- DROP 2

- C6 = Am7 = Fmaj9 (no root) = Bbmaj7 (13, #11, 9) (no root) ecc

- Cmaj7(#5) = E/C- Cm7(#5) 3 riv. = Ab/Bb- Cmaj7 = B/C

SOSTITUZIONI

Maggiori

C6/9 (no3d) = D7sus4/CCmaj7(9) = Em7/CCadd9 = Em7(#5)/CCmaj7(6,9) = E7sus4/CC6/9(b5) = F#m7(#5)/CCmaj7(9) = G6/CC6 = Am7/AC6/9 = A7sus4/CCmaj7(6,9) = Bm7(#5)/C

Minori

Cm11 (no 3d) = C7sus4C7sus(4,2) no3d = Dm7(#5)/CCm9(b5) no3d = D7(#5)/CCm9 = Ebmaj7/CCm(6,9) = Ebmaj7(b5)/CCmMA7(9) = Ebmaj7(#5)/C Cm11 = F7sus4/CCm13 = F7/CCm11 (no 3d) = Gm7/CCmMA9(add11)no3d= G7/CCmMA7(add11) = G7(#5)/CCm add11 = Gm7(#5)/CCm6 = Am7(b5)/CCmMA7(6) = B7(#5)/C

Semidiminuiti

C9(b5)no3d = D7(#5)/CCm7(b5) = Ebm6/CCm9(b5) = Ebm(maj7)/CCm7(b5) = Cm11(b5) no3d = Gbmaj7(b5)/CCm7(b5) = Cm11(b5) no3d = Gbmaj7(#5)/C

Settima di dominante

C7(#9) = Cm7C7(#5,#9) = Cm7(#5)C7(#5,b9) = Dbm6/CC7(#5,b9)= Dbm(maj7)/CC7(b9) = Db7/CC7(#9,b9) = Eb7/CC9 = Em7(b5)/CC7(#9) = Edim(maj7)/CC7(b9) = E7/CC9(#5) = E7(b5)/CC7(#5,#9) = Emaj7(b5)/CC7(#5,#9) = Emaj7(#5)/CC7(b5,b9) = Gb7/CC7(b5) = Gb7(b5)/CC9(b5) = Gb7(#5)/CC13(b5) = Gbm7(b5)/CC13(b5,b9) = Gbm7/CC9 = Gm6/CC11 = Gm7/CC11(b9) = Gm7(b5)/CC9(b5) = Gm(maj7)/CC7(b9) = G7/CC7(b5,#5,#9) = Ab7/CC7(b5,#9) = Cm7(b5) = Ebm/EC7(b5,#5) = Ab7(#5)/CC7(#5) add5 = Abmaj7(#5)/CC9(b5,#5) = Ab7(b5)/CC13(b9) = A7/CC11 = Bb6/CC13(b9) = Bbdim(maj7)/CC13 = Bbmaj7(b5)/CC13(b5) = Bbmaj7(#5)/CC7(#5,b9) = Bbm7(b5)/CC11(b9) = Bbm6/CC9(#5) = Bb7(b5)/CC13(b5,9) = Bb7(#5)/CC7(b9) = Bb7/C