"DADGAD" (D, A, D, G, A, D)
Standard (E, A, D, G, B, E)
Drop D (D, A, D, G, B, E)
Double Drop D (D, A, D, G, B, D)
"DADGAD" (D, A, D, G, A, D)
Open D (D, A, D, F#, A, D)
Open E (E, B, E, G#, B, E)
Everything
Chord Charts
Chords
Chart Progressions
Scales
Search
Search options
Allow Open
Strict Bass Notes
All Mutes
Span
2 Frets
3 Frets
4 Frets
5 Frets
Frets
Frets 0 through 12
Frets 0 through 6
Frets 6 through 12
Frets 12 through 18
Strings
Exactly 3 strings
Exactly 4 strings
Exactly 5 strings
Exactly 6 strings
At least 4 strings
At least 5 strings
Found
134
chord chart(s) for 055054 in Alternate Tuning (D, A, D, G, A, D).
Chart
Inversion
Position
Avg Pitch
Openness
Difficulty
055054
no
050054
no
054050
no
450050
yes
054054
no
054055
no
450054
yes
450055
yes
454050
yes
455050
yes
550054
yes
554050
yes
x50054
no
x54050
no
05405x
no
45005x
yes
xx0054
no
xx4050
yes
0540xx
no
4500xx
yes
454055
yes
x54054
no
x54055
no
x55054
no
45405x
yes
45505x
yes
55405x
yes
090090
no
xx4054
yes
xx4055
yes
xx5054
yes
x5405x
no
4540xx
yes
4550xx
yes
5540xx
yes
0900(10)0
no
0(10)0090
no
x90090
yes
09009x
no
0907(10)0
no
0(10)0790
no
xx0090
no
0900xx
no
x900(10)0
yes
x(10)0090
yes
0900(10)x
no
0(10)009x
no
090(11)(10)0
no
0(10)0(11)90
no
0(10)0(11)(10)0
no
x9009x
yes
x907(10)0
yes
x(10)0790
yes
0907(10)x
no
0(10)079x
no
0900(10)(12)
no
090(12)(10)0
no
09(12)0(10)0
no
0(10)009(12)
no
0(10)0(12)90
no
0(10)(12)090
no
(12)900(10)0
no
(12)(10)0090
no
x900(10)x
yes
x(10)009x
yes
x90(11)(10)0
yes
x(10)0(11)90
yes
x(10)0(11)(10)0
yes
090(11)(10)x
no
0(10)0(11)9x
no
0(10)0(11)(10)x
no
090(11)(10)(12)
no
09(12)(11)(10)0
no
0(10)0(11)9(12)
no
0(10)0(11)(10)(12)
no
0(10)(12)(11)90
no
0(10)(12)(11)(10)0
no
(12)90(11)(10)0
no
(12)(10)0(11)90
no
(12)(10)0(11)(10)0
no
xx0(11)(10)0
no
0(10)0(11)xx
no
x907(10)x
yes
x(10)079x
yes
x900(10)(12)
yes
x90(12)(10)0
yes
x9(12)0(10)0
yes
x(10)009(12)
yes
x(10)0(12)90
yes
x(10)(12)090
yes
090(12)(10)x
no
09(12)0(10)x
no
0(10)0(12)9x
no
0(10)(12)09x
no
(12)900(10)x
no
(12)(10)009x
no
x90(11)(10)x
yes
x(10)0(11)9x
yes
x(10)0(11)(10)x
yes
0(10)(12)(11)(10)(12)
no
(12)(10)(12)(11)(10)0
no
x90(11)(10)(12)
yes
x9(12)(11)(10)0
yes
x(10)0(11)9(12)
yes
x(10)0(11)(10)(12)
yes
x(10)(12)(11)90
yes
x(10)(12)(11)(10)0
yes
09(12)(11)(10)x
no
0(10)(12)(11)9x
no
0(10)(12)(11)(10)x
no
(12)90(11)(10)x
no
(12)(10)0(11)9x
no
(12)(10)0(11)(10)x
no
xx009(12)
no
xx0(12)90
no
xx(12)090
no
090(12)xx
no
09(12)0xx
no
(12)900xx
no
xx0(11)(10)(12)
no
xx(12)(11)(10)0
no
0(10)(12)(11)xx
no
(12)(10)0(11)xx
no
x90(12)(10)x
yes
x9(12)0(10)x
yes
x(10)0(12)9x
yes
x(10)(12)09x
yes
x(10)(12)(11)(10)(12)
yes
(12)(10)(12)(11)(10)x
no
xx(12)(11)(10)(12)
no
x9(12)(11)(10)x
yes
x(10)(12)(11)9x
yes
x(10)(12)(11)(10)x
yes
(12)(10)(12)(11)xx
no
