Exemplos de
Cb
19 resultados encontrados
1. Cb
2. Acorde
m 15 escalas possÃveis: AK) Lás Bemóis Menores (Abm = Ab-
-Eb): só existem em 7Fs e 6Fs; AL) Lás Bemóis Menores com
6Fs; AL) Lás Bemóis Menores com Sétima Menor (Abm7 = Ab-
-Eb-Gb): só existem em 7Fs e 6Fs; AM) Lás Bemóis Maiores
B#-D#-F#-A#): só existem em 7Ss; CK) Dós Bemóis Maiores (
= Cb-Eb-Gb): só existem em 7Fs e 6Fs; CL) Dós Bemóis Mai
-F#-A#): só existem em 7Ss; CK) Dós Bemóis Maiores (Cb =
-Eb-Gb): só existem em 7Fs e 6Fs; CL) Dós Bemóis Maiores
m em 7Fs e 6Fs; CL) Dós Bemóis Maiores com Sétima Maior (
7M = Cb-Eb-Gb-Bb): só existem em 7Fs e 6Fs; CM) Dós Diminu
s e 6Fs; CL) Dós Bemóis Maiores com Sétima Maior (Cb7M =
-Eb-Gb-Bb): só existem em 7Fs e 6Fs; CM) Dós Diminutos (Cd
DL) Rés Bemóis Menores com Sétima Menor (Dbm7 = Db-Fb-Ab-
): só existem em 7Fs; DM) Rés Bemóis Maiores (Db = Db-F-A
; DN) Rés Bemóis Maiores com Sétima Menor (Db7 = Db-F-Ab-
): só existem em 6Fs; DO) Rés Bemóis Maiores com Sétima
): só existem em 7Ss; FK) Fás Bemóis Maiores (Fb = Fb-Ab-
): só existem em 7Fs; FL) Fás Bemóis Maiores com Sétima
s; FL) Fás Bemóis Maiores com Sétima Maior (Fb7M = Fb-Ab-
-Eb): só existem em 7Fs; FM) Fás Diminutos (Fdim = F-Ab-Cb
Cb-Eb): só existem em 7Fs; FM) Fás Diminutos (Fdim = F-Ab-
): só existem em 6Fs; FN) Fás Semidiminutos (Fm7b5 = F-Ab-
): só existem em 6Fs; FN) Fás Semidiminutos (Fm7b5 = F-Ab-
-Eb): só existem em 6Fs; FO) Fás Menores (Fm = F-Ab-C): sÃ
3. Enarmonia
ste estilo de música. Escalas enarmônicas numa 7052-3416:
-Db-Eb-Fb-Gb-Ab-Bb: enarmônica à de Si Maior (com sua rela
Bemol Menor). Escalas enarmônicas numa 6143-2507: Gb-Ab-Bb-
-Db-Eb-F: enarmônica à de Fá Sustenido Maior (com sua rel
enor). Tonalidades enarmônicas numa 7052-3416: Triádicas:
-Dbm-Ebm-Fb-Gb-Abm-Bbdim: enarmônica à de Si Maior; Db-Ebm
-D#m-E#dim: enarmônica à de Sol Bemol Maior. Tetrádicas:
7M-Dbm7-Ebm7-Fb7M-Gb7-Abm7-Bbm7b5: enarmônica à de Si Maio
lidades enarmônicas numa 6143-2507: Triádicas: Gb-Abm-Bbm-
-Db-Ebm-Fdim: enarmônica à de Fá Sustenido Maior; B-C#m-D
rmônica à de Ré Bemol Maior. Tetrádicas: Gb7M-Abm7-Bbm7-
7M-Db7-Ebm7-Fm7b5: enarmônica à de Fá Sustenido Maior; B7
4. Bordejos
inhem, recolhi o carro e a carreta e fui dar um bordejos de
-350 na city e apresentar a moto ao casal de amigos motocicl
5. Sol bemol maior
Gb-Bb-Db-F - Bb-Db-F-Gb - Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/
, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Ab
Db-F-Gb - Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-
-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb =
- Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb -
-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-E
Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-
; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-A
Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/
, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb
- Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-
-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbm, Bbm/D
- Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb -
-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbm, Bbm/Db, Bbm/F =
Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-
- Gb-Ab-Cb-Eb; Bbm, Bbm/Db, Bbm/F = Bb-Db-F - Db-F-Bb - F-B
, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-
-Eb; Bbm, Bbm/Db, Bbm/F = Bb-Db-F - Db-F-Bb - F-Bb-Db; Bbm7,
bm7/Ab = Bb-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F;
, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/
Ab = Bb-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb,
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb,
-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb,
/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb
- Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb =
-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/B
-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-
- Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb -
b - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-
-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-B
Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb;
7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb -
F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M,
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb,
7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - B
b = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-G
Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb =
-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Db, Db/
b; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-
- Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
-Eb - Bb-Cb-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-Ab-Db - Ab-
/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-
-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-Ab-Db - Ab-Db-F; Db7,
b/Ab = Db-F-Ab - F-Ab-Db - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/
= Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, E
b - F-Ab-Db - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-
- F-Ab-Cb-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb
b - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-
-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-B
; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-
-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-E
/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-Cb-Db-F -
-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-Eb - Bb-Eb-
b-Bb-Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/
= F-Ab-Cb - Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, F
- Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-
- Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb =
-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-Cb - Ab-
-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-Cb-
- Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-Cb - Ab-Cb-F -
-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-Cb-Eb - Ab
im/Cb = F-Ab-Cb - Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/
, Fm7b5/Eb = F-Ab-Cb-Eb - Ab-Cb-Eb-F - Cb-Eb-F-Ab - Eb-F-Ab-
-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-
-Eb - Ab-Cb-Eb-F - Cb-Eb-F-Ab - Eb-F-Ab-Cb.
6. Tonalidade
#m-B-C#-D#m-E#dim Sol Bemol Maior (enarmônica): Gb-Abm-Bbm-
-Db-Ebm-Fdim Sol Maior: G-Am-Bm-C-D-Em-F#dim Lá Bemol Maior
a): B-C#m-D#m-E-F#-G#m-A#dim Dó Bemol Maior (enarmônica):
-Dbm-Ebm-Fb-Gb-Abm-Bbdim Tetrádicas: Dó Maior: C7M-Dm7-Em7
7-D#m7-E#m7b5 Sol Bemol Maior (enarmônica): Gb7M-Abm7-Bbm7-
7M-Db7-Ebm7-Fm7b5 Sol Maior: G7M-Am7-Bm7-C7M-D7-Em7-F#m7b5 L
#m7-D#m7-E7M-F#7-G#m7-A#m7b5 Dó Bemol Maior (enarmônica):
7M-Dbm7-Ebm7-Fb7M-Gb7-Abm7-Bbm7b5 Estas tonalidades também
7. Mi bemol menor
Gb-Bb-Db-F - Bb-Db-F-Gb - Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/
, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Ab
Db-F-Gb - Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-
-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb =
- Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb -
-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-E
Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-
; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-A
Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/
, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb
- Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-
-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbm, Bbm/D
- Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb -
-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbm, Bbm/Db, Bbm/F =
Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-
- Gb-Ab-Cb-Eb; Bbm, Bbm/Db, Bbm/F = Bb-Db-F - Db-F-Bb - F-B
, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-
-Eb; Bbm, Bbm/Db, Bbm/F = Bb-Db-F - Db-F-Bb - F-Bb-Db; Bbm7,
bm7/Ab = Bb-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F;
, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/
Ab = Bb-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb,
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb,
-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb,
/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb
- Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb =
-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/B
-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-
- Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb -
b - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-
-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-B
Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb;
7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb -
F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M,
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb,
7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - B
b = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-G
Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb =
-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Db, Db/
b; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-
- Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
-Eb - Bb-Cb-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-Ab-Db - Ab-
/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-
-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-Ab-Db - Ab-Db-F; Db7,
b/Ab = Db-F-Ab - F-Ab-Db - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/
= Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, E
b - F-Ab-Db - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-
- F-Ab-Cb-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb
b - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-
-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-B
; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-
-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-E
/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-Cb-Db-F -
-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-Eb - Bb-Eb-
b-Bb-Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/
= F-Ab-Cb - Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, F
- Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-
- Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb =
-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-Cb - Ab-
-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-Cb-
- Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-Cb - Ab-Cb-F -
-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-Cb-Eb - Ab
im/Cb = F-Ab-Cb - Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/
, Fm7b5/Eb = F-Ab-Cb-Eb - Ab-Cb-Eb-F - Cb-Eb-F-Ab - Eb-F-Ab-
-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-
-Eb - Ab-Cb-Eb-F - Cb-Eb-F-Ab - Eb-F-Ab-Cb.
8. Cromatismo
-G#; 7S: A-E-B-F#-C#-G#-D#-A#-E#-B#-F##-C##-G##; 5F: Bbb-Fb-
-Gb-Db-Ab-Eb-Bb-F-C-G-D-A; 2S: Bb-F-C-G-D-A-E-B-F#-C#-G#-D#-
b-Eb-Bb-F-C-G-D-A; 2S: Bb-F-C-G-D-A-E-B-F#-C#-G#-D#-A#; 3F:
-Gb-Db-Ab-Eb-Bb-F-C-G-D-A-E-B; 4S: C-G-D-A-E-B-F#-C#-G#-D#-A
#; 6S: D-A-E-B-F#-C#-G#-D#-A#-E#-B#-F##-C##; 6F: Ebb-Bbb-Fb-
-Gb-Db-Ab-Eb-Bb-F-C-G-D; 1S: Eb-Bb-F-C-G-D-A-E-B-F#-C#-G#-D#
-Eb-Bb-F-C-G-D; 1S: Eb-Bb-F-C-G-D-A-E-B-F#-C#-G#-D#; 4F: Fb-
-Gb-Db-Ab-Eb-Bb-F-C-G-D-A-E; 3S: F-C-G-D-A-E-B-F#-C#-G#-D#-A
9. Dó bemol maior
ádicos e suas inversões formados em Dós Bemóis Maiores:
, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/E
cos e suas inversões formados em Dós Bemóis Maiores: Cb,
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, C
uas inversões formados em Dós Bemóis Maiores: Cb, Cb/Eb,
/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
rsões formados em Dós Bemóis Maiores: Cb, Cb/Eb, Cb/Gb =
-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb
m Dós Bemóis Maiores: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-
, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb -
Bemóis Maiores: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-
-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-B
Maiores: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb;
7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb -
es: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M,
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
b/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb,
7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - B
Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-G
-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb =
-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Dbm, Db
b; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-
- Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
-Eb - Bb-Cb-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab - Fb-Ab-Db
/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-
-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab - Fb-Ab-Db - Ab-Db-Fb
b-Fb-Ab - Fb-Ab-Db - Ab-Db-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/
= Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Eb
b-Db - Ab-Db-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-
- Fb-Ab-Cb-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm
b-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-
-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb
Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-
-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb
bm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-Cb-Db-Fb -
-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-Eb - Bb-Eb
Db - Gb-Bb-Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/
= Fb-Ab-Cb - Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, F
Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-
- Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb
Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-Cb - Ab-
-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-E
-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-Cb - Ab-Cb-Fb -
-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-C
Fb/Cb = Fb-Ab-Cb - Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/
, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-
b-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-
-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb
b-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-
-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb/Db = Gb-Bb
7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb -
-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb/Db = Gb-Bb-Db - Bb-Db
b7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-
; Gb, Gb/Bb, Gb/Db = Gb-Bb-Db - Bb-Db-Gb - Db-Gb-Bb; Gb7, Gb
b-Db-Fb - Bb-Db-Fb-Gb - Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/
, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Ab
Fb-Gb - Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-
-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb =
Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb -
-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-E
Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-
; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-A
Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/
, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb
- Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-
-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbdim, Bbd
- Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb -
-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbdim, Bbdim/Db, Bbdi
Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-
- Gb-Ab-Cb-Eb; Bbdim, Bbdim/Db, Bbdim/Fb = Bb-Db-Fb - Db-Fb
, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-
-Eb; Bbdim, Bbdim/Db, Bbdim/Fb = Bb-Db-Fb - Db-Fb-Bb - Fb-Bb
10. Esse
iádicos e tetrádicos e suas inversões formados em Esses:
, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/E
icos e tetrádicos e suas inversões formados em Esses: Cb,
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, C
tetrádicos e suas inversões formados em Esses: Cb, Cb/Eb,
/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
cos e suas inversões formados em Esses: Cb, Cb/Eb, Cb/Gb =
-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb
ões formados em Esses: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-
, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb -
rmados em Esses: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-
-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-B
em Esses: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb;
7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb -
es: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M,
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
b/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb,
7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - B
Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-G
-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb =
-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Dbm, Db
b; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-
- Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
-Eb - Bb-Cb-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab - Fb-Ab-Db
/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-
-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab - Fb-Ab-Db - Ab-Db-Fb
b-Fb-Ab - Fb-Ab-Db - Ab-Db-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/
= Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Eb
b-Db - Ab-Db-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-
- Fb-Ab-Cb-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm
b-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-
-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb
Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-
-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb
bm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-Cb-Db-Fb -
-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-Eb - Bb-Eb
Db - Gb-Bb-Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/
= Fb-Ab-Cb - Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, F
Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-
- Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb
Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-Cb - Ab-
-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-E
-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-Cb - Ab-Cb-Fb -
-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-C
Fb/Cb = Fb-Ab-Cb - Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/
, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-
b-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-
-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb
b-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-
-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb/Db = Gb-Bb
7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb -
-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb/Db = Gb-Bb-Db - Bb-Db
b7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-
; Gb, Gb/Bb, Gb/Db = Gb-Bb-Db - Bb-Db-Gb - Db-Gb-Bb; Gb7, Gb
b-Db-Fb - Bb-Db-Fb-Gb - Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/
, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Ab
Fb-Gb - Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-
-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb =
Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb -
-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-E
Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-
; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-A
Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/
, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb
- Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-
-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbdim, Bbd
- Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb -
-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbdim, Bbdim/Db, Bbdi
Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-
- Gb-Ab-Cb-Eb; Bbdim, Bbdim/Db, Bbdim/Fb = Bb-Db-Fb - Db-Fb
, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-
-Eb; Bbdim, Bbdim/Db, Bbdim/Fb = Bb-Db-Fb - Db-Fb-Bb - Fb-Bb
11. Lá bemol menor
ádicos e suas inversões formados em Lás Bemóis Menores:
, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/E
cos e suas inversões formados em Lás Bemóis Menores: Cb,
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, C
uas inversões formados em Lás Bemóis Menores: Cb, Cb/Eb,
/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
rsões formados em Lás Bemóis Menores: Cb, Cb/Eb, Cb/Gb =
-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb
m Lás Bemóis Menores: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-
, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb -
Bemóis Menores: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-
-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-B
Menores: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb;
7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb -
es: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M,
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
b/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb,
7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - B
Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-G
-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb =
-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Dbm, Db
b; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-
- Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
-Eb - Bb-Cb-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab - Fb-Ab-Db
/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-
-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab - Fb-Ab-Db - Ab-Db-Fb
b-Fb-Ab - Fb-Ab-Db - Ab-Db-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/
= Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Eb
b-Db - Ab-Db-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-
- Fb-Ab-Cb-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm
b-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-
-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb
Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-
-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb
bm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-Cb-Db-Fb -
-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-Eb - Bb-Eb
Db - Gb-Bb-Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/
= Fb-Ab-Cb - Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, F
Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-
- Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb
Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-Cb - Ab-
-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-E
-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-Cb - Ab-Cb-Fb -
-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-C
Fb/Cb = Fb-Ab-Cb - Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/
, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-
b-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-
-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb
b-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-
-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb/Db = Gb-Bb
7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb -
-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb/Db = Gb-Bb-Db - Bb-Db
b7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-
; Gb, Gb/Bb, Gb/Db = Gb-Bb-Db - Bb-Db-Gb - Db-Gb-Bb; Gb7, Gb
b-Db-Fb - Bb-Db-Fb-Gb - Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/
, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Ab
Fb-Gb - Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-
-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb =
Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb -
-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-E
Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-
; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-A
Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/
, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb
- Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-
-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbdim, Bbd
- Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb -
-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbdim, Bbdim/Db, Bbdi
Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-
- Gb-Ab-Cb-Eb; Bbdim, Bbdim/Db, Bbdim/Fb = Bb-Db-Fb - Db-Fb
, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-
-Eb; Bbdim, Bbdim/Db, Bbdim/Fb = Bb-Db-Fb - Db-Fb-Bb - Fb-Bb
12. Tê
Gb-Bb-Db-F - Bb-Db-F-Gb - Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/
, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Ab
Db-F-Gb - Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-
-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb =
- Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb -
-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-E
Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-
; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-A
Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/
, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb
- Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-
-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbm, Bbm/D
- Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb -
-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbm, Bbm/Db, Bbm/F =
Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-
- Gb-Ab-Cb-Eb; Bbm, Bbm/Db, Bbm/F = Bb-Db-F - Db-F-Bb - F-B
, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-
-Eb; Bbm, Bbm/Db, Bbm/F = Bb-Db-F - Db-F-Bb - F-Bb-Db; Bbm7,
bm7/Ab = Bb-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F;
, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/
Ab = Bb-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb,
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb,
-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb,
/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb
- Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb =
-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/B
-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-
- Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb -
b - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-
-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-B
Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb;
7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb -
F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M,
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb,
7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - B
b = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-G
Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb =
-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Db, Db/
b; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-
- Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
-Eb - Bb-Cb-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-Ab-Db - Ab-
/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-
-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-Ab-Db - Ab-Db-F; Db7,
b/Ab = Db-F-Ab - F-Ab-Db - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/
= Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, E
b - F-Ab-Db - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-
- F-Ab-Cb-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb
b - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-
-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-B
; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-
-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-E
/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-Cb-Db-F -
-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-Eb - Bb-Eb-
b-Bb-Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/
= F-Ab-Cb - Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, F
- Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-
- Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb =
-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-Cb - Ab-
-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-Cb-
- Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-Cb - Ab-Cb-F -
-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-Cb-Eb - Ab
im/Cb = F-Ab-Cb - Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/
, Fm7b5/Eb = F-Ab-Cb-Eb - Ab-Cb-Eb-F - Cb-Eb-F-Ab - Eb-F-Ab-
-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-
-Eb - Ab-Cb-Eb-F - Cb-Eb-F-Ab - Eb-F-Ab-Cb.
13. 6f
Gb-Bb-Db-F - Bb-Db-F-Gb - Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/
, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Ab
Db-F-Gb - Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-
-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb =
- Db-F-Gb-Bb - F-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb -
-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-E
Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-
; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-A
Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/
, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb
- Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-
-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbm, Bbm/D
- Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb -
-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbm, Bbm/Db, Bbm/F =
Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-
- Gb-Ab-Cb-Eb; Bbm, Bbm/Db, Bbm/F = Bb-Db-F - Db-F-Bb - F-B
, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-
-Eb; Bbm, Bbm/Db, Bbm/F = Bb-Db-F - Db-F-Bb - F-Bb-Db; Bbm7,
bm7/Ab = Bb-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F;
, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/
Ab = Bb-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb,
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb,
-Db-F-Ab - Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb,
/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb
- Db-F-Ab-Bb - F-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb =
-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/B
-Ab-Bb-Db - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-
- Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb -
b - Ab-Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-
-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-B
Bb-Db-F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb;
7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb -
F; Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M,
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb,
7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - B
b = Cb-Eb-Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-G
Gb - Eb-Gb-Cb - Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb =
-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Db, Db/
b; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-
- Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
-Eb - Bb-Cb-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-Ab-Db - Ab-
/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-
-Eb-Gb; Db, Db/F, Db/Ab = Db-F-Ab - F-Ab-Db - Ab-Db-F; Db7,
b/Ab = Db-F-Ab - F-Ab-Db - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/
= Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, E
b - F-Ab-Db - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-
- F-Ab-Cb-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb
b - Ab-Db-F; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-
-Db - Ab-Cb-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-B
; Db7, Db7/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-
-Db-F - Cb-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-E
/F, Db7/Ab, Db7/Cb = Db-F-Ab-Cb - F-Ab-Cb-Db - Ab-Cb-Db-F -
-Db-F-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-Eb - Bb-Eb-
b-Bb-Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/
= F-Ab-Cb - Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, F
- Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-
- Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb =
-Eb-Gb - Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-Cb - Ab-
-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-Cb-
- Db-Eb-Gb-Bb; Fdim, Fdim/Ab, Fdim/Cb = F-Ab-Cb - Ab-Cb-F -
-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-Cb-Eb - Ab
im/Cb = F-Ab-Cb - Ab-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/
, Fm7b5/Eb = F-Ab-Cb-Eb - Ab-Cb-Eb-F - Cb-Eb-F-Ab - Eb-F-Ab-
-Cb-F - Cb-F-Ab; Fm7b5, Fm7b5/Ab, Fm7b5/Cb, Fm7b5/Eb = F-Ab-
-Eb - Ab-Cb-Eb-F - Cb-Eb-F-Ab - Eb-F-Ab-Cb.
14. 7f
triádicos e tetrádicos e suas inversões formados em 7Fs:
, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/E
¡dicos e tetrádicos e suas inversões formados em 7Fs: Cb,
/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, C
e tetrádicos e suas inversões formados em 7Fs: Cb, Cb/Eb,
/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
dicos e suas inversões formados em 7Fs: Cb, Cb/Eb, Cb/Gb =
-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb
rsões formados em 7Fs: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-
, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb -
formados em 7Fs: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-
-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-B
s em 7Fs: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb;
7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb -
Fs: Cb, Cb/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M,
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
b/Eb, Cb/Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb,
7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - B
Gb = Cb-Eb-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb,
7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-G
-Gb - Eb-Gb-Cb, Gb-Cb-Eb; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb =
-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Dbm, Db
b; Cb7M, Cb7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-
- Gb-Bb-Cb-Eb - Bb-Cb-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab
7M/Eb, Cb7M/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-
-Eb - Bb-Cb-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab - Fb-Ab-Db
/Gb, Cb7M/Bb = Cb-Eb-Gb-Bb - Eb-Gb-Bb-Cb - Gb-Bb-Cb-Eb - Bb-
-Eb-Gb; Dbm, Dbm/Fb, Dbm/Ab = Db-Fb-Ab - Fb-Ab-Db - Ab-Db-Fb
b-Fb-Ab - Fb-Ab-Db - Ab-Db-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/
= Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Eb
b-Db - Ab-Db-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-
- Fb-Ab-Cb-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm
b-Fb; Dbm7, Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-
-Db - Ab-Cb-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb
Dbm7/Fb, Dbm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-
-Db-Fb - Cb-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb
bm7/Ab, Dbm7/Cb = Db-Fb-Ab-Cb - Fb-Ab-Cb-Db - Ab-Cb-Db-Fb -
-Db-Fb-Ab; Ebm, Ebm/Gb, Ebm/Bb = Eb-Gb-Bb - Gb-Bb-Eb - Bb-Eb
Db - Gb-Bb-Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/
= Fb-Ab-Cb - Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, F
Db-Eb - Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-
- Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb
Bb-Db-Eb-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-Cb - Ab-
-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-E
-Gb - Db-Eb-Gb-Bb; Fb, Fb/Ab, Fb/Cb = Fb-Ab-Cb - Ab-Cb-Fb -
-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-C
Fb/Cb = Fb-Ab-Cb - Ab-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/
, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-
b-Cb-Fb - Cb-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-
-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb
b-Fb-Ab; Fb7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-
-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb/Db = Gb-Bb
7M, Fb7M/Ab, Fb7M/Cb, Fb7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb -
-Eb-Fb-Ab - Eb-Fb-Ab-Cb; Gb, Gb/Bb, Gb/Db = Gb-Bb-Db - Bb-Db
b7M/Eb = Fb-Ab-Cb-Eb - Ab-Cb-Eb-Fb - Cb-Eb-Fb-Ab - Eb-Fb-Ab-
; Gb, Gb/Bb, Gb/Db = Gb-Bb-Db - Bb-Db-Gb - Db-Gb-Bb; Gb7, Gb
b-Db-Fb - Bb-Db-Fb-Gb - Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/
, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Ab
Fb-Gb - Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-
-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb =
Db-Fb-Gb-Bb - Fb-Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb -
-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-E
Gb-Bb-Db; Abm, Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-
; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-A
Abm/Cb, Abm/Eb = Ab-Cb-Eb - Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/
, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb
- Cb-Eb-Ab - Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-
-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbdim, Bbd
- Eb-Ab-Cb; Abm7, Abm7/Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb -
-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-Cb-Eb; Bbdim, Bbdim/Db, Bbdi
Cb, Abm7/Eb, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-
- Gb-Ab-Cb-Eb; Bbdim, Bbdim/Db, Bbdim/Fb = Bb-Db-Fb - Db-Fb
, Abm7/Gb = Ab-Cb-Eb-Gb - Cb-Eb-Gb-Ab - Eb-Gb-Ab-Cb - Gb-Ab-
-Eb; Bbdim, Bbdim/Db, Bbdim/Fb = Bb-Db-Fb - Db-Fb-Bb - Fb-Bb
15. Cromatismo
ete: A-E-B-F#-C#-G#-D#-A#-E#-B#-F##-C##-G##; U/Sete: Bbb-Fb-
-Gb-Db-Ab-Eb-Bb-F-C-G-D-A; Pê/Dois: Bb-F-C-G-D-A-E-B-F#-C#-
A; Pê/Dois: Bb-F-C-G-D-A-E-B-F#-C#-G#-D#-A#; Dáblio/Nove:
-Gb-Db-Ab-Eb-Bb-F-C-G-D-A-E-B; Erre/Quatro: C-G-D-A-E-B-F#-C
D-A-E-B-F#-C#-G#-D#-A#-E#-B#-F##-C##; Tê/Seis: Ebb-Bbb-Fb-
-Gb-Db-Ab-Eb-Bb-F-C-G-D; Ó/Um: Eb-Bb-F-C-G-D-A-E-B-F#-C#-G#
C-G-D; Ó/Um: Eb-Bb-F-C-G-D-A-E-B-F#-C#-G#-D#; Vê/Oito: Fb-
-Gb-Db-Ab-Eb-Bb-F-C-G-D-A-E; Quê/Três: F-C-G-D-A-E-B-F#-C#