[{"data":1,"prerenderedAt":4},["ShallowReactive",2],{"chart:all-at-once-you-love-her":3},"title: All At Once You Love Her\ncomposer: Richard Rodgers, Hammerstein\nstyle: Medium Swing\nkey: F\nform: AABC, 40 bars\n# analysis: 2026-10-31, rules v2; F\n\nsection: A\n1  | FMaj7   # tonic: the 4th is in the key\n2  | Dm7     # vi: Aeolian, the key's own notes (the ♭6 is a passing note)\n3  | Gm7     # ii of C7: Dorian\n4  | C7      # V7\u002FI in F: natural tensions\n5  | Gm7     # ii of C7: Dorian\n6  | C7      # V7 of F: natural tensions\n7  | Fdim7   # auxiliary diminished: it decorates the chord and returns to it\n8  | F6      # tonic: the 4th is in the key\n8  | C7      # V7 of the F6 before it: natural tensions\n9  | A7      # V7\u002Fvi in F: b9 and b13 are in the key\n10 | Dm7     # vi: Aeolian, the key's own notes (the ♭6 is a passing note)\n@ending 1 7 8\n@ending 2 9 10\n\nsection: B\n1  | BbMaj7  # IV: the #4 is the key’s 7th\n2  | BbMaj7\n3  | FMaj7   # tonic: the 4th is in the key\n4  | Dm7     # ii of G7sus: Dorian\n5  | G7sus   # II7sus4 before its dominant: Mixolydian, the 4th is a chord tone here\n6  | G7sus\n7  | G7      # V7 of V7: the dominant of the dominant: natural tensions\n8  | C7      # V7 of F: natural tensions\n\nsection: C\n1  | FMaj7   # tonic: the 4th is in the key\n2  | Dm7     # vi: Aeolian, the key's own notes (the ♭6 is a passing note)\n3  | Gm7     # ii of C7: Dorian\n4  | C7      # V7\u002FI in F: natural tensions\n5  | Gm7     # ii of C7: Dorian\n6  | C7      # V7\u002FI in F: natural tensions\n7  | Cm7     # ii of the ii–V to Bb\n8  | F7      # V7\u002FIV in F: natural tensions\n9  | BbMaj7  # the F7 before it makes Bb the key of the moment: the 4th is in the key\n10 | Gm7     # ii of the ii–V to F\n10 | C7      # V7 of F: natural tensions\n11 | FMaj7   # tonic: the 4th is in the key\n12 | Bb7     # IV7 in F, not resolving: the #11 is in the key\n13 | FMaj7   # tonic: the 4th is in the key\n14 | C7      # V7 of F: natural tensions\n15 | F6      # tonic: the 4th is in the key\n16 | Gm7     # ii of the ii–V to F\n16 | C7      # V7 of F: natural tensions\n",1793575880973]