The eight-note symmetric scale, from every V7 root
From any V7 root, alternate half-step → whole-step
eight times: H – W – H – W – H – W – H – W. The eight notes of the
scale spell out the V7 chord (1, 3, 5, ♭7) plus three altered
tensions (♭9, ♯9, ♯11) and the natural 13 — but not the ♭13/♯5.
The scale is symmetric — it
repeats every minor 3rd, so there are only three unique
half-whole scales in all twelve keys (related by minor 3rds).
Used wherever you want a V7 to strain before
resolution. McCoy Tyner, Herbie Hancock, Michael Brecker, Eric
Dolphy. The symmetry of the scale gives you a self-contained
vocabulary that doesn't sound like "running scales."
Now 2 octaves, both hands — the same pattern extended up and back with fingering marked above every note in each hand.
Pattern
H – W – H – W – H – W – H – W (eight notes / octave)
Over V7
1, ♭9, ♯9, 3, ♯11, 5, 13, ♭7 — the ♭9/♯9/♯11 plus a natural 13
01
G7 (V of C)
02
C7 (V of F)
03
F7 (V of B♭)
04
B♭7 (V of E♭)
05
E♭7 (V of A♭)
06
A♭7 (V of D♭)
07
D♭7 (V of G♭)
08
F♯7 (V of B)
09
B7 (V of E)
10
E7 (V of A)
11
A7 (V of D)
12
D7 (V of G)
Eight notes, alternating intervals. The same shape, four positions, every altered V7 in the world.