Drop D (D, A, D, G, B, E)
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
Chart Collections
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
182
chord chart(s) for 0(10)9(12)9x in Alternate Tuning (D, A, D, G, B, E).
Chart
Inversion
Position
Avg Pitch
Openness
Difficulty
0(10)9(12)9x
no
020103
no
020004
no
020034
no
020133
no
050004
no
x20103
yes
x20004
yes
055004
no
550004
yes
025004
no
520004
yes
xx0103
no
x20034
yes
xx0004
no
x20133
yes
x50004
no
056004
no
650004
yes
025034
no
055404
no
520034
yes
550404
yes
555004
yes
056003
no
650003
yes
x55004
no
05600x
no
65000x
yes
056007
no
650007
yes
056403
no
556004
yes
650403
yes
655004
yes
656004
yes
555404
yes
x56004
no
55600x
yes
65500x
yes
65600x
yes
x25034
yes
x55404
no
x56003
no
556007
yes
655007
yes
656007
yes
x5600x
no
056433
no
650433
yes
x56007
no
x56403
no
55640x
yes
65540x
yes
556003
yes
655003
yes
056087
no
650087
yes
xx5434
yes
556707
yes
655707
yes
556403
yes
556404
yes
655403
yes
655404
yes
55670x
yes
65570x
yes
0(11)000(10)
no
x56433
no
0(10)0097
no
5564xx
yes
6554xx
yes
556087
yes
655087
yes
xx5704
yes
x56087
no
0(11)900(10)
no
9(11)000(10)
yes
xx6433
yes
0(11)000x
no
0(10)909(10)
no
556433
yes
655433
yes
9(10)009(10)
yes
55643x
yes
65543x
yes
xx0097
no
0(10)909x
no
9(10)009x
yes
056787
no
650787
yes
0(10)0797
no
x(11)000(10)
yes
0(11)900x
no
9(11)000x
yes
0(11)00(12)(10)
no
0(11)0(12)0(10)
no
0(11)(12)00(10)
no
(12)(11)000(10)
no
x(10)0097
yes
0(11)908(10)
no
0(11)909(10)
no
9(11)008(10)
yes
9(11)009(10)
yes
9(11)900(10)
yes
xx6787
yes
x(11)900(10)
yes
x(11)000x
yes
0(11)00(12)x
no
0(11)0(12)0x
no
0(11)(12)00x
no
(12)(11)000x
no
x(10)909(10)
yes
0(11)908x
no
0(11)909x
no
9(11)008x
yes
9(11)009x
yes
0(11)0(12)(12)(10)
no
0(11)90(12)(10)
no
0(11)9(12)0(10)
no
0(11)(12)0(12)(10)
no
0(11)(12)(12)0(10)
no
556787
yes
655787
yes
9(11)00(12)(10)
yes
9(11)0(12)0(10)
yes
9(11)(12)00(10)
yes
(12)(11)00(12)(10)
no
(12)(11)0(12)0(10)
no
(12)(11)900(10)
no
(12)(11)(12)00(10)
no
xx909(10)
yes
x56787
no
x(10)0797
yes
0(11)90xx
no
9(11)00xx
yes
x(11)00(12)(10)
yes
x(11)0(12)0(10)
yes
x(11)(12)00(10)
yes
0(11)0(12)(12)x
no
0(11)(12)0(12)x
no
0(11)(12)(12)0x
no
(12)(11)00(12)x
no
(12)(11)0(12)0x
no
(12)(11)(12)00x
no
x(11)908(10)
yes
x(11)909(10)
yes
0(11)90(12)x
no
0(11)9(12)0x
no
9(11)00(12)x
yes
9(11)0(12)0x
yes
9(11)(12)00x
yes
(12)(11)900x
no
x(11)00(12)x
yes
x(11)0(12)0x
yes
x(11)(12)00x
yes
0(11)9(12)9(10)
no
9(11)90(12)(10)
yes
9(11)9(12)0(10)
yes
9(11)9(12)9(10)
yes
0(11)(12)(12)(12)(10)
no
x(11)0(12)(12)(10)
yes
x(11)90(12)(10)
yes
x(11)9(12)0(10)
yes
x(11)(12)0(12)(10)
yes
x(11)(12)(12)0(10)
yes
0(11)(12)(12)(12)x
no
(12)(11)0(12)(12)x
no
(12)(11)(12)0(12)x
no
(12)(11)(12)(12)0x
no
x(11)0(12)(12)x
yes
x(11)(12)0(12)x
yes
x(11)(12)(12)0x
yes
0(11)9(12)9x
no
0(11)9(12)xx
no
9(11)0(12)xx
yes
9(11)(12)0xx
yes
(12)(11)90xx
no
x(11)9(12)9(10)
yes
x(11)(12)(12)(12)(10)
yes
x(11)(12)(12)(12)x
yes
xx9(12)9(10)
yes