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This page contains operations selected from the range 4:0 to 4:27533.
Another page contains operations selected from the range 4:28525 to 4:55245.

4:0identities:   aa_,   a_a,   _aa,   bb_,   b_b,   _bb,   cc_,   c_c,   _cc,   dd_,   d_d,   _dd  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=bbbc=cbbd=d bca=dbcb=cbcc=bbcd=a bda=cbdb=dbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=acad=b cba=dcbb=ccbc=bcbd=a cca=accb=bccc=cccd=d cda=bcdb=acdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=cdac=bdad=a dba=cdbb=ddbc=adbd=b dca=bdcb=adcc=ddcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty full — a'ty full — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:1identities:   aa_,   a_a,   _aa,   bb_,   b_b,   _bb  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=bbbc=cbbd=d bca=dbcb=cbcc=bbcd=a bda=cbdb=dbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=acad=b cba=dcbb=ccbc=bcbd=a cca=accb=bccc=dccd=c cda=bcdb=acdc=ccdd=d c♦1=dc♦2=dc♦3=d
daa=ddab=cdac=bdad=a dba=cdbb=ddbc=adbd=b dca=bdcb=adcc=cdcd=d dda=addb=bddc=dddd=c d♦1=cd♦2=cd♦3=c
c'ty full — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:2identities:   aa_,   a_a,   _aa,   bb_,   b_b,   _bb,   c_c,   _cc,   d_d,   _dd  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=bbbc=cbbd=d bca=dbcb=cbcc=bbcd=a bda=cbdb=dbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=acad=b cba=dcbb=ccbc=bcbd=a cca=bccb=accc=cccd=d cda=acdb=bcdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=cdac=bdad=a dba=cdbb=ddbc=adbd=b dca=adcb=bdcc=ddcd=c dda=bddb=addc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty sinisterior — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:8identities:   aa_,   a_a,   bb_,   b_b,   cc_,   c_c,   _cc,   dd_,   d_d,   _dd  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=bbbc=cbbd=d bca=dbcb=cbcc=bbcd=a bda=cbdb=dbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=dcab=ccac=acad=b cba=ccbb=dcbc=bcbd=a cca=accb=bccc=cccd=d cda=bcdb=acdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=cdab=ddac=bdad=a dba=ddbb=cdbc=adbd=b dca=bdcb=adcc=ddcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:15identities:   aa_,   a_a,   bb_,   b_b,   cd_,   d_c,   dc_,   c_d  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=bbbc=cbbd=d bca=dbcb=cbcc=bbcd=a bda=cbdb=dbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=dcab=ccac=bcad=a cba=ccbb=dcbc=acbd=b cca=bccb=accc=dccd=c cda=acdb=bcdc=ccdd=d c♦1=dc♦2=dc♦3=d
daa=cdab=ddac=adad=b dba=ddbb=cdbc=bdbd=a dca=adcb=bdcc=cdcd=d dda=bddb=addc=dddd=c d♦1=cd♦2=cd♦3=c
c'ty dexterior — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:16identities:   aa_,   a_a,   _aa,   dd_,   d_d,   _dd  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=cbbc=bbbd=d bca=dbcb=bbcc=cbcd=a bda=cbdb=dbdc=abdd=b b♦1=cb♦2=cb♦3=c
caa=ccab=dcac=acad=b cba=dcbb=bcbc=ccbd=a cca=accb=cccc=bccd=d cda=bcdb=acdc=dcdd=c c♦1=bc♦2=bc♦3=b
daa=ddab=cdac=bdad=a dba=cdbb=ddbc=adbd=b dca=bdcb=adcc=ddcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty full — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:18identities:   aa_,   a_a,   _aa,   cc_,   c_c,   _cc  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=dbbc=cbbd=b bca=dbcb=cbcc=bbcd=a bda=cbdb=bbdc=abdd=d b♦1=db♦2=db♦3=d
caa=ccab=dcac=acad=b cba=dcbb=ccbc=bcbd=a cca=accb=bccc=cccd=d cda=bcdb=acdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=cdac=bdad=a dba=cdbb=bdbc=adbd=d dca=bdcb=adcc=ddcd=c dda=addb=dddc=cddd=b d♦1=bd♦2=bd♦3=b
c'ty full — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:44identities:   aa_,   a_a,   bb_,   b_b,   _bb,   cc_,   c_c,   _cc,   dd_,   d_d  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=cbab=abac=dbad=b bba=abbb=bbbc=cbbd=d bca=dbcb=cbcc=bbcd=a bda=bbdb=dbdc=abdd=c b♦1=bb♦2=bb♦3=b
caa=bcab=dcac=acad=c cba=dcbb=ccbc=bcbd=a cca=accb=bccc=cccd=d cda=ccdb=acdc=dcdd=b c♦1=cc♦2=cc♦3=c
daa=ddab=cdac=bdad=a dba=cdbb=ddbc=adbd=b dca=bdcb=adcc=ddcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:50identities:   aa_,   a_a,   bc_,   cb_,   dd_,   d_d  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=cbab=abac=dbad=b bba=dbbb=cbbc=bbbd=a bca=abcb=bbcc=cbcd=d bda=bbdb=dbdc=abdd=c b♦1=cb♦2=cb♦3=c
caa=bcab=dcac=acad=c cba=acbb=bcbc=ccbd=d cca=dccb=cccc=bccd=a cda=ccdb=acdc=dcdd=b c♦1=bc♦2=bc♦3=b
daa=ddab=cdac=bdad=a dba=cdbb=ddbc=adbd=b dca=bdcb=adcc=ddcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:58identities:   aa_,   a_a,   bc_,   c_b,   cb_,   b_c,   dd_,   d_d  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=cbab=dbac=abad=b bba=dbbb=cbbc=bbbd=a bca=abcb=bbcc=cbcd=d bda=bbdb=abdc=dbdd=c b♦1=cb♦2=cb♦3=c
caa=bcab=acac=dcad=c cba=acbb=bcbc=ccbd=d cca=dccb=cccc=bccd=a cda=ccdb=dcdc=acdd=b c♦1=bc♦2=bc♦3=b
daa=ddab=cdac=bdad=a dba=cdbb=ddbc=adbd=b dca=bdcb=adcc=ddcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:73identities:   aa_,   a_a,   bc_,   d_b,   b_c,   cd_,   db_,   c_d  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=cbab=dbac=abad=b bba=dbbb=cbbc=bbbd=a bca=abcb=bbcc=cbcd=d bda=bbdb=abdc=dbdd=c b♦1=db♦2=cb♦3=c
caa=dcab=ccac=bcad=a cba=ccbb=dcbc=acbd=b cca=bccb=accc=dccd=c cda=acdb=bcdc=ccdd=d c♦1=bc♦2=dc♦3=d
daa=bdab=adac=ddad=c dba=adbb=bdbc=cdbd=d dca=ddcb=cdcc=bdcd=a dda=cddb=dddc=addd=b d♦1=cd♦2=bd♦3=b
c'ty dexterior — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:89identities:   aa_,   a_a,   bb_,   b_b,   _bb,   cc_,   c_c,   dd_,   d_d,   _dd  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=dbab=abac=bbad=c bba=abbb=bbbc=cbbd=d bca=bbcb=cbcc=dbcd=a bda=cbdb=dbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=acad=b cba=dcbb=ccbc=bcbd=a cca=accb=bccc=cccd=d cda=bcdb=acdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=bdab=cdac=ddad=a dba=cdbb=ddbc=adbd=b dca=ddcb=adcc=bdcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:116identities:   aa_,   a_a,   c_b,   bd_,   cb_,   d_c,   b_d,   dc_  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=dbab=cbac=bbad=a bba=cbbb=dbbc=abbd=b bca=bbcb=abcc=dbcd=c bda=abdb=bbdc=cbdd=d b♦1=cb♦2=db♦3=d
caa=bcab=acac=dcad=c cba=acbb=bcbc=ccbd=d cca=dccb=cccc=bccd=a cda=ccdb=dcdc=acdd=b c♦1=dc♦2=bc♦3=b
daa=cdab=ddac=adad=b dba=ddbb=cdbc=bdbd=a dca=adcb=bdcc=cdcd=d dda=bddb=addc=dddd=c d♦1=bd♦2=cd♦3=c
c'ty dexterior — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:126identities:   aa_,   a_a,   c_b,   bd_,   d_c,   b_d  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=aacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=dbab=cbac=bbad=a bba=cbbb=dbbc=abbd=b bca=bbcb=abcc=dbcd=c bda=abdb=bbdc=cbdd=d b♦1=cb♦2=db♦3=d
caa=ccab=acac=dcad=b cba=dcbb=bcbc=ccbd=a cca=accb=cccc=bccd=d cda=bcdb=dcdc=acdd=c c♦1=dc♦2=bc♦3=b
daa=bdab=ddac=adad=c dba=adbb=cdbc=bdbd=d dca=ddcb=bdcc=cdcd=a dda=cddb=addc=dddd=b d♦1=bd♦2=bd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:139identities:   aa_,   a_a,   _aa,   bb_,   b_b,   _bb,   cd_,   d_c,   _cd,   dc_,   c_d,   _dc  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=bacd=a ada=dadb=cadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=bbbc=cbbd=d bca=dbcb=cbcc=abcd=b bda=cbdb=dbdc=bbdd=a b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=bcad=a cba=dcbb=ccbc=acbd=b cca=bccb=accc=dccd=c cda=acdb=bcdc=ccdd=d c♦1=dc♦2=dc♦3=d
daa=ddab=cdac=adad=b dba=cdbb=ddbc=bdbd=a dca=adcb=bdcc=cdcd=d dda=bddb=addc=dddd=c d♦1=cd♦2=cd♦3=c
c'ty full — a'ty full — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:147identities:   aa_,   a_a,   bb_,   b_b,   cd_,   d_c,   _cd,   dc_,   c_d,   _dc  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=bacd=a ada=dadb=cadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=bbbc=cbbd=d bca=dbcb=cbcc=abcd=b bda=cbdb=dbdc=bbdd=a b♦1=bb♦2=bb♦3=b
caa=dcab=ccac=bcad=a cba=ccbb=dcbc=acbd=b cca=bccb=accc=dccd=c cda=acdb=bcdc=ccdd=d c♦1=dc♦2=dc♦3=d
daa=cdab=ddac=adad=b dba=ddbb=cdbc=bdbd=a dca=adcb=bdcc=cdcd=d dda=bddb=addc=dddd=c d♦1=cd♦2=cd♦3=c
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:148identities:   aa_,   a_a,   _aa,   bd_,   cc_,   db_  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=bacd=a ada=dadb=cadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=cbbb=dbbc=bbbd=a bca=dbcb=cbcc=abcd=b bda=abdb=bbdc=cbdd=d b♦1=db♦2=db♦3=c
caa=ccab=dcac=bcad=a cba=dcbb=ccbc=acbd=b cca=accb=bccc=cccd=d cda=bcdb=acdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=cdac=adad=b dba=adbb=bdbc=cdbd=d dca=bdcb=adcc=ddcd=c dda=cddb=dddc=bddd=a d♦1=bd♦2=bd♦3=b
c'ty sinisterior — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:210identities:   aa_,   a_a,   c_b,   cb_  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=cacb=dacc=bacd=a ada=dadb=cadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=dbab=cbac=bbad=a bba=cbbb=dbbc=abbd=b bca=bbcb=abcc=cbcd=d bda=abdb=bbdc=dbdd=c b♦1=cb♦2=db♦3=d
caa=bcab=acac=dcad=c cba=acbb=bcbc=ccbd=d cca=dccb=cccc=accd=b cda=ccdb=dcdc=bcdd=a c♦1=bc♦2=bc♦3=b
daa=cdab=ddac=adad=b dba=ddbb=cdbc=bdbd=a dca=adcb=bdcc=ddcd=c dda=bddb=addc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp dexterior

4:220identities:   aa_,   _aa,   bb_,   _bb,   cc_,   _cc,   dd_,   _dd  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=dacb=cacc=aacd=b ada=cadb=dadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=bbbc=cbbd=d bca=cbcb=dbcc=bbcd=a bda=dbdb=cbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=bcad=a cba=dcbb=ccbc=acbd=b cca=accb=bccc=cccd=d cda=bcdb=acdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=cdac=adad=b dba=cdbb=ddbc=bdbd=a dca=bdcb=adcc=ddcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty exterior — a'ty full — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:233identities:   aa_,   bc_,   cb_,   dd_,   d_d,   _dd  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=dacb=cacc=aacd=b ada=cadb=dadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=cbbb=dbbc=bbbd=a bca=abcb=bbcc=cbcd=d bda=dbdb=cbdc=abdd=b b♦1=cb♦2=cb♦3=c
caa=dcab=ccac=acad=b cba=acbb=bcbc=ccbd=d cca=cccb=dccc=bccd=a cda=bcdb=acdc=dcdd=c c♦1=bc♦2=bc♦3=a
daa=cdab=ddac=bdad=a dba=ddbb=cdbc=adbd=b dca=bdcb=adcc=ddcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty sinisterior — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:235identities:   aa_,   bd_,   cc_,   c_c,   _cc,   db_  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=dacb=cacc=aacd=b ada=cadb=dadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=dbbb=cbbc=abbd=b bca=cbcb=dbcc=bbcd=a bda=abdb=bbdc=cbdd=d b♦1=db♦2=db♦3=d
caa=dcab=ccac=acad=b cba=ccbb=dcbc=bcbd=a cca=accb=bccc=cccd=d cda=bcdb=acdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=cdab=ddac=bdad=a dba=adbb=bdbc=cdbd=d dca=bdcb=adcc=ddcd=c dda=dddb=cddc=addd=b d♦1=bd♦2=bd♦3=a
c'ty sinisterior — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:246identities:   aa_,   _bb  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=dacb=cacc=aacd=b ada=cadb=dadc=badd=a a♦1=aa♦2=aa♦3=a
baa=cbab=abac=dbad=b bba=dbbb=bbbc=cbbd=a bca=abcb=dbcc=bbcd=c bda=bbdb=cbdc=abdd=d b♦1=bb♦2=bb♦3=b
caa=bcab=dcac=acad=c cba=acbb=ccbc=bcbd=d cca=cccb=bccc=dccd=a cda=dcdb=acdc=ccdd=b c♦1=dc♦2=dc♦3=a
daa=ddab=cdac=bdad=a dba=cdbb=ddbc=adbd=b dca=bdcb=adcc=cdcd=d dda=addb=bddc=dddd=c d♦1=bd♦2=cd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:292identities:   aa_,   b_d  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=dacb=cacc=aacd=b ada=cadb=dadc=badd=a a♦1=aa♦2=aa♦3=a
baa=dbab=cbac=bbad=a bba=cbbb=dbbc=abbd=b bca=abcb=bbcc=dbcd=c bda=bbdb=abdc=cbdd=d b♦1=db♦2=cb♦3=d
caa=ccab=acac=dcad=b cba=acbb=ccbc=bcbd=d cca=bccb=dccc=cccd=a cda=dcdb=bcdc=acdd=c c♦1=cc♦2=cc♦3=c
daa=bdab=ddac=adad=c dba=ddbb=bdbc=cdbd=a dca=cdcb=adcc=bdcd=d dda=addb=cddc=dddd=b d♦1=bd♦2=cd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp dexterior

4:303identities:   aa_,   _aa,   bb_,   _bb,   cd_,   _cd,   dc_,   _dc  skews
aaa=aaab=baac=caad=d aba=babb=aabc=dabd=c aca=dacb=cacc=bacd=a ada=cadb=dadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=abbb=bbbc=cbbd=d bca=cbcb=dbcc=abcd=b bda=dbdb=cbdc=bbdd=a b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=acad=b cba=dcbb=ccbc=bcbd=a cca=bccb=accc=dccd=c cda=acdb=bcdc=ccdd=d c♦1=dc♦2=dc♦3=d
daa=ddab=cdac=bdad=a dba=cdbb=ddbc=adbd=b dca=adcb=bdcc=cdcd=d dda=bddb=addc=dddd=c d♦1=cd♦2=cd♦3=c
c'ty exterior — a'ty full — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:452identities:   aa_,   a_a,   _aa,   bd_,   d_b,   _bd,   cc_,   c_c,   _cc,   db_,   b_d,   _db  skews
aaa=aaab=baac=caad=d aba=babb=cabc=dabd=a aca=cacb=dacc=aacd=b ada=dadb=aadc=badd=c a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=dbad=a bba=cbbb=dbbc=abbd=b bca=dbcb=abcc=bbcd=c bda=abdb=bbdc=cbdd=d b♦1=db♦2=db♦3=d
caa=ccab=dcac=acad=b cba=dcbb=acbc=bcbd=c cca=accb=bccc=cccd=d cda=bcdb=ccdc=dcdd=a c♦1=cc♦2=cc♦3=c
daa=ddab=adac=bdad=c dba=adbb=bdbc=cdbd=d dca=bdcb=cdcc=ddcd=a dda=cddb=dddc=addd=b d♦1=bd♦2=bd♦3=b
c'ty full — a'ty full — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:489identities:   aa_,   a_a,   bb_,   b_b,   cc_,   c_c,   dd_,   d_d  skews
aaa=aaab=baac=caad=d aba=babb=cabc=dabd=a aca=cacb=dacc=aacd=b ada=dadb=aadc=badd=c a♦1=aa♦2=aa♦3=a
baa=dbab=abac=bbad=c bba=abbb=bbbc=cbbd=d bca=bbcb=cbcc=dbcd=a bda=cbdb=dbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=acad=b cba=dcbb=acbc=bcbd=c cca=accb=bccc=cccd=d cda=bcdb=ccdc=dcdd=a c♦1=cc♦2=cc♦3=c
daa=bdab=cdac=ddad=a dba=cdbb=ddbc=adbd=b dca=ddcb=adcc=bdcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:515identities:   aa_,   a_a,   bd_,   d_b,   _bd,   cc_,   c_c,   db_,   b_d,   _db  skews
aaa=aaab=baac=caad=d aba=babb=cabc=dabd=a aca=cacb=dacc=aacd=b ada=dadb=aadc=badd=c a♦1=aa♦2=aa♦3=a
baa=dbab=cbac=bbad=a bba=cbbb=dbbc=abbd=b bca=bbcb=abcc=dbcd=c bda=abdb=bbdc=cbdd=d b♦1=db♦2=db♦3=d
caa=ccab=dcac=acad=b cba=dcbb=acbc=bcbd=c cca=accb=bccc=cccd=d cda=bcdb=ccdc=dcdd=a c♦1=cc♦2=cc♦3=c
daa=bdab=adac=ddad=c dba=adbb=bdbc=cdbd=d dca=ddcb=cdcc=bdcd=a dda=cddb=dddc=addd=b d♦1=bd♦2=bd♦3=b
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:546identities:   aa_,   _dc  skews
aaa=aaab=baac=caad=d aba=babb=cabc=dabd=a aca=dacb=aacc=bacd=c ada=cadb=dadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=cbab=abac=dbad=b bba=dbbb=bbbc=abbd=c bca=bbcb=dbcc=cbcd=a bda=abdb=cbdc=bbdd=d b♦1=bb♦2=bb♦3=b
caa=bcab=dcac=acad=c cba=ccbb=acbc=bcbd=d cca=accb=cccc=dccd=b cda=dcdb=bcdc=ccdd=a c♦1=bc♦2=dc♦3=b
daa=ddab=cdac=bdad=a dba=adbb=ddbc=cdbd=b dca=cdcb=bdcc=adcd=d dda=bddb=addc=dddd=c d♦1=bd♦2=cd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:607identities:   aa_,   a_a,   _aa,   b_b,   d_c,   c_d  skews
aaa=aaab=baac=caad=d aba=babb=dabc=aabd=c aca=cacb=aacc=dacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=dbbb=bbbc=cbbd=a bca=abcb=cbcc=bbcd=d bda=cbdb=dbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=bcad=a cba=acbb=ccbc=dcbd=b cca=dccb=bccc=accd=c cda=bcdb=acdc=ccdd=d c♦1=dc♦2=dc♦3=d
daa=ddab=cdac=adad=b dba=cdbb=adbc=bdbd=d dca=bdcb=ddcc=cdcd=a dda=addb=bddc=dddd=c d♦1=cd♦2=bd♦3=c
c'ty exterior — a'ty none — self-d'ty none — m'ty false — decomp none

4:626identities:   aa_,   a_a,   _aa,   bc_,   c_b,   _bc,   cb_,   b_c,   _cb,   dd_,   d_d,   _dd  skews
aaa=aaab=baac=caad=d aba=babb=dabc=aabd=c aca=cacb=aacc=dacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=dbac=abad=c bba=dbbb=cbbc=bbbd=a bca=abcb=bbcc=cbcd=d bda=cbdb=abdc=dbdd=b b♦1=cb♦2=cb♦3=c
caa=ccab=acac=dcad=b cba=acbb=bcbc=ccbd=d cca=dccb=cccc=bccd=a cda=bcdb=dcdc=acdd=c c♦1=bc♦2=bc♦3=b
daa=ddab=cdac=bdad=a dba=cdbb=adbc=ddbd=b dca=bdcb=ddcc=adcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty full — a'ty full — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:650identities:   aa_,   a_a,   bc_,   c_b,   _bc,   cb_,   b_c,   _cb,   dd_,   d_d  skews
aaa=aaab=baac=caad=d aba=babb=dabc=aabd=c aca=cacb=aacc=dacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=cbab=dbac=abad=b bba=dbbb=cbbc=bbbd=a bca=abcb=bbcc=cbcd=d bda=bbdb=abdc=dbdd=c b♦1=cb♦2=cb♦3=c
caa=bcab=acac=dcad=c cba=acbb=bcbc=ccbd=d cca=dccb=cccc=bccd=a cda=ccdb=dcdc=acdd=b c♦1=bc♦2=bc♦3=b
daa=ddab=cdac=bdad=a dba=cdbb=adbc=ddbd=b dca=bdcb=ddcc=adcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:664identities:   aa_,   a_a,   bb_,   cd_,   dc_  skews
aaa=aaab=baac=caad=d aba=babb=dabc=aabd=c aca=cacb=aacc=dacd=b ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=dbab=cbac=bbad=a bba=abbb=bbbc=cbbd=d bca=bbcb=dbcc=abcd=c bda=cbdb=abdc=dbdd=b b♦1=bb♦2=bb♦3=b
caa=bcab=dcac=acad=c cba=ccbb=acbc=dcbd=b cca=dccb=cccc=bccd=a cda=acdb=bcdc=ccdd=d c♦1=dc♦2=dc♦3=b
daa=cdab=adac=ddad=b dba=ddbb=cdbc=bdbd=a dca=adcb=bdcc=cdcd=d dda=bddb=dddc=addd=c d♦1=cd♦2=cd♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:748identities:   aa_,   bb_,   cc_,   dd_  skews
aaa=aaab=baac=caad=d aba=babb=dabc=aabd=c aca=dacb=cacc=bacd=a ada=cadb=aadc=dadd=b a♦1=aa♦2=aa♦3=a
baa=dbab=cbac=bbad=a bba=abbb=bbbc=cbbd=d bca=cbcb=abcc=dbcd=b bda=bbdb=dbdc=abdd=c b♦1=bb♦2=bb♦3=b
caa=bcab=dcac=acad=c cba=ccbb=acbc=dcbd=b cca=accb=bccc=cccd=d cda=dcdb=ccdc=bcdd=a c♦1=cc♦2=cc♦3=c
daa=cdab=adac=ddad=b dba=ddbb=cdbc=bdbd=a dca=bdcb=ddcc=adcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty none — a'ty none — self-d'ty dexterior — m'ty false — decomp sinisterior all invertible

4:797identities:   aa_,   bb_,   b_b,   _bb,   cd_,   dc_  skews
aaa=aaab=baac=caad=d aba=cabb=aabc=dabd=b aca=bacb=dacc=aacd=c ada=dadb=cadc=badd=a a♦1=aa♦2=aa♦3=a
baa=cbab=abac=dbad=b bba=abbb=bbbc=cbbd=d bca=dbcb=cbcc=bbcd=a bda=bbdb=dbdc=abdd=c b♦1=bb♦2=bb♦3=b
caa=bcab=dcac=acad=c cba=dcbb=ccbc=bcbd=a cca=cccb=accc=dccd=b cda=acdb=bcdc=ccdd=d c♦1=dc♦2=dc♦3=a
daa=ddab=cdac=bdad=a dba=bdbb=ddbc=adbd=c dca=adcb=bdcc=cdcd=d dda=cddb=addc=dddd=b d♦1=cd♦2=cd♦3=c
c'ty sinisterior — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:1300identities:   aa_,   bb_,   cc_,   dd_  skews
aaa=aaab=baac=caad=d aba=cabb=dabc=aabd=b aca=dacb=cacc=bacd=a ada=badb=aadc=dadd=c a♦1=aa♦2=aa♦3=a
baa=cbab=dbac=abad=b bba=abbb=bbbc=cbbd=d bca=bbcb=abcc=dbcd=c bda=dbdb=cbdc=bbdd=a b♦1=bb♦2=bb♦3=b
caa=dcab=ccac=bcad=a cba=bcbb=acbc=dcbd=c cca=accb=bccc=cccd=d cda=ccdb=dcdc=acdd=b c♦1=cc♦2=cc♦3=c
daa=bdab=adac=ddad=c dba=ddbb=cdbc=bdbd=a dca=cdcb=ddcc=adcd=b dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty sinisterior — a'ty none — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:1349identities:   aa_,   bc_,   cd_,   db_  skews
aaa=aaab=baac=caad=d aba=cabb=dabc=aabd=b aca=dacb=cacc=bacd=a ada=badb=aadc=dadd=c a♦1=aa♦2=aa♦3=a
baa=dbab=cbac=bbad=a bba=bbbb=abbc=dbbd=c bca=abcb=bbcc=cbcd=d bda=cbdb=dbdc=abdd=b b♦1=db♦2=cb♦3=a
caa=bcab=acac=dcad=c cba=dcbb=ccbc=bcbd=a cca=cccb=dccc=accd=b cda=acdb=bcdc=ccdd=d c♦1=bc♦2=dc♦3=a
daa=cdab=ddac=adad=b dba=adbb=bdbc=cdbd=d dca=bdcb=adcc=ddcd=c dda=dddb=cddc=bddd=a d♦1=cd♦2=bd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:1632identities:   aa_,   _aa,   bb_,   _bb,   cc_,   _cc,   dd_,   _dd  skews
aaa=aaab=baac=caad=d aba=dabb=aabc=babd=c aca=cacb=dacc=aacd=b ada=badb=cadc=dadd=a a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=dbad=a bba=abbb=bbbc=cbbd=d bca=dbcb=abcc=bbcd=c bda=cbdb=dbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=acad=b cba=bcbb=ccbc=dcbd=a cca=accb=bccc=cccd=d cda=dcdb=acdc=bcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=adac=bdad=c dba=cdbb=ddbc=adbd=b dca=bdcb=cdcc=ddcd=a dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty exterior — a'ty full — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:1881identities:   aa_,   _aa,   bc_,   _bd,   _cb,   cd_,   db_,   _dc  skews
aaa=aaab=baac=caad=d aba=dabb=cabc=babd=a aca=bacb=aacc=dacd=c ada=cadb=dadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=bbab=abac=dbad=c bba=cbbb=dbbc=abbd=b bca=abcb=bbcc=cbcd=d bda=dbdb=cbdc=bbdd=a b♦1=db♦2=cb♦3=d
caa=ccab=dcac=acad=b cba=bcbb=acbc=dcbd=c cca=dccb=cccc=bccd=a cda=acdb=bcdc=ccdd=d c♦1=bc♦2=dc♦3=b
daa=ddab=cdac=bdad=a dba=adbb=bdbc=cdbd=d dca=cdcb=ddcc=adcd=b dda=bddb=addc=dddd=c d♦1=cd♦2=bd♦3=c
c'ty exterior — a'ty exterior — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:1948identities:   aa_,   bd_,   cb_,   dc_  skews
aaa=aaab=baac=caad=d aba=dabb=cabc=babd=a aca=bacb=aacc=dacd=c ada=cadb=dadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=cbab=dbac=abad=b bba=bbbb=abbc=dbbd=c bca=dbcb=cbcc=bbcd=a bda=abdb=bbdc=cbdd=d b♦1=cb♦2=db♦3=a
caa=dcab=ccac=bcad=a cba=acbb=bcbc=ccbd=d cca=cccb=dccc=accd=b cda=bcdb=acdc=dcdd=c c♦1=dc♦2=bc♦3=a
daa=bdab=adac=ddad=c dba=cdbb=ddbc=adbd=b dca=adcb=bdcc=cdcd=d dda=dddb=cddc=bddd=a d♦1=bd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:2023identities:   aa_,   _aa,   bc_,   _bd,   cd_,   db_  skews
aaa=aaab=baac=caad=d aba=dabb=cabc=babd=a aca=bacb=dacc=aacd=c ada=cadb=aadc=dadd=b a♦1=aa♦2=aa♦3=a
baa=bbab=dbac=abad=c bba=cbbb=abbc=dbbd=b bca=abcb=bbcc=cbcd=d bda=dbdb=cbdc=bbdd=a b♦1=db♦2=cb♦3=d
caa=ccab=acac=dcad=b cba=bcbb=dcbc=acbd=c cca=dccb=cccc=bccd=a cda=acdb=bcdc=ccdd=d c♦1=bc♦2=dc♦3=b
daa=ddab=cdac=bdad=a dba=adbb=bdbc=cdbd=d dca=cdcb=adcc=ddcd=b dda=bddb=dddc=addd=c d♦1=cd♦2=bd♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:2756identities:   a_a,   _aa,   _bc,   d_b,   b_c,   _cd,   _db,   c_d  skews
aaa=aaab=baac=daad=c aba=babb=cabc=aabd=d aca=cacb=dacc=bacd=a ada=dadb=aadc=cadd=b a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=abad=d bba=cbbb=dbbc=bbbd=a bca=dbcb=abcc=cbcd=b bda=abdb=bbdc=dbdd=c b♦1=db♦2=db♦3=c
caa=ccab=dcac=bcad=a cba=dcbb=acbc=ccbd=b cca=accb=bccc=dccd=c cda=bcdb=ccdc=acdd=d c♦1=bc♦2=bc♦3=d
daa=ddab=adac=cdad=b dba=adbb=bdbc=ddbd=c dca=bdcb=cdcc=adcd=d dda=cddb=dddc=bddd=a d♦1=cd♦2=cd♦3=b
c'ty sinisterior — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior all invertible

4:2820identities:   _aa,   _dd  skews
aaa=aaab=baac=daad=c aba=babb=cabc=aabd=d aca=dacb=aacc=cacd=b ada=cadb=dadc=badd=a a♦1=aa♦2=aa♦3=a
baa=bbab=abac=cbad=d bba=abbb=bbbc=dbbd=c bca=cbcb=dbcc=bbcd=a bda=dbdb=cbdc=abdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=bcad=a cba=dcbb=acbc=ccbd=b cca=bccb=cccc=accd=d cda=acdb=bcdc=dcdd=c c♦1=ac♦2=bc♦3=b
daa=ddab=cdac=adad=b dba=cdbb=ddbc=bdbd=a dca=adcb=bdcc=ddcd=c dda=bddb=addc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp none

4:3170identities:   _aa,   _bb,   _cc,   _dd  skews
aaa=aaab=baac=daad=c aba=cabb=aabc=babd=d aca=dacb=cacc=aacd=b ada=badb=dadc=cadd=a a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=abad=d bba=dbbb=bbbc=cbbd=a bca=abcb=dbcc=bbcd=c bda=cbdb=abdc=dbdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=bcad=a cba=acbb=ccbc=dcbd=b cca=bccb=accc=cccd=d cda=dcdb=bcdc=acdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=adac=cdad=b dba=bdbb=ddbc=adbd=c dca=cdcb=bdcc=ddcd=a dda=addb=cddc=bddd=d d♦1=dd♦2=dd♦3=d
c'ty none — a'ty none — self-d'ty sinisterior — m'ty false — decomp dexterior all invertible

4:3526identities:   none  skews
aaa=aaab=baac=daad=c aba=cabb=dabc=babd=a aca=bacb=aacc=cacd=d ada=dadb=cadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=dbab=cbac=abad=b bba=bbbb=abbc=cbbd=d bca=cbcb=dbcc=bbcd=a bda=abdb=bbdc=dbdd=c b♦1=cb♦2=db♦3=a
caa=ccab=dcac=bcad=a cba=acbb=bcbc=dcbd=c cca=dccb=cccc=accd=b cda=bcdb=acdc=ccdd=d c♦1=ac♦2=dc♦3=b
daa=bdab=adac=cdad=d dba=ddbb=cdbc=adbd=b dca=adcb=bdcc=ddcd=c dda=cddb=dddc=bddd=a d♦1=cd♦2=ad♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:3578identities:   none  skews
aaa=aaab=baac=daad=c aba=cabb=dabc=babd=a aca=bacb=cacc=aacd=d ada=dadb=aadc=cadd=b a♦1=aa♦2=aa♦3=a
baa=cbab=dbac=bbad=a bba=abbb=bbbc=dbbd=c bca=dbcb=abcc=cbcd=b bda=bbdb=cbdc=abdd=d b♦1=bb♦2=bb♦3=b
caa=bcab=acac=ccad=d cba=dcbb=ccbc=acbd=b cca=cccb=bccc=dccd=a cda=acdb=dcdc=bcdd=c c♦1=bc♦2=ac♦3=a
daa=ddab=cdac=adad=b dba=bdbb=adbc=cdbd=d dca=adcb=ddcc=bdcd=c dda=cddb=bddc=dddd=a d♦1=bd♦2=bd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:4339identities:   c_b,   b_c  skews
aaa=aaab=baac=daad=c aba=dabb=cabc=aabd=b aca=cacb=dacc=bacd=a ada=badb=aadc=cadd=d a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=abad=d bba=abbb=dbbc=bbbd=c bca=dbcb=abcc=cbcd=b bda=cbdb=bbdc=dbdd=a b♦1=cb♦2=db♦3=c
caa=dcab=acac=ccad=b cba=ccbb=bcbc=dcbd=a cca=bccb=cccc=accd=d cda=acdb=dcdc=bcdd=c c♦1=bc♦2=ac♦3=b
daa=cdab=ddac=bdad=a dba=bdbb=adbc=cdbd=d dca=adcb=bdcc=ddcd=c dda=dddb=cddc=addd=b d♦1=ad♦2=bd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp dexterior

4:4375identities:   none  skews
aaa=aaab=baac=daad=c aba=dabb=cabc=aabd=b aca=cacb=dacc=bacd=a ada=badb=aadc=cadd=d a♦1=aa♦2=aa♦3=a
baa=cbab=dbac=bbad=a bba=bbbb=abbc=cbbd=d bca=abcb=bbcc=dbcd=c bda=dbdb=cbdc=abdd=b b♦1=db♦2=cb♦3=a
caa=bcab=acac=ccad=d cba=ccbb=dcbc=bcbd=a cca=dccb=cccc=accd=b cda=acdb=bcdc=dcdd=c c♦1=dc♦2=ac♦3=b
daa=ddab=cdac=adad=b dba=adbb=bdbc=ddbd=c dca=bdcb=adcc=cdcd=d dda=cddb=dddc=bddd=a d♦1=ad♦2=cd♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:5196identities:   none  skews
aaa=aaab=caac=baad=d aba=babb=dabc=aabd=c aca=dacb=bacc=cacd=a ada=cadb=aadc=dadd=b a♦1=aa♦2=aa♦3=a
baa=dbab=bbac=cbad=a bba=cbbb=abbc=dbbd=b bca=abcb=cbcc=bbcd=d bda=bbdb=dbdc=abdd=c b♦1=cb♦2=ab♦3=d
caa=ccab=acac=dcad=b cba=dcbb=bcbc=ccbd=a cca=bccb=dccc=accd=c cda=acdb=ccdc=bcdd=d c♦1=ac♦2=bc♦3=d
daa=bdab=ddac=adad=c dba=adbb=cdbc=bdbd=d dca=cdcb=adcc=ddcd=b dda=dddb=bddc=cddd=a d♦1=cd♦2=bd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:5542identities:   none  skews
aaa=aaab=caac=baad=d aba=cabb=aabc=dabd=b aca=bacb=dacc=cacd=a ada=dadb=badc=aadd=c a♦1=aa♦2=aa♦3=a
baa=cbab=abac=dbad=b bba=abbb=cbbc=bbbd=d bca=dbcb=bbcc=abcd=c bda=bbdb=dbdc=cbdd=a b♦1=cb♦2=cb♦3=c
caa=bcab=dcac=ccad=a cba=dcbb=bcbc=acbd=c cca=cccb=accc=bccd=d cda=acdb=ccdc=dcdd=b c♦1=ac♦2=ac♦3=a
daa=ddab=bdac=adad=c dba=bdbb=ddbc=cdbd=a dca=adcb=cdcc=ddcd=b dda=cddb=addc=bddd=d d♦1=dd♦2=dd♦3=d
c'ty full — a'ty none — self-d'ty none — m'ty false — decomp none

4:6509identities:   bc_,   _cb  skews
aaa=aaab=caac=baad=d aba=dabb=babc=cabd=a aca=bacb=aacc=dacd=c ada=cadb=dadc=aadd=b a♦1=aa♦2=aa♦3=a
baa=cbab=abac=dbad=b bba=bbbb=dbbc=abbd=c bca=abcb=bbcc=cbcd=d bda=dbdb=cbdc=bbdd=a b♦1=ab♦2=cb♦3=a
caa=bcab=dcac=ccad=a cba=ccbb=acbc=bcbd=d cca=dccb=cccc=accd=b cda=acdb=bcdc=dcdd=c c♦1=bc♦2=ac♦3=b
daa=ddab=bdac=adad=c dba=adbb=cdbc=ddbd=b dca=cdcb=ddcc=bdcd=a dda=bddb=addc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty exterior — a'ty none — self-d'ty none — m'ty false — decomp none

4:6726identities:   none  skews
aaa=aaab=caac=baad=d aba=dabb=babc=cabd=a aca=cacb=aacc=dacd=b ada=badb=dadc=aadd=c a♦1=aa♦2=aa♦3=a
baa=bbab=dbac=abad=c bba=cbbb=abbc=dbbd=b bca=dbcb=bbcc=cbcd=a bda=abdb=cbdc=bbdd=d b♦1=ab♦2=cb♦3=d
caa=dcab=bcac=ccad=a cba=acbb=ccbc=bcbd=d cca=bccb=dccc=accd=c cda=ccdb=acdc=dcdd=b c♦1=bc♦2=ac♦3=d
daa=cdab=adac=ddad=b dba=bdbb=ddbc=adbd=c dca=adcb=cdcc=bdcd=d dda=dddb=bddc=cddd=a d♦1=bd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:7359identities:   a_a,   d_b,   b_c,   c_d  skews
aaa=aaab=caac=daad=b aba=babb=dabc=cabd=a aca=cacb=aacc=bacd=d ada=dadb=badc=aadd=c a♦1=aa♦2=aa♦3=a
baa=dbab=bbac=abad=c bba=cbbb=abbc=bbbd=d bca=bbcb=dbcc=cbcd=a bda=abdb=cbdc=dbdd=b b♦1=db♦2=ab♦3=c
caa=bcab=dcac=ccad=a cba=acbb=ccbc=dcbd=b cca=dccb=bccc=accd=c cda=ccdb=acdc=bcdd=d c♦1=bc♦2=ac♦3=d
daa=cdab=adac=bdad=d dba=ddbb=bdbc=adbd=c dca=adcb=cdcc=ddcd=b dda=bddb=dddc=cddd=a d♦1=cd♦2=ad♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:7920identities:   _aa,   _bb,   _cc,   _dd  skews
aaa=aaab=caac=daad=b aba=cabb=aabc=babd=d aca=dacb=bacc=aacd=c ada=badb=dadc=cadd=a a♦1=aa♦2=aa♦3=a
baa=bbab=dbac=cbad=a bba=dbbb=bbbc=abbd=c bca=cbcb=abcc=bbcd=d bda=abdb=cbdc=dbdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=acac=bcad=d cba=acbb=ccbc=dcbd=b cca=bccb=dccc=cccd=a cda=dcdb=bcdc=acdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=bdac=adad=c dba=bdbb=ddbc=cdbd=a dca=adcb=cdcc=ddcd=b dda=cddb=addc=bddd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:8725identities:   _aa,   _bc,   _cd,   _db  skews
aaa=aaab=caac=daad=b aba=dabb=babc=aabd=c aca=bacb=dacc=cacd=a ada=cadb=aadc=badd=d a♦1=aa♦2=aa♦3=a
baa=bbab=dbac=cbad=a bba=cbbb=abbc=bbbd=d bca=abcb=cbcc=dbcd=b bda=dbdb=bbdc=abdd=c b♦1=ab♦2=db♦3=c
caa=ccab=acac=bcad=d cba=bcbb=dcbc=ccbd=a cca=dccb=bccc=accd=c cda=acdb=ccdc=dcdd=b c♦1=ac♦2=bc♦3=d
daa=ddab=bdac=adad=c dba=adbb=cdbc=ddbd=b dca=cdcb=adcc=bdcd=d dda=bddb=dddc=cddd=a d♦1=ad♦2=cd♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:8787identities:   none  skews
aaa=aaab=caac=daad=b aba=dabb=babc=aabd=c aca=bacb=dacc=cacd=a ada=cadb=aadc=badd=d a♦1=aa♦2=aa♦3=a
baa=cbab=dbac=bbad=a bba=bbbb=abbc=cbbd=d bca=dbcb=cbcc=abcd=b bda=abdb=bbdc=dbdd=c b♦1=ab♦2=db♦3=a
caa=dcab=bcac=acad=c cba=acbb=ccbc=dcbd=b cca=cccb=accc=bccd=d cda=bcdb=dcdc=ccdd=a c♦1=ac♦2=dc♦3=a
daa=bdab=adac=cdad=d dba=cdbb=ddbc=bdbd=a dca=adcb=bdcc=ddcd=c dda=dddb=cddc=addd=b d♦1=ad♦2=ad♦3=a
c'ty exterior — a'ty none — self-d'ty none — m'ty false — decomp none

4:8796identities:   none  skews
aaa=aaab=caac=daad=b aba=dabb=babc=aabd=c aca=bacb=dacc=cacd=a ada=cadb=aadc=badd=d a♦1=aa♦2=aa♦3=a
baa=dbab=bbac=abad=c bba=abbb=cbbc=bbbd=d bca=cbcb=abcc=dbcd=b bda=bbdb=dbdc=cbdd=a b♦1=ab♦2=ab♦3=c
caa=bcab=dcac=ccad=a cba=ccbb=acbc=dcbd=b cca=accb=cccc=bccd=d cda=dcdb=bcdc=acdd=c c♦1=ac♦2=ac♦3=b
daa=cdab=adac=bdad=d dba=bdbb=ddbc=cdbd=a dca=ddcb=bdcc=adcd=c dda=addb=cddc=dddd=b d♦1=ad♦2=ad♦3=c
c'ty sinisterior — a'ty none — self-d'ty none — m'ty false — decomp none

4:9546identities:   a_a,   c_b,   d_c,   b_d  skews
aaa=aaab=daac=baad=c aba=babb=cabc=aabd=d aca=cacb=bacc=dacd=a ada=dadb=aadc=cadd=b a♦1=aa♦2=aa♦3=a
baa=cbab=bbac=dbad=a bba=dbbb=abbc=cbbd=b bca=abcb=dbcc=bbcd=c bda=bbdb=cbdc=abdd=d b♦1=cb♦2=ab♦3=d
caa=dcab=acac=ccad=b cba=ccbb=bcbc=dcbd=a cca=bccb=cccc=accd=d cda=acdb=dcdc=bcdd=c c♦1=dc♦2=ac♦3=b
daa=bdab=cdac=adad=d dba=adbb=ddbc=bdbd=c dca=ddcb=adcc=cdcd=b dda=cddb=bddc=dddd=a d♦1=bd♦2=ad♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:9564identities:   a_a,   b_b,   c_c,   d_d  skews
aaa=aaab=daac=baad=c aba=babb=cabc=aabd=d aca=cacb=bacc=dacd=a ada=dadb=aadc=cadd=b a♦1=aa♦2=aa♦3=a
baa=dbab=abac=cbad=b bba=cbbb=bbbc=dbbd=a bca=bbcb=cbcc=abcd=d bda=abdb=dbdc=bbdd=c b♦1=bb♦2=bb♦3=b
caa=bcab=ccac=acad=d cba=acbb=dcbc=bcbd=c cca=dccb=accc=cccd=b cda=ccdb=bcdc=dcdd=a c♦1=cc♦2=cc♦3=c
daa=cdab=bdac=ddad=a dba=ddbb=adbc=cdbd=b dca=adcb=ddcc=bdcd=c dda=bddb=cddc=addd=d d♦1=dd♦2=dd♦3=d
c'ty exterior — a'ty none — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:10168identities:   _aa,   _bc,   _cd,   _db  skews
aaa=aaab=daac=baad=c aba=cabb=babc=aabd=d aca=bacb=cacc=dacd=a ada=dadb=aadc=cadd=b a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=dbad=a bba=abbb=dbbc=bbbd=c bca=dbcb=abcc=cbcd=b bda=cbdb=bbdc=abdd=d b♦1=ab♦2=db♦3=c
caa=ccab=bcac=acad=d cba=dcbb=acbc=ccbd=b cca=accb=dccc=bccd=c cda=bcdb=ccdc=dcdd=a c♦1=bc♦2=bc♦3=d
daa=ddab=adac=cdad=b dba=bdbb=cdbc=ddbd=a dca=cdcb=bdcc=adcd=d dda=addb=dddc=bddd=c d♦1=bd♦2=cd♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:10248identities:   none  skews
aaa=aaab=daac=baad=c aba=cabb=babc=aabd=d aca=dacb=aacc=cacd=b ada=badb=cadc=dadd=a a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=abad=d bba=dbbb=abbc=bbbd=c bca=cbcb=bbcc=dbcd=a bda=abdb=dbdc=cbdd=b b♦1=ab♦2=cb♦3=c
caa=dcab=acac=ccad=b cba=bcbb=ccbc=dcbd=a cca=accb=dccc=bccd=c cda=ccdb=bcdc=acdd=d c♦1=ac♦2=ac♦3=d
daa=cdab=bdac=ddad=a dba=adbb=ddbc=cdbd=b dca=bdcb=cdcc=adcd=d dda=dddb=addc=bddd=c d♦1=cd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp dexterior

4:10559identities:   _aa,   _bd,   _cb,   _dc  skews
aaa=aaab=daac=baad=c aba=cabb=babc=dabd=a aca=dacb=aacc=cacd=b ada=badb=cadc=aadd=d a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=abad=d bba=dbbb=abbc=cbbd=b bca=cbcb=bbcc=dbcd=a bda=abdb=dbdc=bbdd=c b♦1=ab♦2=cb♦3=d
caa=ccab=bcac=dcad=a cba=acbb=dcbc=bcbd=c cca=bccb=cccc=accd=d cda=dcdb=acdc=ccdd=b c♦1=ac♦2=dc♦3=b
daa=ddab=adac=cdad=b dba=bdbb=cdbc=adbd=d dca=adcb=ddcc=bdcd=c dda=cddb=bddc=dddd=a d♦1=ad♦2=bd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:10770identities:   _aa,   _bb,   _cc,   _dd  skews
aaa=aaab=daac=baad=c aba=dabb=aabc=cabd=b aca=bacb=cacc=aacd=d ada=cadb=badc=dadd=a a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=abad=d bba=cbbb=bbbc=dbbd=a bca=abcb=dbcc=bbcd=c bda=dbdb=abdc=cbdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=bcac=dcad=a cba=bcbb=ccbc=acbd=d cca=dccb=accc=cccd=b cda=acdb=dcdc=bcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=adac=cdad=b dba=adbb=ddbc=bdbd=c dca=cdcb=bdcc=ddcd=a dda=bddb=cddc=addd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:10821identities:   none  skews
aaa=aaab=daac=baad=c aba=dabb=aabc=cabd=b aca=bacb=cacc=aacd=d ada=cadb=badc=dadd=a a♦1=aa♦2=aa♦3=a
baa=cbab=bbac=dbad=a bba=bbbb=cbbc=abbd=d bca=dbcb=abcc=bbcd=c bda=abdb=dbdc=cbdd=b b♦1=db♦2=ab♦3=a
caa=dcab=acac=ccad=b cba=acbb=dcbc=bcbd=c cca=cccb=bccc=dccd=a cda=bcdb=ccdc=acdd=d c♦1=dc♦2=ac♦3=a
daa=bdab=cdac=adad=d dba=cdbb=bdbc=ddbd=a dca=adcb=ddcc=cdcd=b dda=dddb=addc=bddd=c d♦1=cd♦2=ad♦3=a
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp none

4:10831identities:   none  skews
aaa=aaab=daac=baad=c aba=dabb=aabc=cabd=b aca=bacb=cacc=aacd=d ada=cadb=badc=dadd=a a♦1=aa♦2=aa♦3=a
baa=cbab=bbac=dbad=a bba=bbbb=cbbc=abbd=d bca=dbcb=abcc=cbcd=b bda=abdb=dbdc=bbdd=c b♦1=db♦2=ab♦3=a
caa=dcab=acac=ccad=b cba=acbb=dcbc=bcbd=c cca=cccb=bccc=dccd=a cda=bcdb=ccdc=acdd=d c♦1=bc♦2=ac♦3=a
daa=bdab=cdac=adad=d dba=cdbb=bdbc=ddbd=a dca=adcb=ddcc=bdcd=c dda=dddb=addc=cddd=b d♦1=cd♦2=ad♦3=a
c'ty dexterior — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:11234identities:   none  skews
aaa=aaab=daac=baad=c aba=dabb=babc=cabd=a aca=bacb=cacc=aacd=d ada=cadb=aadc=dadd=b a♦1=aa♦2=aa♦3=a
baa=cbab=bbac=dbad=a bba=bbbb=cbbc=abbd=d bca=dbcb=abcc=cbcd=b bda=abdb=dbdc=bbdd=c b♦1=ab♦2=ab♦3=a
caa=bcab=ccac=acad=d cba=ccbb=acbc=dcbd=b cca=accb=dccc=bccd=c cda=dcdb=bcdc=ccdd=a c♦1=bc♦2=dc♦3=d
daa=ddab=adac=cdad=b dba=adbb=ddbc=bdbd=c dca=cdcb=bdcc=ddcd=a dda=bddb=cddc=addd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp none

4:12083identities:   none  skews
aaa=aaab=daac=caad=b aba=babb=cabc=dabd=a aca=dacb=aacc=bacd=c ada=cadb=badc=aadd=d a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=abad=d bba=abbb=dbbc=cbbd=b bca=cbcb=bbcc=dbcd=a bda=dbdb=abdc=bbdd=c b♦1=cb♦2=cb♦3=d
caa=dcab=acac=bcad=c cba=ccbb=bcbc=acbd=d cca=accb=dccc=cccd=b cda=bcdb=ccdc=dcdd=a c♦1=cc♦2=cc♦3=c
daa=cdab=bdac=ddad=a dba=ddbb=adbc=bdbd=c dca=bdcb=cdcc=adcd=d dda=addb=dddc=cddd=b d♦1=ad♦2=cd♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:12137identities:   none  skews
aaa=aaab=daac=caad=b aba=babb=cabc=dabd=a aca=dacb=aacc=bacd=c ada=cadb=badc=aadd=d a♦1=aa♦2=aa♦3=a
baa=cbab=bbac=abad=d bba=dbbb=abbc=bbbd=c bca=bbcb=cbcc=dbcd=a bda=abdb=dbdc=cbdd=b b♦1=db♦2=ab♦3=c
caa=bcab=ccac=dcad=a cba=acbb=dcbc=ccbd=b cca=cccb=bccc=accd=d cda=dcdb=acdc=bcdd=c c♦1=dc♦2=bc♦3=a
daa=ddab=adac=bdad=c dba=cdbb=bdbc=adbd=d dca=adcb=ddcc=cdcd=b dda=bddb=cddc=dddd=a d♦1=ad♦2=bd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:12572identities:   none  skews
aaa=aaab=daac=caad=b aba=cabb=babc=aabd=d aca=bacb=cacc=dacd=a ada=dadb=aadc=badd=c a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=dbad=a bba=dbbb=abbc=bbbd=c bca=abcb=dbcc=cbcd=b bda=cbdb=bbdc=abdd=d b♦1=ab♦2=db♦3=c
caa=dcab=acac=bcad=c cba=bcbb=ccbc=dcbd=a cca=cccb=bccc=accd=d cda=acdb=dcdc=ccdd=b c♦1=bc♦2=dc♦3=a
daa=cdab=bdac=adad=d dba=adbb=ddbc=cdbd=b dca=ddcb=adcc=bdcd=c dda=bddb=cddc=dddd=a d♦1=bd♦2=ad♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:12779identities:   none  skews
aaa=aaab=daac=caad=b aba=cabb=babc=aabd=d aca=dacb=aacc=bacd=c ada=badb=cadc=dadd=a a♦1=aa♦2=aa♦3=a
baa=dbab=abac=bbad=c bba=bbbb=cbbc=dbbd=a bca=abcb=dbcc=cbcd=b bda=cbdb=bbdc=abdd=d b♦1=ab♦2=db♦3=a
caa=ccab=bcac=dcad=a cba=acbb=dcbc=ccbd=b cca=bccb=cccc=accd=d cda=dcdb=acdc=bcdd=c c♦1=bc♦2=bc♦3=b
daa=bdab=cdac=adad=d dba=ddbb=adbc=bdbd=c dca=cdcb=bdcc=ddcd=a dda=addb=dddc=cddd=b d♦1=bd♦2=ad♦3=b
c'ty exterior — a'ty none — self-d'ty none — m'ty false — decomp none

4:13072identities:   _aa,   _bb,   _cc,   _dd  skews
aaa=aaab=daac=caad=b aba=dabb=aabc=babd=c aca=bacb=cacc=aacd=d ada=cadb=badc=dadd=a a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=dbad=a bba=cbbb=bbbc=abbd=d bca=abcb=dbcc=bbcd=c bda=dbdb=abdc=cbdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=acac=bcad=d cba=acbb=ccbc=dcbd=b cca=dccb=bccc=cccd=a cda=bcdb=dcdc=acdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=bdac=adad=c dba=bdbb=ddbc=cdbd=a dca=cdcb=adcc=ddcd=b dda=addb=cddc=bddd=d d♦1=dd♦2=dd♦3=d
c'ty none — a'ty none — self-d'ty sinisterior — m'ty false — decomp dexterior all invertible

4:13189identities:   none  skews
aaa=aaab=daac=caad=b aba=dabb=aabc=babd=c aca=bacb=cacc=dacd=a ada=cadb=badc=aadd=d a♦1=aa♦2=aa♦3=a
baa=cbab=abac=bbad=d bba=bbbb=cbbc=dbbd=a bca=dbcb=bbcc=abcd=c bda=abdb=dbdc=cbdd=b b♦1=db♦2=cb♦3=a
caa=dcab=bcac=acad=c cba=acbb=dcbc=ccbd=b cca=cccb=accc=bccd=d cda=bcdb=ccdc=dcdd=a c♦1=dc♦2=bc♦3=a
daa=bdab=cdac=ddad=a dba=cdbb=bdbc=adbd=d dca=adcb=ddcc=cdcd=b dda=dddb=addc=bddd=c d♦1=ad♦2=bd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:13302identities:   _aa,   _bb,   _cc,   _dd  skews
aaa=aaab=daac=caad=b aba=dabb=aabc=babd=c aca=cacb=bacc=aacd=d ada=badb=cadc=dadd=a a♦1=aa♦2=aa♦3=a
baa=bbab=cbac=dbad=a bba=cbbb=bbbc=abbd=d bca=dbcb=abcc=bbcd=c bda=abdb=dbdc=cbdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=bcac=acad=d cba=bcbb=ccbc=dcbd=a cca=accb=dccc=cccd=b cda=dcdb=acdc=bcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=adac=bdad=c dba=adbb=ddbc=cdbd=b dca=bdcb=cdcc=ddcd=a dda=cddb=bddc=addd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:14046identities:   b_a,   a_b,   _cc,   _dd  skews
aaa=baab=aaac=caad=d aba=aabb=babc=dabd=c aca=dacb=cacc=aacd=b ada=cadb=dadc=badd=a a♦1=ba♦2=ba♦3=b
baa=abab=bbac=dbad=c bba=bbbb=abbc=cbbd=d bca=cbcb=dbcc=bbcd=a bda=dbdb=cbdc=abdd=b b♦1=ab♦2=ab♦3=a
caa=ccab=dcac=bcad=a cba=dcbb=ccbc=acbd=b cca=bccb=accc=cccd=d cda=acdb=bcdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=cdac=adad=b dba=cdbb=ddbc=bdbd=a dca=adcb=bdcc=ddcd=c dda=bddb=addc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinisterior all invertible

4:14050identities:   b_a,   _ab,   a_b,   _ba,   c_c,   _cc,   d_d,   _dd  skews
aaa=baab=aaac=caad=d aba=aabb=babc=dabd=c aca=dacb=cacc=aacd=b ada=cadb=dadc=badd=a a♦1=ba♦2=ba♦3=b
baa=abab=bbac=dbad=c bba=bbbb=abbc=cbbd=d bca=cbcb=dbcc=bbcd=a bda=dbdb=cbdc=abdd=b b♦1=ab♦2=ab♦3=a
caa=dcab=ccac=acad=b cba=ccbb=dcbc=bcbd=a cca=bccb=accc=cccd=d cda=acdb=bcdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=cdab=ddac=bdad=a dba=ddbb=cdbc=adbd=b dca=adcb=bdcc=ddcd=c dda=bddb=addc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty sinisterior — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:15329identities:   none  skews
aaa=baab=aaac=caad=d aba=cabb=dabc=babd=a aca=dacb=cacc=aacd=b ada=aadb=badc=dadd=c a♦1=ca♦2=da♦3=b
baa=dbab=cbac=abad=b bba=abbb=bbbc=dbbd=c bca=bbcb=abcc=cbcd=d bda=cbdb=dbdc=bbdd=a b♦1=bb♦2=bb♦3=b
caa=acab=bcac=dcad=c cba=dcbb=ccbc=acbd=b cca=cccb=dccc=bccd=a cda=bcdb=acdc=ccdd=d c♦1=bc♦2=dc♦3=a
daa=cdab=ddac=bdad=a dba=bdbb=adbc=cdbd=d dca=adcb=bdcc=ddcd=c dda=dddb=cddc=addd=b d♦1=cd♦2=bd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:15608identities:   none  skews
aaa=baab=aaac=caad=d aba=dabb=cabc=aabd=b aca=aacb=bacc=dacd=c ada=cadb=dadc=badd=a a♦1=da♦2=ca♦3=b
baa=cbab=dbac=bbad=a bba=abbb=bbbc=dbbd=c bca=dbcb=cbcc=abcd=b bda=bbdb=abdc=cbdd=d b♦1=bb♦2=bb♦3=b
caa=dcab=ccac=acad=b cba=bcbb=acbc=ccbd=d cca=cccb=dccc=bccd=a cda=acdb=bcdc=dcdd=c c♦1=dc♦2=bc♦3=a
daa=adab=bdac=ddad=c dba=cdbb=ddbc=bdbd=a dca=bdcb=adcc=cdcd=d dda=dddb=cddc=addd=b d♦1=bd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:15850identities:   _ab,   _bc,   _cd,   _da  skews
aaa=baab=aaac=caad=d aba=dabb=cabc=aabd=b aca=cacb=dacc=bacd=a ada=aadb=badc=dadd=c a♦1=ba♦2=da♦3=b
baa=abab=bbac=dbad=c bba=cbbb=dbbc=bbbd=a bca=dbcb=cbcc=abcd=b bda=bbdb=abdc=cbdd=d b♦1=db♦2=ab♦3=c
caa=dcab=ccac=acad=b cba=bcbb=acbc=ccbd=d cca=accb=bccc=dccd=c cda=ccdb=dcdc=bcdd=a c♦1=dc♦2=bc♦3=d
daa=cdab=ddac=bdad=a dba=adbb=bdbc=ddbd=c dca=bdcb=adcc=cdcd=d dda=dddb=cddc=addd=b d♦1=bd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:16271identities:   ab_,   _ab,   ba_,   _ba,   cd_,   _cd,   dc_,   _dc  skews
aaa=baab=aaac=daad=c aba=aabb=babc=cabd=d aca=cacb=dacc=bacd=a ada=dadb=cadc=aadd=b a♦1=ba♦2=ba♦3=b
baa=abab=bbac=cbad=d bba=bbbb=abbc=dbbd=c bca=dbcb=cbcc=abcd=b bda=cbdb=dbdc=bbdd=a b♦1=ab♦2=ab♦3=a
caa=dcab=ccac=acad=b cba=ccbb=dcbc=bcbd=a cca=bccb=accc=dccd=c cda=acdb=bcdc=ccdd=d c♦1=dc♦2=dc♦3=d
daa=cdab=ddac=bdad=a dba=ddbb=cdbc=adbd=b dca=adcb=bdcc=cdcd=d dda=bddb=addc=dddd=c d♦1=cd♦2=cd♦3=c
c'ty exterior — a'ty full — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:16352identities:   ab_,   b_a,   _ab,   ba_,   a_b,   _ba,   cc_,   c_c,   _cc,   dd_,   d_d,   _dd  skews
aaa=baab=aaac=daad=c aba=aabb=babc=cabd=d aca=dacb=cacc=aacd=b ada=cadb=dadc=badd=a a♦1=ba♦2=ba♦3=b
baa=abab=bbac=cbad=d bba=bbbb=abbc=dbbd=c bca=cbcb=dbcc=bbcd=a bda=dbdb=cbdc=abdd=b b♦1=ab♦2=ab♦3=a
caa=dcab=ccac=acad=b cba=ccbb=dcbc=bcbd=a cca=accb=bccc=cccd=d cda=bcdb=acdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=cdab=ddac=bdad=a dba=ddbb=cdbc=adbd=b dca=bdcb=adcc=ddcd=c dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty full — a'ty full — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:16353identities:   ab_,   b_a,   _ab,   ba_,   a_b,   _ba  skews
aaa=baab=aaac=daad=c aba=aabb=babc=cabd=d aca=dacb=cacc=aacd=b ada=cadb=dadc=badd=a a♦1=ba♦2=ba♦3=b
baa=abab=bbac=cbad=d bba=bbbb=abbc=dbbd=c bca=cbcb=dbcc=bbcd=a bda=dbdb=cbdc=abdd=b b♦1=ab♦2=ab♦3=a
caa=dcab=ccac=acad=b cba=ccbb=dcbc=bcbd=a cca=accb=bccc=dccd=c cda=bcdb=acdc=ccdd=d c♦1=dc♦2=dc♦3=d
daa=cdab=ddac=bdad=a dba=ddbb=cdbc=adbd=b dca=bdcb=adcc=cdcd=d dda=addb=bddc=dddd=c d♦1=cd♦2=cd♦3=c
c'ty full — a'ty none — self-d'ty none — m'ty false — decomp none all invertible

4:16443identities:   ab_,   b_a,   _ab,   ba_,   a_b,   _ba,   cd_,   d_c,   _cd,   dc_,   c_d,   _dc  skews
aaa=baab=aaac=daad=c aba=aabb=babc=cabd=d aca=dacb=cacc=bacd=a ada=cadb=dadc=aadd=b a♦1=ba♦2=ba♦3=b
baa=abab=bbac=cbad=d bba=bbbb=abbc=dbbd=c bca=cbcb=dbcc=abcd=b bda=dbdb=cbdc=bbdd=a b♦1=ab♦2=ab♦3=a
caa=dcab=ccac=bcad=a cba=ccbb=dcbc=acbd=b cca=bccb=accc=dccd=c cda=acdb=bcdc=ccdd=d c♦1=dc♦2=dc♦3=d
daa=cdab=ddac=adad=b dba=ddbb=cdbc=bdbd=a dca=adcb=bdcc=cdcd=d dda=bddb=addc=dddd=c d♦1=cd♦2=cd♦3=c
c'ty full — a'ty full — self-d'ty full — m'ty true — decomp sinister, dexterior all invertible

4:16544identities:   ab_,   c_a,   a_b,   bd_,   ca_,   d_c,   b_d,   dc_  skews
aaa=baab=aaac=daad=c aba=aabb=babc=cabd=d aca=dacb=cacc=bacd=a ada=cadb=dadc=aadd=b a♦1=ca♦2=ba♦3=b
baa=dbab=cbac=bbad=a bba=cbbb=dbbc=abbd=b bca=bbcb=abcc=dbcd=c bda=abdb=bbdc=cbdd=d b♦1=ab♦2=db♦3=d
caa=acab=bcac=ccad=d cba=bcbb=acbc=dcbd=c cca=cccb=dccc=accd=b cda=dcdb=ccdc=bcdd=a c♦1=dc♦2=ac♦3=a
daa=cdab=ddac=adad=b dba=ddbb=cdbc=bdbd=a dca=adcb=bdcc=cdcd=d dda=bddb=addc=dddd=c d♦1=bd♦2=cd♦3=c
c'ty dexterior — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:17019identities:   _ab,   d_a,   a_b,   _bc,   b_c,   _cd,   _da,   c_d  skews
aaa=baab=aaac=daad=c aba=cabb=babc=aabd=d aca=dacb=cacc=bacd=a ada=aadb=dadc=cadd=b a♦1=da♦2=da♦3=b
baa=cbab=bbac=abad=d bba=dbbb=cbbc=bbbd=a bca=abcb=dbcc=cbcd=b bda=bbdb=abdc=dbdd=c b♦1=ab♦2=ab♦3=c
caa=dcab=ccac=bcad=a cba=acbb=dcbc=ccbd=b cca=bccb=accc=dccd=c cda=ccdb=bcdc=acdd=d c♦1=bc♦2=bc♦3=d
daa=adab=ddac=cdad=b dba=bdbb=adbc=ddbd=c dca=cdcb=bdcc=adcd=d dda=dddb=cddc=bddd=a d♦1=cd♦2=cd♦3=a
c'ty sinisterior — a'ty none — self-d'ty sinisterior, interior — m'ty true — decomp sinister, dexterior all invertible

4:17186identities:   ac_,   bb_,   cd_,   da_  skews
aaa=baab=aaac=daad=c aba=cabb=dabc=aabd=b aca=aacb=bacc=cacd=d ada=dadb=cadc=badd=a a♦1=da♦2=ca♦3=b
baa=dbab=cbac=bbad=a bba=abbb=bbbc=cbbd=d bca=cbcb=dbcc=abcd=b bda=bbdb=abdc=dbdd=c b♦1=bb♦2=bb♦3=b
caa=ccab=dcac=acad=b cba=bcbb=acbc=dcbd=c cca=dccb=cccc=bccd=a cda=acdb=bcdc=ccdd=d c♦1=ac♦2=dc♦3=b
daa=adab=bdac=cdad=d dba=ddbb=cdbc=bdbd=a dca=bdcb=adcc=ddcd=c dda=cddb=dddc=addd=b d♦1=cd♦2=ad♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:17842identities:   _ab,   ac_,   ba_,   _bc,   _ca,   cb_,   dd_,   _dd  skews
aaa=baab=aaac=daad=c aba=dabb=cabc=aabd=b aca=aacb=bacc=cacd=d ada=cadb=dadc=badd=a a♦1=ba♦2=ca♦3=b
baa=abab=bbac=cbad=d bba=cbbb=dbbc=bbbd=a bca=bbcb=abcc=dbcd=c bda=dbdb=cbdc=abdd=b b♦1=cb♦2=ab♦3=c
caa=dcab=ccac=acad=b cba=acbb=bcbc=ccbd=d cca=cccb=dccc=bccd=a cda=bcdb=acdc=dcdd=c c♦1=ac♦2=bc♦3=a
daa=cdab=ddac=bdad=a dba=bdbb=adbc=ddbd=c dca=ddcb=cdcc=adcd=b dda=addb=bddc=cddd=d d♦1=dd♦2=dd♦3=d
c'ty exterior — a'ty exterior — self-d'ty none — m'ty false — decomp sinister, dexterior all invertible

4:18355identities:   ad_,   bb_,   ca_,   dc_  skews
aaa=baab=aaac=daad=c aba=dabb=cabc=babd=a aca=cacb=dacc=aacd=b ada=aadb=badc=cadd=d a♦1=ca♦2=da♦3=b
baa=cbab=dbac=abad=b bba=abbb=bbbc=cbbd=d bca=bbcb=abcc=dbcd=c bda=dbdb=cbdc=bbdd=a b♦1=bb♦2=bb♦3=b
caa=acab=bcac=ccad=d cba=ccbb=dcbc=acbd=b cca=dccb=cccc=bccd=a cda=bcdb=acdc=dcdd=c c♦1=dc♦2=ac♦3=b
daa=ddab=cdac=bdad=a dba=bdbb=adbc=ddbd=c dca=adcb=bdcc=cdcd=d dda=cddb=dddc=addd=b d♦1=ad♦2=cd♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:18919identities:   d_a,   b_b,   a_c,   c_d  skews
aaa=baab=caac=aaad=d aba=aabb=dabc=babd=c aca=dacb=aacc=cacd=b ada=cadb=badc=dadd=a a♦1=da♦2=ba♦3=c
baa=dbab=abac=cbad=b bba=cbbb=bbbc=dbbd=a bca=abcb=cbcc=bbcd=d bda=bbdb=dbdc=abdd=c b♦1=bb♦2=bb♦3=b
caa=ccab=bcac=dcad=a cba=dcbb=acbc=ccbd=b cca=bccb=dccc=accd=c cda=acdb=ccdc=bcdd=d c♦1=ac♦2=bc♦3=d
daa=adab=ddac=bdad=c dba=bdbb=cdbc=adbd=d dca=cdcb=bdcc=ddcd=a dda=dddb=addc=cddd=b d♦1=cd♦2=bd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:18932identities:   d_a,   b_b,   a_c,   c_d  skews
aaa=baab=caac=aaad=d aba=aabb=dabc=babd=c aca=dacb=aacc=cacd=b ada=cadb=badc=dadd=a a♦1=da♦2=ba♦3=c
baa=dbab=abac=cbad=b bba=cbbb=bbbc=dbbd=a bca=bbcb=cbcc=abcd=d bda=abdb=dbdc=bbdd=c b♦1=bb♦2=bb♦3=b
caa=ccab=bcac=dcad=a cba=dcbb=acbc=ccbd=b cca=accb=dccc=bccd=c cda=bcdb=ccdc=acdd=d c♦1=ac♦2=bc♦3=d
daa=adab=ddac=bdad=c dba=bdbb=cdbc=adbd=d dca=cdcb=bdcc=ddcd=a dda=dddb=addc=cddd=b d♦1=cd♦2=bd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:19099identities:   b_b  skews
aaa=baab=caac=aaad=d aba=aabb=dabc=cabd=b aca=cacb=bacc=dacd=a ada=dadb=aadc=badd=c a♦1=da♦2=ba♦3=c
baa=dbab=abac=bbad=c bba=cbbb=bbbc=dbbd=a bca=bbcb=cbcc=abcd=d bda=abdb=dbdc=cbdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=bcac=dcad=a cba=dcbb=acbc=bcbd=c cca=accb=dccc=cccd=b cda=bcdb=ccdc=acdd=d c♦1=cc♦2=cc♦3=c
daa=adab=ddac=cdad=b dba=bdbb=cdbc=adbd=d dca=ddcb=adcc=bdcd=c dda=cddb=bddc=dddd=a d♦1=cd♦2=bd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:20004identities:   a_c,   b_d  skews
aaa=baab=caac=aaad=d aba=dabb=aabc=babd=c aca=aacb=dacc=cacd=b ada=cadb=badc=dadd=a a♦1=ca♦2=ca♦3=c
baa=cbab=bbac=dbad=a bba=abbb=dbbc=cbbd=b bca=dbcb=abcc=bbcd=c bda=bbdb=cbdc=abdd=d b♦1=cb♦2=ab♦3=d
caa=acab=dcac=bcad=c cba=ccbb=bcbc=acbd=d cca=bccb=cccc=dccd=a cda=dcdb=acdc=ccdd=b c♦1=ac♦2=dc♦3=b
daa=ddab=adac=cdad=b dba=bdbb=cdbc=ddbd=a dca=cdcb=bdcc=adcd=d dda=addb=dddc=bddd=c d♦1=bd♦2=cd♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp dexterior

4:20026identities:   _ac,   a_c,   d_d,   _dd  skews
aaa=baab=caac=aaad=d aba=dabb=aabc=babd=c aca=aacb=dacc=cacd=b ada=cadb=badc=dadd=a a♦1=ca♦2=ca♦3=c
baa=dbab=abac=bbad=c bba=bbbb=cbbc=abbd=d bca=cbcb=bbcc=dbcd=a bda=abdb=dbdc=cbdd=b b♦1=cb♦2=cb♦3=a
caa=acab=dcac=ccad=b cba=ccbb=bcbc=dcbd=a cca=bccb=cccc=accd=d cda=dcdb=acdc=bcdd=c c♦1=ac♦2=ac♦3=b
daa=cdab=bdac=ddad=a dba=adbb=ddbc=cdbd=b dca=ddcb=adcc=bdcd=c dda=bddb=cddc=addd=d d♦1=dd♦2=dd♦3=d
c'ty sinisterior — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:20029identities:   a_c,   c_d  skews
aaa=baab=caac=aaad=d aba=dabb=aabc=babd=c aca=aacb=dacc=cacd=b ada=cadb=badc=dadd=a a♦1=da♦2=ca♦3=c
baa=dbab=abac=bbad=c bba=bbbb=cbbc=abbd=d bca=cbcb=bbcc=dbcd=a bda=abdb=dbdc=cbdd=b b♦1=db♦2=cb♦3=a
caa=ccab=bcac=dcad=a cba=acbb=dcbc=ccbd=b cca=dccb=accc=bccd=c cda=bcdb=ccdc=acdd=d c♦1=ac♦2=bc♦3=d
daa=adab=ddac=cdad=b dba=cdbb=bdbc=ddbd=a dca=bdcb=cdcc=adcd=d dda=dddb=addc=bddd=c d♦1=cd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:20051identities:   d_a,   c_b,   a_c,   cb_,   b_d  skews
aaa=baab=caac=aaad=d aba=dabb=aabc=babd=c aca=aacb=dacc=cacd=b ada=cadb=badc=dadd=a a♦1=da♦2=ca♦3=c
baa=dbab=bbac=cbad=a bba=cbbb=dbbc=abbd=b bca=bbcb=abcc=dbcd=c bda=abdb=cbdc=bbdd=d b♦1=cb♦2=ab♦3=d
caa=ccab=acac=dcad=b cba=acbb=bcbc=ccbd=d cca=dccb=cccc=bccd=a cda=bcdb=dcdc=acdd=c c♦1=ac♦2=bc♦3=b
daa=adab=ddac=bdad=c dba=bdbb=cdbc=ddbd=a dca=cdcb=bdcc=adcd=d dda=dddb=addc=cddd=b d♦1=bd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:20068identities:   none  skews
aaa=baab=caac=aaad=d aba=dabb=aabc=babd=c aca=cacb=bacc=dacd=a ada=aadb=dadc=cadd=b a♦1=ba♦2=da♦3=c
baa=abab=dbac=cbad=b bba=bbbb=cbbc=abbd=d bca=dbcb=abcc=bbcd=c bda=cbdb=bbdc=dbdd=a b♦1=db♦2=db♦3=a
caa=ccab=bcac=dcad=a cba=acbb=dcbc=ccbd=b cca=bccb=cccc=accd=d cda=dcdb=acdc=bcdd=c c♦1=dc♦2=bc♦3=b
daa=ddab=adac=bdad=c dba=cdbb=bdbc=ddbd=a dca=adcb=ddcc=cdcd=b dda=bddb=cddc=addd=d d♦1=dd♦2=dd♦3=d
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:20189identities:   _ac,   _bb  skews
aaa=baab=caac=aaad=d aba=dabb=aabc=cabd=b aca=aacb=bacc=dacd=c ada=cadb=dadc=badd=a a♦1=da♦2=ca♦3=c
baa=cbab=dbac=bbad=a bba=abbb=bbbc=dbbd=c bca=dbcb=cbcc=abcd=b bda=bbdb=abdc=cbdd=d b♦1=bb♦2=bb♦3=b
caa=dcab=acac=ccad=b cba=bcbb=ccbc=acbd=d cca=cccb=dccc=bccd=a cda=acdb=bcdc=dcdd=c c♦1=dc♦2=ac♦3=a
daa=adab=bdac=ddad=c dba=cdbb=ddbc=bdbd=a dca=bdcb=adcc=cdcd=d dda=dddb=cddc=addd=b d♦1=bd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:20213identities:   none  skews
aaa=baab=caac=aaad=d aba=dabb=aabc=cabd=b aca=aacb=bacc=dacd=c ada=cadb=dadc=badd=a a♦1=da♦2=ca♦3=c
baa=dbab=abac=cbad=b bba=bbbb=cbbc=abbd=d bca=cbcb=dbcc=bbcd=a bda=abdb=bbdc=dbdd=c b♦1=cb♦2=db♦3=a
caa=ccab=dcac=bcad=a cba=acbb=bcbc=dcbd=c cca=dccb=cccc=accd=b cda=bcdb=acdc=ccdd=d c♦1=dc♦2=dc♦3=b
daa=adab=bdac=ddad=c dba=cdbb=ddbc=bdbd=a dca=bdcb=adcc=cdcd=d dda=dddb=cddc=addd=b d♦1=cd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:20318identities:   none  skews
aaa=baab=caac=aaad=d aba=dabb=aabc=cabd=b aca=aacb=dacc=bacd=c ada=cadb=badc=dadd=a a♦1=ca♦2=ca♦3=c
baa=dbab=abac=cbad=b bba=abbb=dbbc=bbbd=c bca=cbcb=bbcc=dbcd=a bda=bbdb=cbdc=abdd=d b♦1=cb♦2=cb♦3=c
caa=acab=dcac=bcad=c cba=ccbb=bcbc=dcbd=a cca=bccb=cccc=accd=d cda=dcdb=acdc=ccdd=b c♦1=dc♦2=dc♦3=b
daa=cdab=bdac=ddad=a dba=bdbb=cdbc=adbd=d dca=ddcb=adcc=cdcd=b dda=addb=dddc=bddd=c d♦1=bd♦2=bd♦3=b
c'ty sinisterior — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:20380identities:   _ac,   _bb,   _cd,   _da  skews
aaa=baab=caac=aaad=d aba=dabb=aabc=cabd=b aca=cacb=bacc=dacd=a ada=aadb=dadc=badd=c a♦1=ba♦2=da♦3=c
baa=abab=dbac=bbad=c bba=cbbb=bbbc=dbbd=a bca=dbcb=abcc=cbcd=b bda=bbdb=cbdc=abdd=d b♦1=bb♦2=bb♦3=b
caa=dcab=acac=ccad=b cba=bcbb=ccbc=acbd=d cca=accb=dccc=bccd=c cda=ccdb=bcdc=dcdd=a c♦1=bc♦2=ac♦3=d
daa=cdab=bdac=ddad=a dba=adbb=ddbc=bdbd=c dca=bdcb=cdcc=adcd=d dda=dddb=addc=cddd=b d♦1=bd♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:20867identities:   ab_,   _ad,   _ba,   bc_,   _cb,   cd_,   da_,   _dc  skews
aaa=baab=caac=daad=a aba=aabb=babc=cabd=d aca=dacb=aacc=bacd=c ada=cadb=dadc=aadd=b a♦1=da♦2=ba♦3=d
baa=cbab=dbac=abad=b bba=bbbb=cbbc=dbbd=a bca=abcb=bbcc=cbcd=d bda=dbdb=abdc=bbdd=c b♦1=ab♦2=cb♦3=a
caa=dcab=acac=bcad=c cba=ccbb=dcbc=acbd=b cca=bccb=cccc=dccd=a cda=acdb=bcdc=ccdd=d c♦1=bc♦2=dc♦3=b
daa=adab=bdac=cdad=d dba=ddbb=adbc=bdbd=c dca=cdcb=ddcc=adcd=b dda=bddb=cddc=dddd=a d♦1=cd♦2=ad♦3=c
c'ty exterior — a'ty exterior — self-d'ty sinisterior, dexterior — m'ty true — decomp sinister, dexterior all invertible

4:20871identities:   ab_,   d_a,   _ad,   bc_,   b_c,   _cb,   cd_,   da_  skews
aaa=baab=caac=daad=a aba=aabb=babc=cabd=d aca=dacb=aacc=bacd=c ada=cadb=dadc=aadd=b a♦1=da♦2=ba♦3=d
baa=cbab=dbac=abad=b bba=dbbb=abbc=bbbd=c bca=abcb=bbcc=cbcd=d bda=bbdb=cbdc=dbdd=a b♦1=ab♦2=cb♦3=c
caa=dcab=acac=bcad=c cba=ccbb=dcbc=acbd=b cca=bccb=cccc=dccd=a cda=acdb=bcdc=ccdd=d c♦1=bc♦2=dc♦3=b
daa=adab=bdac=cdad=d dba=bdbb=cdbc=ddbd=a dca=cdcb=ddcc=adcd=b dda=dddb=addc=bddd=c d♦1=cd♦2=ad♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinisterior all invertible

4:21255identities:   none  skews
aaa=baab=caac=daad=a aba=aabb=dabc=cabd=b aca=cacb=bacc=aacd=d ada=dadb=aadc=badd=c a♦1=ca♦2=ba♦3=d
baa=dbab=abac=bbad=c bba=cbbb=bbbc=abbd=d bca=abcb=dbcc=cbcd=b bda=bbdb=cbdc=dbdd=a b♦1=bb♦2=bb♦3=b
caa=acab=dcac=ccad=b cba=bcbb=ccbc=dcbd=a cca=dccb=accc=bccd=c cda=ccdb=bcdc=acdd=d c♦1=bc♦2=ac♦3=d
daa=cdab=bdac=adad=d dba=ddbb=adbc=bdbd=c dca=bdcb=cdcc=ddcd=a dda=addb=dddc=cddd=b d♦1=cd♦2=ad♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:21401identities:   d_a,   a_d  skews
aaa=baab=caac=daad=a aba=aabb=dabc=cabd=b aca=dacb=aacc=bacd=c ada=cadb=badc=aadd=d a♦1=da♦2=ba♦3=d
baa=dbab=abac=bbad=c bba=cbbb=bbbc=abbd=d bca=bbcb=dbcc=cbcd=a bda=abdb=cbdc=dbdd=b b♦1=bb♦2=bb♦3=b
caa=ccab=bcac=acad=d cba=dcbb=acbc=bcbd=c cca=accb=cccc=dccd=b cda=bcdb=dcdc=ccdd=a c♦1=bc♦2=dc♦3=b
daa=adab=ddac=cdad=b dba=bdbb=cdbc=ddbd=a dca=cdcb=bdcc=adcd=d dda=dddb=addc=bddd=c d♦1=ad♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:21730identities:   none  skews
aaa=baab=caac=daad=a aba=cabb=babc=aabd=d aca=aacb=dacc=bacd=c ada=dadb=aadc=cadd=b a♦1=da♦2=ca♦3=d
baa=dbab=abac=bbad=c bba=abbb=dbbc=cbbd=b bca=bbcb=cbcc=abcd=d bda=cbdb=bbdc=dbdd=a b♦1=ab♦2=db♦3=d
caa=ccab=bcac=acad=d cba=bcbb=ccbc=dcbd=a cca=dccb=accc=cccd=b cda=acdb=dcdc=bcdd=c c♦1=cc♦2=cc♦3=c
daa=adab=ddac=cdad=b dba=ddbb=adbc=bdbd=c dca=cdcb=bdcc=ddcd=a dda=bddb=cddc=addd=d d♦1=dd♦2=dd♦3=d
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:21918identities:   none  skews
aaa=baab=caac=daad=a aba=cabb=babc=aabd=d aca=dacb=aacc=bacd=c ada=aadb=dadc=cadd=b a♦1=ba♦2=da♦3=d
baa=abab=dbac=cbad=b bba=dbbb=abbc=bbbd=c bca=cbcb=bbcc=abcd=d bda=bbdb=cbdc=dbdd=a b♦1=ab♦2=cb♦3=c
caa=ccab=bcac=acad=d cba=bcbb=ccbc=dcbd=a cca=accb=dccc=cccd=b cda=dcdb=acdc=bcdd=c c♦1=cc♦2=cc♦3=c
daa=ddab=adac=bdad=c dba=adbb=ddbc=cdbd=b dca=bdcb=cdcc=ddcd=a dda=cddb=bddc=addd=d d♦1=dd♦2=dd♦3=d
c'ty dexterior — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:21921identities:   _ad,   _bc,   _cb,   _da  skews
aaa=baab=caac=daad=a aba=cabb=babc=aabd=d aca=dacb=aacc=bacd=c ada=aadb=dadc=cadd=b a♦1=ba♦2=da♦3=d
baa=abab=dbac=cbad=b bba=dbbb=abbc=bbbd=c bca=cbcb=bbcc=abcd=d bda=bbdb=cbdc=dbdd=a b♦1=ab♦2=cb♦3=c
caa=dcab=acac=bcad=c cba=acbb=dcbc=ccbd=b cca=bccb=cccc=dccd=a cda=ccdb=bcdc=acdd=d c♦1=dc♦2=bc♦3=b
daa=cdab=bdac=adad=d dba=bdbb=cdbc=ddbd=a dca=adcb=ddcc=cdcd=b dda=dddb=addc=bddd=c d♦1=cd♦2=ad♦3=a
c'ty dexterior — a'ty none — self-d'ty sinisterior — m'ty true — decomp sinister, dexterior all invertible

4:22191identities:   b_a,   ad_,   ba_,   c_b,   cb_,   d_c,   a_d,   dc_  skews
aaa=baab=caac=daad=a aba=cabb=dabc=aabd=b aca=dacb=aacc=bacd=c ada=aadb=badc=cadd=d a♦1=ba♦2=da♦3=d
baa=abab=bbac=cbad=d bba=bbbb=cbbc=dbbd=a bca=cbcb=dbcc=abcd=b bda=dbdb=abdc=bbdd=c b♦1=cb♦2=ab♦3=a
caa=dcab=acac=bcad=c cba=acbb=bcbc=ccbd=d cca=bccb=cccc=dccd=a cda=ccdb=dcdc=acdd=b c♦1=dc♦2=bc♦3=b
daa=cdab=ddac=adad=b dba=ddbb=adbc=bdbd=c dca=adcb=bdcc=cdcd=d dda=bddb=cddc=dddd=a d♦1=ad♦2=cd♦3=c
c'ty dexterior — a'ty none — self-d'ty interior, dexterior — m'ty true — decomp sinister, dexterior all invertible

4:22241identities:   ad_,   d_a,   _ad,   bc_,   c_b,   _bc,   cb_,   b_c,   _cb,   da_,   a_d,   _da  skews
aaa=baab=caac=daad=a aba=cabb=dabc=aabd=b aca=dacb=aacc=bacd=c ada=aadb=badc=cadd=d a♦1=da♦2=da♦3=d
baa=cbab=dbac=abad=b bba=dbbb=abbc=bbbd=c bca=abcb=bbcc=cbcd=d bda=bbdb=cbdc=dbdd=a b♦1=cb♦2=cb♦3=c
caa=dcab=acac=bcad=c cba=acbb=bcbc=ccbd=d cca=bccb=cccc=dccd=a cda=ccdb=dcdc=acdd=b c♦1=bc♦2=bc♦3=b
daa=adab=bdac=cdad=d dba=bdbb=cdbc=ddbd=a dca=cdcb=ddcc=adcd=b dda=dddb=addc=bddd=c d♦1=ad♦2=ad♦3=a
c'ty full — a'ty full — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:22383identities:   none  skews
aaa=baab=caac=daad=a aba=dabb=aabc=babd=c aca=aacb=dacc=cacd=b ada=cadb=badc=aadd=d a♦1=ba♦2=ca♦3=d
baa=abab=dbac=cbad=b bba=cbbb=bbbc=abbd=d bca=bbcb=cbcc=dbcd=a bda=dbdb=abdc=bbdd=c b♦1=bb♦2=bb♦3=b
caa=ccab=bcac=acad=d cba=acbb=dcbc=ccbd=b cca=dccb=accc=bccd=c cda=bcdb=ccdc=dcdd=a c♦1=ac♦2=bc♦3=d
daa=ddab=adac=bdad=c dba=bdbb=cdbc=ddbd=a dca=cdcb=bdcc=adcd=d dda=addb=dddc=cddd=b d♦1=ad♦2=cd♦3=b
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:22802identities:   none  skews
aaa=baab=caac=daad=a aba=dabb=aabc=cabd=b aca=cacb=bacc=aacd=d ada=aadb=dadc=badd=c a♦1=ba♦2=da♦3=d
baa=abab=dbac=bbad=c bba=cbbb=bbbc=dbbd=a bca=dbcb=abcc=cbcd=b bda=bbdb=cbdc=abdd=d b♦1=bb♦2=bb♦3=b
caa=ccab=bcac=acad=d cba=acbb=dcbc=bcbd=c cca=bccb=cccc=dccd=a cda=dcdb=acdc=ccdd=b c♦1=bc♦2=dc♦3=b
daa=ddab=adac=cdad=b dba=bdbb=cdbc=adbd=d dca=adcb=ddcc=bdcd=c dda=cddb=bddc=dddd=a d♦1=bd♦2=bd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:23282identities:   none  skews
aaa=baab=daac=aaad=c aba=aabb=cabc=babd=d aca=cacb=aacc=dacd=b ada=dadb=badc=cadd=a a♦1=da♦2=ba♦3=c
baa=cbab=abac=dbad=b bba=dbbb=bbbc=cbbd=a bca=bbcb=dbcc=abcd=c bda=abdb=cbdc=bbdd=d b♦1=bb♦2=bb♦3=b
caa=dcab=bcac=ccad=a cba=ccbb=acbc=dcbd=b cca=accb=cccc=bccd=d cda=bcdb=dcdc=acdd=c c♦1=dc♦2=ac♦3=b
daa=adab=cdac=bdad=d dba=bdbb=ddbc=adbd=c dca=ddcb=bdcc=cdcd=a dda=cddb=addc=dddd=b d♦1=bd♦2=ad♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:23697identities:   b_b  skews
aaa=baab=daac=aaad=c aba=aabb=cabc=dabd=b aca=cacb=aacc=bacd=d ada=dadb=badc=cadd=a a♦1=da♦2=ba♦3=c
baa=dbab=abac=cbad=b bba=cbbb=bbbc=abbd=d bca=bbcb=cbcc=dbcd=a bda=abdb=dbdc=bbdd=c b♦1=bb♦2=bb♦3=b
caa=ccab=bcac=dcad=a cba=dcbb=acbc=bcbd=c cca=accb=dccc=cccd=b cda=bcdb=ccdc=acdd=d c♦1=cc♦2=cc♦3=c
daa=adab=cdac=bdad=d dba=bdbb=ddbc=cdbd=a dca=ddcb=bdcc=adcd=c dda=cddb=addc=dddd=b d♦1=cd♦2=ad♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp dexterior

4:24213identities:   none  skews
aaa=baab=daac=aaad=c aba=cabb=aabc=dabd=b aca=dacb=bacc=cacd=a ada=aadb=cadc=badd=d a♦1=ba♦2=da♦3=c
baa=abab=cbac=bbad=d bba=dbbb=bbbc=cbbd=a bca=cbcb=abcc=dbcd=b bda=bbdb=dbdc=abdd=c b♦1=bb♦2=bb♦3=b
caa=ccab=acac=dcad=b cba=bcbb=dcbc=acbd=c cca=accb=cccc=bccd=d cda=dcdb=bcdc=ccdd=a c♦1=ac♦2=dc♦3=b
daa=ddab=bdac=cdad=a dba=adbb=cdbc=bdbd=d dca=bdcb=ddcc=adcd=c dda=cddb=addc=dddd=b d♦1=ad♦2=bd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:25256identities:   ac_,   c_a,   _ac,   bd_,   d_b,   _bd,   ca_,   a_c,   _ca,   db_,   b_d,   _db  skews
aaa=baab=daac=aaad=c aba=dabb=cabc=babd=a aca=aacb=bacc=cacd=d ada=cadb=aadc=dadd=b a♦1=ca♦2=ca♦3=c
baa=dbab=cbac=bbad=a bba=cbbb=abbc=dbbd=b bca=bbcb=dbcc=abcd=c bda=abdb=bbdc=cbdd=d b♦1=db♦2=db♦3=d
caa=acab=bcac=ccad=d cba=bcbb=dcbc=acbd=c cca=cccb=accc=dccd=b cda=dcdb=ccdc=bcdd=a c♦1=ac♦2=ac♦3=a
daa=cdab=adac=ddad=b dba=adbb=bdbc=cdbd=d dca=ddcb=cdcc=bdcd=a dda=bddb=dddc=addd=c d♦1=bd♦2=bd♦3=b
c'ty full — a'ty full — self-d'ty none — m'ty true — decomp sinister, dexterior all invertible

4:25846identities:   b_b  skews
aaa=baab=daac=caad=a aba=aabb=cabc=dabd=b aca=cacb=bacc=aacd=d ada=dadb=aadc=badd=c a♦1=ca♦2=ba♦3=d
baa=cbab=abac=bbad=d bba=dbbb=bbbc=abbd=c bca=bbcb=cbcc=dbcd=a bda=abdb=dbdc=cbdd=b b♦1=bb♦2=bb♦3=b
caa=acab=bcac=dcad=c cba=ccbb=dcbc=bcbd=a cca=dccb=accc=cccd=b cda=bcdb=ccdc=acdd=d c♦1=cc♦2=cc♦3=c
daa=ddab=cdac=adad=b dba=bdbb=adbc=cdbd=d dca=adcb=ddcc=bdcd=c dda=cddb=bddc=dddd=a d♦1=cd♦2=bd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp dexterior

4:25871identities:   b_b  skews
aaa=baab=daac=caad=a aba=aabb=cabc=dabd=b aca=cacb=bacc=aacd=d ada=dadb=aadc=badd=c a♦1=ca♦2=ba♦3=d
baa=dbab=abac=bbad=c bba=cbbb=bbbc=abbd=d bca=abcb=cbcc=dbcd=b bda=bbdb=dbdc=cbdd=a b♦1=bb♦2=bb♦3=b
caa=acab=ccac=dcad=b cba=dcbb=acbc=bcbd=c cca=bccb=dccc=cccd=a cda=ccdb=bcdc=acdd=d c♦1=cc♦2=cc♦3=c
daa=cdab=bdac=adad=d dba=bdbb=ddbc=cdbd=a dca=ddcb=adcc=bdcd=c dda=addb=cddc=dddd=b d♦1=cd♦2=ad♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinisterior

4:26033identities:   c_a,   b_b,   d_c,   a_d  skews
aaa=baab=daac=caad=a aba=aabb=cabc=dabd=b aca=dacb=bacc=aacd=c ada=cadb=aadc=badd=d a♦1=ca♦2=ba♦3=d
baa=cbab=abac=bbad=d bba=dbbb=bbbc=abbd=c bca=abcb=cbcc=dbcd=b bda=bbdb=dbdc=cbdd=a b♦1=bb♦2=bb♦3=b
caa=acab=ccac=dcad=b cba=bcbb=dcbc=ccbd=a cca=cccb=accc=bccd=d cda=dcdb=bcdc=acdd=c c♦1=dc♦2=bc♦3=a
daa=ddab=bdac=adad=c dba=cdbb=adbc=bdbd=d dca=bdcb=ddcc=cdcd=a dda=addb=cddc=dddd=b d♦1=ad♦2=bd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:26230identities:   _ad,   _bb,   _ca,   _dc  skews
aaa=baab=daac=caad=a aba=cabb=aabc=babd=d aca=aacb=cacc=dacd=b ada=dadb=badc=aadd=c a♦1=ba♦2=ca♦3=d
baa=abab=cbac=dbad=b bba=dbbb=bbbc=abbd=c bca=bbcb=dbcc=cbcd=a bda=cbdb=abdc=bbdd=d b♦1=bb♦2=bb♦3=b
caa=dcab=bcac=acad=c cba=acbb=ccbc=dcbd=b cca=cccb=accc=bccd=d cda=bcdb=dcdc=ccdd=a c♦1=bc♦2=dc♦3=a
daa=cdab=adac=bdad=d dba=bdbb=ddbc=cdbd=a dca=ddcb=bdcc=adcd=c dda=addb=cddc=dddd=b d♦1=bd♦2=ad♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty true — decomp sinister, dexterior

4:27496identities:   b_a,   c_b,   d_c,   a_d  skews
aaa=baab=daac=caad=a aba=dabb=cabc=aabd=b aca=aacb=bacc=dacd=c ada=cadb=aadc=badd=d a♦1=ba♦2=ca♦3=d
baa=abab=cbac=dbad=b bba=bbbb=abbc=cbbd=d bca=cbcb=dbcc=bbcd=a bda=dbdb=bbdc=abdd=c b♦1=cb♦2=db♦3=a
caa=ccab=acac=bcad=d cba=acbb=bcbc=dcbd=c cca=dccb=cccc=accd=b cda=bcdb=dcdc=ccdd=a c♦1=dc♦2=dc♦3=b
daa=ddab=bdac=adad=c dba=cdbb=ddbc=bdbd=a dca=bdcb=adcc=cdcd=d dda=addb=cddc=dddd=b d♦1=ad♦2=cd♦3=c
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp none

4:27524identities:   d_a,   b_b,   c_c,   a_d  skews
aaa=baab=daac=caad=a aba=dabb=cabc=aabd=b aca=aacb=bacc=dacd=c ada=cadb=aadc=badd=d a♦1=da♦2=ca♦3=d
baa=cbab=abac=bbad=d bba=abbb=bbbc=dbbd=c bca=dbcb=cbcc=abcd=b bda=bbdb=dbdc=cbdd=a b♦1=bb♦2=bb♦3=b
caa=dcab=ccac=acad=b cba=ccbb=acbc=bcbd=d cca=bccb=dccc=cccd=a cda=acdb=bcdc=dcdd=c c♦1=cc♦2=cc♦3=c
daa=adab=bdac=ddad=c dba=bdbb=ddbc=cdbd=a dca=cdcb=adcc=bdcd=d dda=dddb=cddc=addd=b d♦1=ad♦2=cd♦3=a
c'ty none — a'ty none — self-d'ty none — m'ty false — decomp sinister, dexterior

4:27533identities:   d_a,   c_b,   b_c,   a_d  skews
aaa=baab=daac=caad=a aba=dabb=cabc=aabd=b aca=aacb=bacc=dacd=c ada=cadb=aadc=badd=d a♦1=da♦2=ca♦3=d
baa=cbab=bbac=abad=d bba=abbb=dbbc=bbbd=c bca=dbcb=abcc=cbcd=b bda=bbdb=cbdc=dbdd=a b♦1=cb♦2=ab♦3=c
caa=dcab=acac=bcad=c cba=ccbb=bcbc=dcbd=a cca=bccb=cccc=accd=d cda=acdb=dcdc=ccdd=b c♦1=bc♦2=dc♦3=b
daa=adab=cdac=ddad=b dba=bdbb=adbc=cdbd=d dca=cdcb=ddcc=bdcd=a dda=dddb=bddc=addd=c d♦1=ad♦2=bd♦3=a
c'ty none — a'ty none — self-d'ty interior — m'ty false — decomp none all invertible

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