |
...
|
| o5x3o3o52b |
...
|
| o5x3o5o |
ripped
|
| o5x3o5s |
...
|
| o5x3x5o |
diddoh
|
| o5x6o |
phat
|
| o6o4x3x-o3c |
...
|
| o6o5xinfx-xinfcb3e |
...
|
| o6o5xinfx3b |
...
|
| o6x3o3o3b |
rihihexah
|
| o6xinfo |
hazt
|
| o8o3xb4x-x |
...
|
| o8o4xb3x-x3b |
...
|
| o8o4xb3x |
...
|
| o8x83o3a |
ditoot
|
| oa3oo4bo3oc_zx |
...
|
| oa3xo3oo2xo_zx |
tau ope
|
| oa3xo3xx2xo_zx |
tehipau tuttip
|
| oa3xo4oo2xo_zx |
haucope
|
| oa3xo4xx2xo_zx |
hau ticcup
|
| oa4oo3bo3oc_zx |
...
|
| oa5oo3bo3oc_zx |
...
|
| obo3coc_xt-hi |
...
|
| obo3coc_xt-ico |
...
|
| obo3coc_xt-tes |
...
|
| oct+4gyro3py |
...
|
| oct+6 |
...
|
| oct-trunc-rad |
chic
|
| oct=co=tet |
tetacoaoct
|
| oct=f-tet=tet |
tetu
|
| oct=f-tet=tet=pt |
...
|
| oct=hex |
bidhin (alt.: octahex, tetalrap, tetaltet octtric)
|
| oct=perpoct |
..., oct || perp oct
|
| oct=sirco |
octasirco, oct || sirco, K-4.107
|
| oct=toe |
octatoe, oct || toe
|
| oct=tricu |
octatricu, oct || tricu, K-4.30
|
| oct=tutcup |
octa tutcup, oct || tutcup
|
| oct=xf-co=Fx-co=xxf-toe=F-oct=fx-tut=tet |
...
|
| oct=xf-co=Fx-co=xxf-toe=F-oct=tut |
...
|
| oct=xf-tut=Fx-co=xxf-toe=F-oct=fx-tut=tet |
...
|
| oct=xf-tut=Fx-co=xxf-toe=F-oct=inv-tut |
...
|
| octatethex |
octa tethex
|
| octatratet |
octa tratet
|
| octatut-tricuf-blend |
...
|
| octcotuttric |
octco tuttric
|
| octet-wise-trunc-radh |
...
|
| od3do4oq_zh |
...
|
| odim-thawrow-2_6-luna-of-ex |
...
|
| oFfoo3ooxxF3Fxoxo3ooffx_zx |
...
|
| oFFxx3xxoof3fooxo3ooffx_zx |
...
|
| oFFxx3xxoof3fooxx3xxFFo_zx |
...
|
| oFFxx3xxoxf3Fxxox3oofFx_zx |
...
|
| ofoxFxo3xxFxoox3xoofxfo_xt |
...
|
| ofx3xoo4ooo=o3o4x |
..., ofx3xoo4ooo&#xt || o3o4x
|
| ofx4qoo_xt |
...
|
| oFxFox5AxFoFx2oxofox5ooxofx_zx |
...
|
| oFxx3xxof3foxo3oofx_zx |
...
|
| oFxxFffFof2xoFfxFofFf2FxoFfxFoff2FFFxxxoooF_zx |
...
|
| oFxxox5Fofxfo2oxofox5ooxofx_zx |
...
|
| oFxxx5Fofxo2oxofx5ooxox_zx |
...
|
| oho+8 |
...
|
| ohoahotut |
ohoa hotut
|
| oinfinxinfino |
squazat
|
| oo4ab3ba4oo_zc |
bimtich
|
| oofoo3oxoxo5xooox_xt |
...
|
| ooofxfooo3xoxxoxxox5ofxofoxfo_xt |
...
|
| ooofxxFfooFoofo3oxFxoFxxxFooFxx3xfoxFoofFxxFoox_xt |
...
|
| ooofxxFfooFxofx3oxFxoFxxxFoxFxo3xfoxFoofFxxfooo_xt |
...
|
| oooxfxooo3xoxoxoxox5ofxfofxfo_xt |
...
|
| oooxxxfffFFFVooo2FxfoFfxFofxooVoo2xfFFfoFoxxofooVo2fFxfoFoxFofxoooV_zx |
hexdex
|
| oox3ooo4oxx_xt |
biscpoxic
|
| ooxx3xfox3oxFx_xt |
...
|
| op=tic |
opatic, op || tic, K-4.106
|
| oq2ou_h |
...
|
| oq3oo3qo3oc_zx |
...
|
| oq3oo3qo5oc_zx |
...
|
| oq3oo4ux_zc |
...
|
| oq3oq3oo4dx_zh |
...
|
| oq3oq3oo4uo_zh |
...
|
| oq4oo_h |
...
|
| oq6oo2dx_zh |
...
|
| oqo-nd-coc_xt |
...
|
| oqo3coc_xt |
retrip (alt.: amtrip)
|
| oqo3ooq_xt |
...
|
| oqo5coc_xt |
repip (alt. ampip)
|
| owauprit |
owau prit (alt.: pox spic, alt.: phic prico)
|
| ox32ox3xo |
...
|
| ox3ou3do_zh |
...
|
| ox4oo_h |
...
|
| ox4oo_q |
...
|
| oxFx3xfox5fovo_zxt |
...
|
| oxFxofo3xfoxFxx3ooxfoox_xt |
...
|
| oxo2oxo3oox4ooo_xt |
octpy || octaco
|
| oxo3ooo2oxx3ooo3xoo_xt |
...
|
| oxo3ooo3ooo3xoo3ooo3oxx_xt |
...
|
| oxofofoxo3oofoxofoo5xxoxxxoxx_xt |
...
|
| oxofxfooo3xxxxoxxox5ooxofoxfo_xt |
...
|
| oxofxfoxo3xxFxoxFxx5xxoxFxoxx_xt |
...
|
| oxofxfoxo3xxxxoxxxx5ooxofoxoo_xt |
...
|
| oxoofooxo3oofxoxfoo5xxoxxxoxx_xt |
...
|
| oxoofooxo3oooxoxooo5ooxoooxoo_xt |
telex
|
| oxoxfxooo3xxxoxoxox5ooxfofxfo_xt |
...
|
| oxoxfxoxo3xxxoxoxxx5ooxfofxoo_xt |
...
|
| oxqw2wxwx3ooxx4qwox_zx |
...
|
| oxqwQ2wxwxx3ooxxx4qwoxo_zx |
...
|
| oxqxo8ooooo_qt |
...
|
| oxux3xxoo3oooo_xt |
autpen
|
| oxux3xxoo4xxxx_xt |
...
|
| oxwQ2wxoo3xxxx4oxxo_zx |
...
|
| oxx3ooo3oox |
...
|
| oxx3oox3xxo_xt |
tetaco altut
|
| oxx3xox5oxo |
idasridati
|
| oxx3xxx3oox |
...
|
| oxxFxoAFxxFoxFx3xofxxFoooFxxfox3xFxoFxxFAoxFxxo_xt |
...
|
| p12h4 |
...
|
| p2p5p |
...
|
| pabaccapin |
pabacca pin
|
| pabaccarnit |
pabac carnit
|
| pabacscant |
pabac scant
|
| pabacsirn |
pabac sirn
|
| pabacspan |
pabac span
|
| pabdiskiviphado |
pabdi skiviphado
|
| pabex-x3o4o3a |
...
|
| pabexgee |
bitettut (alt.: pabex gee)
|
| pabexgyetac |
pabex gyetac
|
| pabexhax |
pabex hax
|
| pabexhix |
pabex hix (alt.: thiddipcup)
|
| pabexrat |
pabex rat
|
| pabexsart |
pabex sart
|
| pabextac |
pabex tac
|
| pabexthex |
pabex thex
|
| pac-o3o4x3a |
...
|
| pac-x3o4x3a |
...
|
| pac-x4o3x3o3b |
...
|
| pac-x4o3x3x3b |
...
|
| paccapin |
pacca pin
|
| pacgidpith |
pac gidpith
|
| pacgirco |
pac girco
|
| pacgrit |
pac grit
|
| pacscant |
pac scant
|
| pacsidpith |
pacsid pith (alt: cuba sircobcu)
|
| pacspan |
pac span
|
| padexsnic |
padex snic
|
| padohi=rofix |
..., padohi || rofix
|
| pahtexprit |
pahtex prit
|
| pahtexsidpith |
pahtex sidpith
|
| pahtexsrit |
pahtex srit
|
| pahtextes |
pahtex tes
|
| pap-360 |
...
|
| pap=doe |
papadoe, pap || doe, K-4.81
|
| para-bi-lower-tic |
...
|
| pedisna-verf |
...
|
| pen=invsrip |
penalsrip, pen || inv srip
|
| peppiapero |
peppia pero, K-4.139
|
| pex-o4o3x3o3b |
...
|
| pex-o4o3x3x3b |
...
|
| pex-x3o4o3a |
...
|
| pexhex |
pex hex
|
| pexrat |
pex rat
|
| pexsart |
pex sart
|
| pextac |
pex tac
|
| pextedjak |
thexgyt (alt.: pex tedjak)
|
| pexthex |
pex thex
|
| piboxsrico |
pibox srico
|
| piboxtico |
pibox tico
|
| pinnip+52thah |
...
|
| pinnipdip+15 |
...
|
| pinpith+48 |
...
|
| pinpixhi+1800 |
...
|
| piphid+10tet |
...
|
| pirpop+52thah |
...
|
| pocgippic |
poc gippic
|
| pocprico |
poc prico (alt.: phex spic)
|
| pocuro-wedge |
...
|
| poxprico |
pox prico
|
| poxrico |
pox rico
|
| poxsnic |
pox snic
|
| poxsrico |
pox srico
|
| poxtico |
pox tico
|
| prahi=grix |
..., prahi || grix
|
| prapvixhi |
prap vixhi
|
| prico=gygrico |
..., prico || gyro grico
|
| prip=fx-inv-srip=inv-srip |
sripal pripu
|
| pripagippid |
pripa gippid
|
| pripalgripu |
pripal gripu
|
| prit=grit |
..., prit || grit
|
| proh=gidpith |
..., proh || gidpith
|
| pt353 |
pd{3,5,3}
|
| pt=co |
copy, pt || co
|
| pt=cube=ike |
pta cubaike
|
| pt=did |
didpy, pt || did
|
| pt=gaghi |
gaghipy, pt || gaghi
|
| pt=gidtixhi |
gidtixhipy, pt || gidtixhi
|
| pt=ike=cube |
ptaika cube
|
| pt=ike=doe |
biscex
|
| pt=ike=doe=id |
...
|
| pt=n-p |
n-pipy
|
| pt=sidtixhi |
sidtixhipy, pt || sidtixhi
|
| pt=sishi |
sishipy, pt || sishi
|
| q x3o |
...
|
| q x3o3o |
...
|
| q x3o3o3o |
...
|
| q x4o |
...
|
| q x5o |
...
|
| q x6o |
...
|
| q x8o |
...
|
| q3o3o4x |
...
|
| q3o3x |
...
|
| q3o4o3x |
...
|
| q3o4x |
...
|
| q3o5x |
...
|
| q3q4x |
...
|
| q3x3o |
...
|
| q3x4x |
...
|
| Qo2oq4xx_zh |
...
|
| qo2oq_h |
...
|
| qo2ou_h |
...
|
| qo2ox3xx4oo_zx |
coatobcu
|
| qo2ox3xx4xx_zx |
tica gircobcu
|
| qo3oo3oo_x |
...
|
| Qo3oo3oq4xx_zh |
...
|
| Qo3oo4xd_zh |
...
|
| qo3oo_h |
...
|
| qo3oo_x |
...
|
| qo3oq3oo_x |
...
|
| Qo3oq4ox_ze |
...
|
| qo3oq_x |
...
|
| qo3qq4ox_zc |
...
|
| qq3o3o4x |
...
|
| qQo2oqQ2Qoq_zh |
snit
|
| qridaquitgissidu |
qridaquit gissidu
|
| quacant-verf |
...
|
| quadpagaxhi |
quad pagaxhi
|
| quercoaquithu |
quercoa quithu
|
| quitgashi |
quit gashi
|
| quitgishi |
quit gishi
|
| quitgissid |
quit gissid
|
| quitgissiddip |
quit gissiddip
|
| quitgogishi |
quit gogishi
|
| quitsishi |
quit sishi
|
| quitsissid |
quit sissid
|
| quitsissid=gird |
quit sissidagird
|
| quitsissiddip |
quit sissiddip
|
| r30+r60 |
...
|
| raccoth-verf |
...
|
| radah-verf |
...
|
| raded-1-10-5-5 |
...
|
| raded=3doe |
raded adoe
|
| radedadoe |
raded adoe
|
| radedatigid |
radeda tigid, raded || tigid
|
| ragaghi=tigaghi |
..., ragaghi || tigaghi
|
| rahi=sidpixhi |
rahia sidpixhi
|
| rahi=tex |
..., rahi || tex
|
| rap=f-pen=pen |
penu
|
| rap=invprip |
rapalprip, rap || inv prip
|
| rap=invtip |
rapaltip
|
| rap=u-rap=grip |
raptum
|
| rapapenp |
rapa penp
|
| rappisdi+mesdi |
...
|
| rappisdi-verf |
dritit (old: sipstar)
|
| rasishia+2x2rasishi |
...
|
| ratchet-verf |
...
|
| rawcax-verf |
...
|
| rawvidtixady |
rawvid tixady
|
| rect-batatoh |
recytatoh (old: rebtatoh)
|
| rect-batch |
rebatch
|
| rect-cont |
recont
|
| rect-deca |
redeca
|
| rect-icoap |
...
|
| rect-o4x4o3a4x4o3a |
...
|
| rect-spic |
respic
|
| rect-spid |
respid
|
| rect-tedjak |
rettidjak
|
| rect-x4o3o4x4b |
...
|
| rectangular trapezoprism |
recta
|
| reduced_ofx32oxx3ooo_xt |
...
|
| reduced_ofx32oxx3xxx_xt |
...
|
| reduced_ofx32oxx4ooo_xt |
...
|
| reduced_ox32xx4oo_x |
...
|
| retratip-blend |
...
|
| rhomb-uBxx3uxBx3xooA3a_zx |
...
|
| rhomb-uBxx3xoAo3xooA3a_zx |
...
|
| rhomb-xAoo3xoAo3xooA3a_zx |
...
|
| rhombic-5-103-oo |
...
|
| ri+12_2 |
...
|
| ri+12_4 |
...
|
| rico-cap-aug-thex-rot |
...
|
| rico=f-ico=ico |
icou
|
| rico=gysrico |
..., rico || gyro srico
|
| rico=proh |
..., rico || proh
|
| rico=sadi |
ricoasadi
|
| rico=tico |
ricoatico
|
| ricoaticotum |
ricoa ticotum
|
| rigfix=quipdohi |
..., rigfix || quipdohi
|
| rigfix=sirgaghi |
..., rigfix || sirgaghi
|
| rinah-verf |
...
|
| ripahi+6002thah |
...
|
| rit=gyrorit |
rita (old: ritag rit)
|
| rit=tah |
ritatah, rit || tah
|
| rit=tat |
..., rit || tat
|
| rit=thex |
ritathex
|
| ritagthex |
ritag thex
|
| ritasidpith |
rita sidpith, rit || sidpith
|
| rix=f-hix=hix |
hixu
|
| rofix=sirsashi |
..., rofix || sirsashi
|
| rojakahejak |
rojaka hejak
|
| rotunda-of-ex |
...
|
| rox+720pip |
...
|
| rox=hi |
roxahi, rox || hi
|
| s2no2o3o4s |
...
|
| s2nx2o3o4s |
...
|
| s2nx2xmo |
...
|
| s2s2s2nx |
(2,2n)-pap
|
| s2s2s3s |
ditdap
|
| s2s2s4x |
dispap
|
| s2s2s6x |
dihipap
|
| s2s2sns |
2,n-dap
|
| s2s3s3s |
pikap (alt.: snittap)
|
| s2s3s4o3o |
sadiap
|
| s2s3s4o3x |
prissia
|
| s2s3s4s |
sniccap
|
| s2s3s4x |
pysna
|
| s2s3s5s |
sniddap
|
| s2x2s4x |
...
|
| s32o3s |
...
|
| s32s3x3a |
...
|
| s3o3o4s |
...
|
| s3o3o5s |
...
|
| s3o3s3o |
...
|
| s3o3s4s |
...
|
| s3o3s4x |
...
|
| s3o3s5o |
...
|
| s3o3s5s |
...
|
| s3o3s5x |
...
|
| s3o4o3s |
...
|
| s3o4s |
...
|
| s3o4s3o |
...
|
| s3o5s |
...
|
| s3s3o3s |
...
|
| s3s3o4s |
...
|
| s3s3o5s |
...
|
| s3s3s3o |
...
|
| s3s3s3s |
snip / snad
|
| s3s3s3s3a |
bisch
|
| s3s3s3s4o |
snippit (old: spitac, alt.: snahin)
|
| s3s3s3x |
...
|
| s3s3s4s |
snet
|
| s3s3s4x |
pysnet
|
| s3s3s5o |
...
|
| s3s3s5s |
snixhi (old: snahi)
|
| s3s3s5x |
...
|
| s3s3sinfina |
...
|
| s3s3x3s |
...
|
| s3s3x4s |
...
|
| s3s3x5s |
...
|
| s3s3x_b3o |
...
|
| s3s4o3o |
...
|
| s3s4o3o3o4o |
...
|
| s3s4o3o3x |
capshot
|
| s3s4o3o4o |
...
|
| s3s4o3o4o3o |
...
|
| s3s4o3s |
...
|
| s3s4o4o |
...
|
| s3s4o4x |
...
|
| s3s4s3o |
...
|
| s3s4s3s |
sni (old: snico) / snoc
|
| s3s4s3x |
...
|
| s3s4s5a |
...
|
| s3s4x3s |
...
|
| s3s5o52o |
...
|
| s3s5o52x |
...
|
| s3s6o3x |
pristrah
|
| s3s7s |
snathet
|
| s3s8o |
stititet
|
| s3s8s |
snatoct
|
| s3sinfins |
snatazt
|
| s3x3o |
...
|
| s3x3o4s |
...
|
| s3x3o5s |
...
|
| s3x3s3o |
...
|
| s3x3s3x |
...
|
| s3x3s4s |
...
|
| s3x3s4x |
...
|
| s3x3s5o |
...
|
| s3x3s5s |
...
|
| s3x3s5x |
...
|
| s3x3x3s |
...
|
| s3x3x4s |
...
|
| s3x3x5s |
...
|
| s3x4s |
...
|
| s3x4s3o |
...
|
| s3x4s3x |
...
|
| s3x4x3s |
...
|
| s3x5s |
...
|
| s4o3o3o3b |
ahach
|
| s4o3o4s4b |
...
|
| s4o3o6x |
birachach
|
| s4o3x3o4s |
cesratit
|
| s4o4o4s+x4x4o4o4a-blend |
...
|
| s4o4o4s |
...
|
| s4o4s4o |
...
|
| s4oPo4s |
...
|
| s4s3s4o |
serch
|
| s4s3s4x |
esch
|
| s4s5s |
stepet
|
| s4x2o3o4s |
...
|
| s4x2s4x |
...
|
| s4x2x3o |
...
|
| s4x2x3o4s |
...
|
| s4x3o4s |
rusch
|
| s4x3x4s |
gabreth
|
| s52o5s |
...
|
| s52x5s |
...
|
| s5s3s5s |
...
|
| s5s5s |
spepat
|
| s60r60p12h30 |
...
|
| s6o2o3o4s |
...
|
| s6x2o3o4s |
...
|
| sabbadipady+sanbathi |
gaqrigohi
|
| sadphiddix |
sad phiddix
|
| sadtefpixady |
sadtef pixady
|
| safthi-verf |
...
|
| sandtathi |
sand tathi
|
| saquidpaxhi |
saquid paxhi
|
| sarxagippixtum |
sarxa gippixtum
|
| scalalscal |
scala (old: scalal scal)
|
| scalaspil |
scala spil
|
| seditpathi |
sedit pathi
|
| seed-at-oct-edge |
...
|
| seed-at-oct-face |
...
|
| sefditdixdy |
sefdit dixdy
|
| sefraditthix |
sefradit thix
|
| setut-verf |
...
|
| shafipto+32tet |
...
|
| sibrid-conj |
...
|
| sicrax |
rocrax (old: sircrax)
|
| sidditpaxhi |
siddit paxhi
|
| sidditthix |
siddit thix
|
| siddy+12 |
...
|
| siddy+20 |
...
|
| sidhiquitpaddy |
sidhiquit paddy
|
| sidpippadia+240x2sissid |
...
|
| sidpippadia |
sid pippadia
|
| sidpippady+120sissid |
...
|
| sidpippady |
sid pippady
|
| sidpith=prit |
..., sidpith || prit
|
| sidpith=tat |
..., sidpith || tat
|
| sidpixhi=srix |
..., sidpixhi || srix
|
| sidthidyhi |
sidthidy hi
|
| sidthipady |
sid thipady
|
| sidtid+ditdid+gidtid |
...
|
| sidtid+ditdid |
...
|
| sidtid+gidtid |
...
|
| sidtid-0-3-3-3 |
trippescu
|
| sidtid=siid |
sidtidasiid
|
| sidtipathi |
sid tipathi
|
| sidtixhi+dox |
...
|
| sikvadixady |
sik vadixady
|
| sikvipathi |
sik vipathi
|
| sikvixathi |
sik vixathi
|
| sinfinsinfins |
sazazat
|
| sinfo2o3x6s |
..., s∞o2o3x6s
|
| sinfo2s3s6s |
..., s∞o2s3s6s
|
| sinfo2s3s6x |
..., s∞o2s3s6x
|
| sinfo2s4s4s |
..., s∞o2s4s4s
|
| sinfo2s4s4x |
edge-snub square prismatic honeycomb
|
| sinfo2s4x4s |
..., s∞o2s4x4s
|
| sinfo2s4x4x |
..., s∞o2s4x4x
|
| sinfo2x3x6s |
..., s∞o2x3x6s
|
| sinfo2x4s4x |
..., s∞o2x4s4x
|
| sinfx2o3x6s |
..., s∞x2o3x6s
|
| sinfx2s3s6s |
..., s∞x2s3s6s
|
| sirco=co |
coasirco, co || sirco, K-4.61
|
| sirco=cube |
cubasirco, cube || sirco, K-4.71
|
| sirco=girco |
sircoagirco, sirco || girco
|
| sirco=toe |
sircoatoe, sirco || toe, K-4.75
|
| sircoacope |
sirco acope
|
| sircoaticcup |
sircoa ticcup
|
| sird+12 |
...
|
| sird+20 |
...
|
| sirdatady+1440 |
...
|
| sirdop+10 |
...
|
| sirdtapady+6002tet |
...
|
| sirfthi-verf |
...
|
| sirhin-conj |
...
|
| sishi+gaghi+120did |
...
|
| sishi+gaghi+idhi |
...
|
| sishi+gridixhi |
...
|
| sishi+idhi |
...
|
| sishi+ofiddady |
...
|
| sishi+paphicki+gridaphi |
...
|
| sishi=fix |
..., sishi || fix
|
| sishiap+22sishi |
...
|
| sishiap |
sishia
|
| sissid+3gike |
...
|
| sissid=3doe |
sissid || 3doe
|
| sissid=did |
sissidadid, sissid || did
|
| sissid=doe |
sissidadoe
|
| sissid=gad |
sissidagad, sissid || gad
|
| sissid=raded |
sissidaraded, sissid || raded
|
| sitthixady |
sit thixady
|
| sixfipady+1200tet |
...
|
| sixfipady |
six fipady
|
| skivdatapixady |
skiv datapixady
|
| snifthi-verf |
...
|
| sns2s2mx |
(n,2m)-pap
|
| sns2sms |
n,m-dap
|
| sphenated-deep-parabidiminished-rahi |
...
|
| spic=srico |
..., spic || srico
|
| spid-dim-ex |
idimex
|
| spid=deca |
spidadeca, spid || deca
|
| spidarappip |
spida rappip
|
| spil-verf |
...
|
| spix-verf |
...
|
| sporaggix |
sporraggix
|
| spriphi+6002thah |
...
|
| spript+162thah |
...
|
| spt353 |
spd{3,5,3} (old: spt{3,5,3})
|
| squabicuf |
squacufbil
|
| squap-72 |
...
|
| squap4 |
...
|
| squappip+2cubpy-blend |
...
|
| squappip+2squappy-blend |
...
|
| squashed-sphenated-deep-parabidiminished-rahi |
...
|
| squat+infin2aze |
cosa
|
| squippy=squacu |
squippia squacu, K-4.109
|
| srahi=xhi |
..., srahi || xhi
|
| srawvditathi |
srawv ditathi
|
| srawvhidy |
srawv hidy
|
| srawvhixhi |
srawv hixhi
|
| srico=cont |
..., srico || cont
|
| srico=prico |
..., srico || prico
|
| srid=doe |
doasrid, doe || srid, K-4.152
|
| srid=ff-ike=f-doe=ff-ike=srid |
..., xFoFx3ooooo5xofox&#xt (F=ff=x+f)
|
| srid=id |
idasrid, id || srid, K-4.131
|
| srid=ti |
sridati, srid || ti, K-4.126
|
| srip=f-rap=rap |
rapu
|
| srip=invgrip |
sripalgrip, srip || inv grip
|
| srip=xu-srip=gippid |
sripa gippidtum
|
| srit=proh |
..., srit || proh
|
| srix=srahi |
srixasrahi
|
| sroh+8 |
...
|
| sto+16tet |
...
|
| stutcadoca |
stut cadoca
|
| stutdixady |
stut dixady
|
| stutphiddix |
stut phiddix
|
| stutphiddixa |
stut phiddixa
|
| stutpixady |
stut pixady
|
| stutthix |
stut thix
|
| stutxethi |
stut xethi
|
| swavditathi |
swav ditathi
|
| s_10-8-4-6 |
...
|
| t12s12p12h8 |
phexid
|
| t20r60 |
...
|
| t20r60h30 |
...
|
| t20s60r30p12 |
exrhote
|
| t24s6r12 |
...
|
| t32s6h12 |
...
|
| t8r24 |
...
|
| t8s30r12 |
exrad
|
| tah=grit |
..., tah || grit
|
| tah=gyrotah |
taha (old: tahagtah), tah || gyro tah
|
| tat=grit |
..., tat || grit
|
| tat=prit |
..., tat || prit
|
| teddi=doe |
teddi adoe, teddi || doe, K-4.83
|
| teddi=id |
teddi aid, teddi || id, K-4.147
|
| tes=sadi |
..., tes || sadi
|
| tes=srit |
..., tes || srit
|
| tet-dim-doe |
teddoe
|
| tet-lower-sirco |
patex sirco
|
| tet-trunc-cube |
chat (alt.: patex cube)
|
| tet=invtepe |
tetaf (alt.: tetaltepe, tettet altettric)
|
| tet=invtut |
tetaltut, tet || inv. tut
|
| tet=tricu |
tetatricu, tet || tricu, K-4.24
|
| tetacoacube |
tetacoa cube
|
| tetacoaltepetric |
tetaco altepetric
|
| tetacoausrip |
tetaco ausrip
|
| tetaltetdip |
tetal tetdip
|
| tetaltratet |
tetal tratet
|
| tetaope |
teta ope (alt.: octarap, tetoct octtric)
|
| tetasquip |
tetcubedaw (alt.: daworsquip)
|
| tetatroct |
teta troct
|
| tetatuttip |
teta tuttip (alt.: tettut tuttric)
|
| tetcotuttric |
tetco tuttric
|
| tetdippaoctdip |
tetdippa octdip
|
| tetep |
tritep (alt: dycufbil)
|
| tethexaico |
tethex aico
|
| tetrappaloctrap |
tetrappal octrap
|
| tewauthawrorh |
tewau thawrorh
|
| tex=sidpixhi |
..., tex || sidpixhi
|
| thawro-pyrite |
...
|
| thawro-rhomb |
thawrorh
|
| thawro-wedge |
...
|
| thawrow-1_6-luna-of-ex |
...
|
| thawrow-2_6-luna-of-ex |
...
|
| thex=gyrothex |
thexa (old: thexag thex), thex || gyro thex
|
| thex=prit |
..., thex || prit
|
| thex=tah |
thexatah
|
| thidlaq |
thid
|
| thootthibbit |
thoot thibbit
|
| thotthibbit |
thot thibbit
|
| ti=id |
idati, id || ti, K-4.158
|
| ti=xf-srid=grid |
arse biscrahi
|
| tic-tut-polyhedron |
...
|
| tic=co |
coatic, K-4.129
|
| tic=fx-sirco=sirco |
sirco aticu
|
| tic=fx-sirco=sirco=cube |
...
|
| tic=sirco |
sircoatic, sirco || tic, K-4.100
|
| tic=toe |
toatic, toe || tic, K-4.98
|
| ticcagircope |
ticca gircope
|
| ticcasircope |
ticca sircope
|
| tico=gidpith |
..., tico || gidpith
|
| tico=gyprico |
..., tico || gyro prico
|
| tico=prissi |
..., tico || prissi
|
| tid=fx-srid=srid |
sridatidu
|
| tid=fx-srid=srid=doe |
...
|
| tid=srid |
sridatid, K-4.159
|
| tid=ti |
tiatid, ti || tid, K-4.151
|
| tid=xf-srid=fx-ti=tid |
arsdod depabdirox
|
| tid=xf-ti=Fx-srid=grid |
...
|
| tiggy=gaquatid |
tiggia gaquatid
|
| tin-verf |
...
|
| tip=prip |
tipaprip, tip || prip
|
| tisdipaltratet |
tisdip altratet
|
| toasircope |
toa sircope
|
| tobcu=tut |
tobcuatut, tobcu || tut, K-4.49
|
| toe=co |
coatoe, co || toe, K-4.95
|
| toe=tut |
tutatoe, tut || toe, K-4.76
|
| toe=tutcup |
tutcupa toe (alt.: tutaltut toetric)
|
| topax-verf |
...
|
| toroidal bistiscu |
...
|
| toroidal-tiler |
...
|
| tosotthibbit |
tosot thibbit
|
| trahexaico |
trahex aico
|
| trahexdafup |
trahex dafup
|
| trap-600 |
...
|
| trap-96 |
...
|
| tratetaltroct |
tratet altroct
|
| trialtrahex |
trial trahex
|
| trialtrapen |
trial trapen
|
| trialtratet |
trial tratet
|
| trialtricupe |
trial tricupe
|
| trialtriddip |
trial triddip
|
| tricu=tut |
tricuatut, tricu || tut, K-4.50
|
| triddipabltratrip |
triddipabl tratrip
|
| triddipahip |
triddipa hip
|
| triddipalthiddip |
triddip althiddip
|
| triddippahiddip |
triddippa hiddip
|
| triddippatridafup |
triddippa tridafup
|
| trip=gybef |
..., trip || gybef
|
| trip=refl-ortho-trip |
dygytpuf, K-4.13
|
| tripaltriddip |
tripal triddip
|
| tripathiddip |
tripa thiddip
|
| triptricudaw |
tripgytricudaw
|
| tritraope |
tritra ope
|
| trunc-batatoh |
tacytatoh (old: tabtatoh)
|
| trunc-batch |
tabatch
|
| trunc-cont |
ticont
|
| trunc-deca |
tadeca
|
| trunc-icoap |
...
|
| trunc-o4x4o3a4x4o3a |
...
|
| trunc-spic |
tispic
|
| trunc-spid |
tispid
|
| trunc-tedjak |
tettidjak
|
| trunc-tic |
dittec
|
| trunc-toe |
dittoe
|
| trunc-triddip |
tatriddip
|
| trunc-trip |
titrip
|
| trunc-tut |
dittet
|
| trunc-x4o3o4x4b |
...
|
| tut=fx-co=co |
coatutu
|
| tut=fx-co=co=tet |
...
|
| tut=invtut |
tuta (alt.: pabdirit, tutcup, tutaltut), tut || inv tut, K-4.55
|
| tut=oct |
octatut, oct || tut, K-4.52
|
| tut=tet |
tetatut, K-4.56
|
| tut=toe=inv-tut |
tutatoe gybcu
|
| tutatoasirco |
tutatoa sirco
|
| tutatoeaugrip |
tutatoe augrip
|
| tuttipatoe |
tuttipa toe (alt.: tuttut totric)
|
| tuttipatope |
tuttipa tope
|
| twagygriddip |
twagy griddip
|
| twagytiddip |
twagy tiddip
|
| twaudoaid |
twau doaid
|
| twaugriddip |
twau griddip
|
| twauiddip |
twau iddip
|
| twausridati |
twau sridati
|
| twausriddip |
twau sriddip
|
| twautiddip |
twau tiddip
|
| twautipe |
twau tipe
|
| u q3o |
...
|
| u x3o |
...
|
| u x4o |
...
|
| u x5o |
...
|
| u x6o |
...
|
| u3o3x |
...
|
| u3o4x |
...
|
| u3x3o |
...
|
| u3x4o |
...
|
| uBxx3uxBx3xooA3a_zx |
...
|
| uBxx3xoAo3xooA3a_zx |
...
|
| uo2oq6oo_zh |
...
|
| uo2ou_h |
...
|
| uo3ox3xo3ou_zq |
...
|
| uo3xo4oQ_zh |
...
|
| uoo2oux_zqhq |
...
|
| v f3o |
...
|
| v f52o |
...
|
| v x3o |
...
|
| v x5o |
...
|
| v3o3x |
...
|
| v3o5f |
...
|
| v3x3o |
...
|
| v3x5f |
...
|
| vov3ofx_xt |
...
|
| w x4o |
...
|
| w x8o |
...
|
| w3x3o |
...
|
| w3x4x |
...
|
| wacope+cubpy-blend |
...
|
| wells-4-5 |
...
|
| wells-diamond-ike-oct |
...
|
| wx2ox3xx4oo_zx |
...
|
| wx2ox3xx4xx_zx |
...
|
| wx2xx3oq_q |
...
|
| x f3o |
...
|
| x f52o |
...
|
| x h3o |
...
|
| x q3o |
...
|
| x q4o |
...
|
| x u3o |
...
|
| x v5o |
...
|
| x x3o8o |
otratip
|
| x x5o4o |
peatip
|
| x x6o4o |
shexatip
|
| x-o4x6o4o |
...
|
| x-x3o5xc4o |
...
|
| x3-x5f |
...
|
| x32s3x |
...
|
| x3f4o |
...
|
| x3f5o |
...
|
| x3o10o |
detrat
|
| x3o3o b5o |
apech
|
| x3o3o b5x |
birapech
|
| x3o3o3o4o3o |
...
|
| x3o3o3o5o |
pente (old: pennit)
|
| x3o3o3ob3o3c |
...
|
| x3o3o3x4a |
cyticth
|
| x3o3o3x5a |
...
|
| x3o3o4o3a |
gacocaddit
|
| x3o3o4q |
...
|
| x3o3o5o3a |
...
|
| x3o3o5o52o |
...
|
| x3o3o5v |
...
|
| x3o3o6o |
thon
|
| x3o3o7o |
hetoh
|
| x3o3ob3o5o |
...
|
| x3o3oinfina |
...
|
| x3o3s4o |
...
|
| x3o3s4x |
...
|
| x3o3s5o |
...
|
| x3o3s5x |
...
|
| x3o3x3o4a |
ritch
|
| x3o3x3o5a |
...
|
| x3o4o3o4o |
...
|
| x3o4o3x5a |
...
|
| x3o4o4a |
ditetetrat
|
| x3o4o4o |
octh
|
| x3o4o4o4a |
...
|
| x3o4o5a |
ditetpeat
|
| x3o4q |
reco
|
| x3o4q3o |
rerico
|
| x3o4s3o |
...
|
| x3o4s4o |
...
|
| x3o4x3o4a |
racoh
|
| x3o4x3o4x3o4a-d_b-e_c-f |
...
|
| x3o4x3o5a |
...
|
| x3o4x4a |
sittiteteat
|
| x3o4x4o |
srocth
|
| x3o4x5a |
...
|
| x3o5f |
rid
|
| x3o5o3o |
ikhon
|
| x3o5o3x |
spiddih
|
| x3o5o52o5o |
...
|
| x3o5x3o |
srih
|
| x3o5x3o5a |
...
|
| x3o5x3o5x3o5a-d_b-e_c-f |
...
|
| x3o5x5o3a |
...
|
| x3o5xb4o |
...
|
| x3o6o3o |
trah
|
| x3o6o3o6a |
...
|
| x3o6o3x |
spidditrah
|
| x3o6x3o |
sritrah
|
| x3o7o |
hetrat
|
| x3o7x |
srothet (old: sirthet)
|
| x3o8o |
otrat
|
| x3o8s |
sittitetrat
|
| x3o8x |
srotoct (old: sirtoct)
|
| x3oinfino |
aztrat
|
| x3oinfinx |
srotazt
|
| x3o_s3s4s |
...
|
| x3o_s3s5s |
...
|
| x3o_s3s6s |
...
|
| x3o_s3sPs |
...
|
| x3q3o |
...
|
| x3s3o |
...
|
| x3s3o3o |
...
|
| x3s3o3s |
...
|
| x3s3o3x |
...
|
| x3s3o4o |
...
|
| x3s3o4s |
...
|
| x3s3o4x |
...
|
| x3s3o5o |
...
|
| x3s3o5s |
...
|
| x3s3o5x |
...
|
| x3s3s3x |
...
|
| x3s3s4o |
...
|
| x3s3s4s |
...
|
| x3s3s4x |
...
|
| x3s3s5o |
...
|
| x3s3s5s |
...
|
| x3s3s5x |
...
|
| x3s3x4s |
...
|
| x3s3x5s |
...
|
| x3s4o |
...
|
| x3s4o3o |
...
|
| x3s4o3s |
...
|
| x3s4o3x |
...
|
| x3s4s3x |
...
|
| x3s5o |
...
|
| x3u3o |
...
|
| x3u4o |
...
|
| x3v3o |
...
|
| x3w3o |
...
|
| x3w4o |
...
|
| x3x3o b5o |
tapech
|
| x3x3o b5x |
bitapech
|
| x3x3o3o3a3c |
quishexah
|
| x3x3o3o4a |
cytitch
|
| x3x3o3o5a |
...
|
| x3x3o3x4a |
titch
|
| x3x3o3x5a |
...
|
| x3x3oinfina |
...
|
| x3x3s3o |
...
|
| x3x3s4o |
...
|
| x3x3s5o |
...
|
| x3x3u |
...
|
| x3x3x3o4a |
titdoh
|
| x3x3x3o5a |
...
|
| x3x3x3x4a |
otitch
|
| x3x3x3x5a |
...
|
| x3x4o3o3o4o |
...
|
| x3x4o3o4a |
cytoch
|
| x3x4o3o4o |
...
|
| x3x4o3o4o3o |
...
|
| x3x4o3o5a |
...
|
| x3x4o3x5a |
...
|
| x3x4o4o |
tocth
|
| x3x4o4s |
...
|
| x3x4o4x |
prisquah
|
| x3x4o5a |
...
|
| x3x4o6o |
...
|
| x3x4q |
...
|
| x3x4s3o |
...
|
| x3x4x3o4a |
tucoh
|
| x3x4x3o5a |
...
|
| x3x4x3x4a |
otacoh
|
| x3x4x3x5a |
...
|
| x3x4x3x8o |
...
|
| x3x4x5a |
...
|
| x3x5o3o |
tih
|
| x3x5o3o5a |
...
|
| x3x5o3x |
prih
|
| x3x5x3o |
grih
|
| x3x5x3x |
gipiddih
|
| x3x5x3x5a |
...
|
| x3x6o3o |
hexah
|
| x3x6o3x |
pritrah
|
| x3x7o |
thetrat
|
| x3x7x |
grothet (old: othet)
|
| x3x8o |
totrat
|
| x3x8x |
grotoct (old: otoct)
|
| x3xinfino |
taztrat
|
| x3xinfinx |
grotazt
|
| x3x_s3s4s |
...
|
| x3x_s3s5s |
...
|
| x3x_s3s6s |
...
|
| x3x_s3sPs |
...
|
| x4o3o3o3a |
gadtatdic
|
| x4o3o3o3b |
hachon
|
| x4o3o3o4o |
...
|
| x4o3o3o5o |
pitest
|
| x4o3o4o3a |
cohon
|
| x4o3o4x4b |
...
|
| x4o3o5o |
pechon
|
| x4o3o5o3a |
...
|
| x4o3o5x |
sidpicdoh
|
| x4o3o6x |
sidpichexah
|
| x4o3x3o3b |
birashexah
|
| x4o3x3x3b |
...
|
| x4o3x5o |
sripech
|
| x4o3x5x |
pripech
|
| x4o4o4o |
sisquah
|
| x4o4o4x |
spiddish
|
| x4o4o52a |
siditetpeat
|
| x4o4ob3o |
...
|
| x4o5o |
pesquat
|
| x4o5x |
srotepet
|
| x4o6o |
hisquat
|
| x4o6x |
srotehat
|
| x4o8o |
osquat
|
| x4o8x |
sroteoct
|
| x4oinfino |
asquat
|
| x4oinfinx |
srotezt
|
| x4oPo4x |
...
|
| x4s3s4o |
casch
|
| x4s3s4x |
cabisch
|
| x4s4ob3s |
...
|
| x4x3o5o |
tipech
|
| x4x3o5x |
priddoh
|
| x4x3o8o |
...
|
| x4x3x5o |
gripech
|
| x4x3x5x |
gidpicdoh
|
| x4x3x8o |
...
|
| x4x4o4o |
tissish
|
| x4x4o4o4a |
...
|
| x4x4o5o |
...
|
| x4x4x4o |
tisquah
|
| x4x5o |
topesquat
|
| x4x5x |
grotepet (old: opeat)
|
| x4x6o |
thisquat
|
| x4x6x |
grotehat
|
| x4xinfino |
tasquat
|
| x52o5o4o |
...
|
| x52s5o |
...
|
| x5o10o |
depat
|
| x5o3o3o3a |
...
|
| x5o3o3o5o |
phitte
|
| x5o3o3o5x |
...
|
| x5o3o4o3a |
...
|
| x5o3o5o |
pedhon
|
| x5o3o5o3a |
...
|
| x5o3o5x |
spidded
|
| x5o3o6o |
hedhon
|
| x5o3x5o |
sripped
|
| x5o5o b52o |
...
|
| x5o5o |
pepat
|
| x5o6o |
hipat
|
| x5x3o5o |
tipped
|
| x5x3o5x |
pripped
|
| x5x3x5o |
gripped
|
| x5x3x5x |
gipidded
|
| x5x5o |
topepat
|
| x6o3o6o |
hihexah
|
| x6o3o6x |
spiddihexah
|
| x6o6o |
hihexat
|
| x6s6o |
...
|
| x6x6o |
thihexat
|
| x72o7o |
sheat
|
| x7o72o |
gheat
|
| x8o4ob3o |
...
|
| x8o8o |
ococat
|
| xAFxx3ooxxF3Fxoxo3ooffx_zx |
...
|
| xb3xo3oo2xo_zx |
tetripau tuttip
|
| xb3xo3xx2xo_zx |
tau tope
|
| xb3xo4oo2xo_zx |
hautope
|
| xb3xo4xx2xo_zx |
hau gircope
|
| xfF2fFx2Fxf_zx |
pysnic
|
| xFfoo3xoxxF3fxoxo3ooffx_zx |
...
|
| xFfxo3xoxoF3fxooo3oofFx_zx |
...
|
| xfo3foo5oxf_zx |
...
|
| xfoa3fooo5oxfo_zx |
...
|
| xfoa3fooo5xuFx_zx |
...
|
| xfoE3fooo5xuFx_zxt |
...
|
| xfofx3ooxoo5xxxxx |
...
|
| xfofxxfoFxfxo3ooxxoFxFoxxoo3oxfxFofxxfofx_xt |
...
|
| xfooo5xofxo2oxofx5ooxox_zx |
...
|
| xfox2oxfo3ooox_xt |
...
|
| xfV2fVx2Vxf_zq |
pysnic
|
| xhi=thi |
..., xhi || thi
|
| xinfinoinfino |
azazat
|
| xinfx3o5a |
dazatrapeat
|
| xinfx5o |
topazat
|
| xinfx5o6o |
...
|
| xo2oq_q |
...
|
| xo2ox_h |
...
|
| xo2ox_k |
...
|
| xo2ox_q |
...
|
| xo32ox_q |
trirp (variant)
|
| xo3oo2ox3oo2ox3oo_zx |
tratriddipdit
|
| xo3oo2ox_q |
...
|
| xo3oo3oo3ox_q |
...
|
| xo3oo3oo_q |
...
|
| xo3oo3ox_q |
...
|
| xo3oo_q |
...
|
| xo3ox2qo3oq_zx |
...
|
| xo3ox_h |
...
|
| xo3ox_q |
...
|
| xo3uo3ou3ox_zh |
...
|
| xo3yo3oy3ox_zc |
bited (old: sidwapid)
|
| xo3yo4oy3ox_zc |
bitec (old: sidwapic)
|
| xo4ox_q |
...
|
| xo4yo3oy4ox_zc |
bitach
|
| xoBo3ofox3xooo_xt |
...
|
| xofo3ofox5xoxx_xt |
...
|
| xofo3ooox3oxoo_xt |
...
|
| xofo5ofox_xt |
...
|
| xofox2ooxfo3oxoox_xt |
...
|
| xofxxFfooFxfo3xxxoFxxxFoxxx3ofxFoofFxxfox_xt |
...
|
| xoo3ofx5xox_xt |
...
|
| xoofoox3ofxoxfo5xoxxxox_xt |
...
|
| xooFxxFfooFoofo3xxFooFxxxFooFxx3ofooFoofFxxFoox_xt |
...
|
| xoofxxFfooFxofo3xxFxoFxxxFoxFxx3ofoxFoofFxxfoox_xt |
...
|
| xoqo4xxox3oooo4oxxx__x |
...
|
| xoxFofo3oxoofox5ooxooxx_xt |
...
|
| xoxFoFxox3oxoooooxo5ooxofoxoo_xt |
...
|
| xoxFxFxox3oxfoxofxo5xxoxxxoxx_xt |
...
|
| xoxx3oxox5ooxo |
...
|
| xoxxFxxox3oxoxoxoxo5ooxoooxoo_xt |
...
|
| xPoPo |
...
|
| xu2ox4qo_zc |
...
|
| xuo3uoo3oou3oux_zqqh |
...
|
| xux3oox4ooo |
octum
|
| xux3oox4xxx |
sircoa gircotum
|
| xux3oox5xxx |
srida gridtum
|
| xwPoo2wxPoo_zy |
...
|
| xwX2wXx2Xxw_zh |
pysnic
|
| xwx3xxx4xox_xt |
hagy gircope
|
| xx2ox_q |
...
|
| xx2xw_q |
trazip
|
| xxfoF3oxxFx3xFxxo3Fofxx_zx |
...
|
| xxFVFVxfox3ofxxfoFxxx3xooooxoxfo_xt |
...
|
| xxo2ooo3oxx_xt |
xxo ooo3oxx&#xt
|
| xxo2xox2oxx_x |
tedrix
|
| xxo3ooo3xoxb3oxx_x |
ritgyt
|
| xxo_q |
...
|
| xxxFooAFxxAxxFx3oxFxxAxxxFooFxx3xfoxFoofFxxFoox_xt |
...
|
| xxxoooFFFAAA2FxfoFfxFofxo2xfFFfoFoxxof2fFxfoFoxFofx_zx |
...
|
| xxxoooFFFAAABxxxF2FxfoFfxFofxooVoof2xfFFfoFoxxofooVof2FAoFxAxoAxFoxxxBF_zx |
...
|
| xxxoooFFFAAAxxF2FxfoFfxFofxoVof2xfFFfoFoxxofoVf2FAoFxAxoAxFoxxF_zx |
...
|
| 2 2-4-r |
...
|
| 2-3-2-3-2-4-3 |
...
|
| 2-3-2-3-2-4-4 |
...
|
| 2-3-2-3-2-4-5 |
...
|
| 2-3-2-3-2-4-p |
...
|
| 2-3-2-4-3 |
...
|
| 2-3-2-4-4 |
...
|
| 2-3-2-4-5 |
...
|
| 2-3-2-4-p |
...
|
| 2-4-3-3-3 |
...
|
| 2-4-4-3-4-tiling |
...
|
| 2-4-p-4-2-tiling |
...
|
| 3 3-3-3 |
...
|
| 3-3-3-3-3-3-3 |
...
|
| 3-3-3-3-3 |
...
|
| 3-3-3-4-2 |
...
|
| 3-3-3-4-3-tiling |
...
|
| 3-3-3=dual-3-3-3 |
...
|
| 3-4-2-3-2-3-2 |
...
|
| 3-4-2-3-2 |
...
|
| 3-4-3-3-3-tiling |
...
|
| 4-3-4-3-4-tiling |
...
|
| 4-3-4-4-2-tiling |
...
|
| 4-4-2-3-2-3-2 |
...
|
| 4-4-2-3-2 |
...
|
| 5-4-2-3-2-3-2 |
...
|
| 5-4-2-3-2 |
...
|
| bitrunc-3-3-3-3-3-3-3 |
...
|
| bitrunc-p-4-2-3-2-3-2 |
...
|
| maxexp-3-3-3-3-3-3-3 |
...
|
| maxexp-p-4-2-3-2-3-2 |
...
|
| p 2-3-2 |
...
|
| p 3-3-3 |
...
|
| p r t |
...
|
| p r-4-2 |
...
|
| p r=o r |
...
|
| p-4-2-3-2-3-2 |
...
|
| p-4-2-3-2 |
...
|
| p-4-2-4-2-tiling |
...
|
| p-4-2-4-p-tiling |
...
|
| p-4-2-4-r-tiling |
...
|
| p1-q1-r1-p2-q2-r2-tiling |
...
|
| rect-2-3-2-3-2-4-p |
...
|
| rect-3-3-3-3-3-3-3 |
...
|
| rect-3-3-3-4-2 |
...
|
| rect-3-3-3-4-3-tiling |
...
|
| rect-3-4-2-3-2 |
...
|
| rect-4-3-4-4-2-tiling |
...
|
| rect-4-4-2-3-2 |
...
|
| rect-5-4-2-3-2 |
...
|
| rect-p-4-2-3-2-3-2 |
...
|
| rect-p-4-2-3-2 |
...
|
| rect-p-4-2-4-2-tiling |
...
|
| rect-p-4-2-4-r-tiling |
...
|
| rhomb-2-3-2-3-2-4-p |
...
|
| rhomb-3-3-3-3-3-3-3 |
...
|
| rhomb-3-3-3-4-2 |
...
|
| rhomb-p-4-2-3-2-3-2 |
...
|
| rhomb-p-4-2-3-2 |
...
|
| rhomb-p-4-2-4-2-tiling |
...
|
| rhomb-p-4-2-4-r-tiling |
...
|
| snub-p-4-2-3-2-3-2 |
...
|
| snub-p-4-2-3-2 |
...
|
| trunc-2-3-2-3-2-4-p |
...
|
| trunc-2-3-2-4-3 |
...
|
| trunc-2-3-2-4-4 |
...
|
| trunc-2-3-2-4-5 |
...
|
| trunc-2-3-2-4-p |
...
|
| trunc-2-4-3-3-3 |
...
|
| trunc-3-3-3-3-3-3-3 |
...
|
| trunc-3-3-3-3-3 |
...
|
| trunc-3-3-3-4-2 |
...
|
| trunc-3-4-2-3-2 |
...
|
| trunc-4-4-2-3-2 |
...
|
| trunc-5-4-2-3-2 |
...
|
| trunc-p-4-2-3-2-3-2 |
...
|
| trunc-p-4-2-3-2 |
...
|