All Of You in G#

Cole Porter(1954)swing
Do Re MiC D E
A
G♯6/C
Cm7♭5/F♯

Chord Diagrams — All Of You in G# (Guitar)

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FingerNoteDegree

All Of You in G#

Key of G#

G# major (or Ab) lives at fret 4 on the low E string. All chords require barre technique, making it less common in guitar-centric songwriting but standard in piano-driven pop. Guitarists often use a capo to access friendlier shapes. G# is a intermediate-advanced-level key on guitar because the open G string is a half step below the root, creating dissonance — avoid letting it ring. Expect to rely on barre chords throughout, which builds hand strength and unlocks the entire fretboard.

Voice Leading

The bass line moves through C# to G# (descending perfect fourth), G# to A# (ascending whole step), A# to D# (ascending perfect fourth), D# to D# (ascending unison), D# to G# (ascending perfect fourth), G# to B (ascending minor third), B to A# (descending half step), A# to G (descending minor third), G to C (ascending perfect fourth), C to F (ascending perfect fourth), F to C# (descending major third), C# to D# (ascending whole step), D# to C (descending minor third), C to C# (ascending half step), C# to D (ascending half step), D to G (ascending perfect fourth). A half-step bass movement creates a strong leading-tone pull that demands resolution. The root motion by larger intervals (fourths and fifths) gives each chord change a strong, decisive character. When the progression loops, the bass returns from G to C# by tritone.

Scales for Improvisation

G# major pentatonic works because every note is either a chord tone or a safe passing tone — there are no avoid notes. For soloing, this means you can play freely without clashing. Over dominant seventh chords, G# Mixolydian adds the flat seventh for an authentic blues-rock edge.

swing4/4 · 33 bars · Form: A

Chords: C♯m6, G♯, A♯m7♭5, D♯7♭9, D♯7, G♯6/C, Bdim, A♯m7, G7, Cm7♭5/F♯, F7, C♯m7, D♯7♭5, Cm7, C♯, Dm7♭5, G7♭9.

Scales for Improvisation G# bebop, G# bebop major.

Diatonic chords: See all chords in the key of G#