Double Drop D (D, A, D, G, B, 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
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
142
chord chart(s) for x0x0(12)(11) in Alternate Tuning (D, A, D, G, B, D).
Chart
Inversion
Position
Avg Pitch
Openness
Difficulty
x0x0(12)(11)
no
505605
yes
x05605
no
50560x
yes
505607
yes
507605
yes
507607
yes
705605
no
705607
no
707605
no
x0560x
no
x05607
no
x07605
no
50760x
yes
70560x
no
x0542x
no
x4520x
yes
x45007
yes
x47005
yes
54700x
yes
74500x
no
x2522x
yes
x45607
yes
x47605
yes
54760x
yes
74560x
no
x4700x
yes
x45407
yes
x47405
yes
54740x
yes
74540x
no
xx5607
yes
xx7605
no
(11)0(11)00(11)
yes
90900(11)
yes
90(11)009
yes
(11)09009
yes
90(11)00(11)
yes
(11)0900(11)
yes
(11)0(11)009
yes
x0(11)00(11)
no
(11)0(11)00x
yes
x07689
no
x09687
no
70968x
no
90768x
yes
x0900(11)
no
x0(11)009
no
90(11)00x
yes
(11)0900x
yes
5474xx
yes
7454xx
no
9090(10)(11)
yes
90(11)0(10)9
yes
90(11)0(10)(11)
yes
(11)090(10)9
yes
(11)090(10)(11)
yes
(11)0(11)0(10)9
yes
x090(10)(11)
no
x0(11)0(10)9
no
90(11)0(10)x
yes
(11)090(10)x
yes
x0968x
no
x0(11)00x
no
x0908(11)
no
x0(11)089
no
90(11)08x
yes
(11)0908x
yes
(11)0(11)0(12)(11)
yes
(11)0(11)(12)0(11)
yes
(11)(12)(11)00(11)
yes
xx7689
no
xx9687
yes
9(10)90(10)(11)
yes
90(11)0xx
yes
(11)090xx
yes
x0(11)0(12)(11)
no
x0(11)(12)0(11)
no
x(12)(11)00(11)
no
(11)0(11)0(12)x
yes
(11)0(11)(12)0x
yes
(11)(12)(11)00x
yes
9(12)900(11)
yes
x(10)90(10)(11)
yes
x(10)(11)0(10)9
yes
9(10)(11)0(10)x
yes
(11)(10)90(10)x
yes
9090(12)(11)
yes
909(12)0(11)
yes
90(11)0(12)9
yes
90(11)(12)09
yes
x090(12)(11)
no
x09(12)0(11)
no
x0(11)0(12)9
no
x0(11)(12)09
no
x(12)900(11)
no
x(12)(11)009
no
90(11)0(12)x
yes
90(11)(12)0x
yes
9(12)(11)00x
yes
(11)090(12)x
yes
(11)09(12)0x
yes
(11)(12)900x
yes
xx90(10)(11)
yes
xx(11)0(10)9
yes
x0(11)0(12)x
no
x0(11)(12)0x
no
x(12)(11)00x
no
9(12)90(10)(11)
yes
(11)09(12)(10)9
yes
(11)(12)(11)(12)(12)(11)
yes
909(12)(10)(11)
yes
90(11)(12)(10)9
yes
(11)0(11)(12)(12)(11)
yes
x09(12)(10)(11)
no
x0(11)(12)(10)9
no
x0(11)(12)(12)(11)
no
x(12)90(10)(11)
no
x(12)(11)0(10)9
no
x(12)(11)0(12)(11)
no
x(12)(11)(12)0(11)
no
90(11)(12)(10)x
yes
9(12)(11)0(10)x
yes
(11)09(12)(10)x
yes
(11)0(11)(12)(12)x
yes
(11)(12)90(10)x
yes
(11)(12)(11)0(12)x
yes
(11)(12)(11)(12)0x
yes
(11)(12)(11)009
yes
x0(11)(12)(12)x
no
x(12)(11)0(12)x
no
x(12)(11)(12)0x
no
(11)(12)(11)0(10)9
yes
90(11)(12)xx
yes
9(12)(11)0xx
yes
(11)09(12)xx
yes
(11)(12)90xx
yes
x(12)(11)(12)(12)(11)
no
(11)(12)(11)(12)(12)x
yes
xx9(12)(10)(11)
yes
xx(11)(12)(10)9
yes
x(12)(11)(12)(12)x
no