(12)(12)0(11)xx - Guitar Chord Chart Search

Found 195 chord chart(s) for (12)(12)0(11)xx in Alternate Tuning (E, A, D, G, C, F).

Chart	Inversion	Position	Avg Pitch	Openness	Difficulty
(12)(12)0(11)xx	yes
030002	yes
030022	yes
03000x	yes
03002x	yes
030042	yes
032022	yes
050002	yes
03202x	yes
0300xx	yes
03004x	yes
05000x	yes
330042	yes
030502	yes
x30042	yes
33004x	yes
x32022	yes
05500x	yes
33202x	yes
030542	yes
070007	yes
05200x	yes
050007	yes
x3202x	yes
05550x	yes
x3004x	yes
030522	yes
032522	yes
035022	yes
03502x	yes
35200x	yes
070077	yes
07000x	yes
050047	yes
055007	yes
050077	yes
055507	yes
x30542	yes
x70007	yes
05554x	yes
33054x	yes
35054x	yes
x5200x	no
870007	yes
070777	yes
0555xx	yes
070009	yes
x32522	yes
x70077	yes
xx0542	no
x7000x	yes
055077	yes
055577	yes
055707	yes
87000x	yes
050777	yes
x50047	no
05057x	yes
05570x	yes
870009	yes
07057x	yes
07570x	yes
0(10)0009	yes
870077	yes
35554x	yes
xx2522	yes
05557x	yes
x5554x	no
0(10)0007	yes
87007x	yes
x70777	yes
xx0047	no
x70009	yes
0(10)0909	yes
0(10)(10)009	yes
0(10)000x	yes
0(10)000(11)	yes
870079	yes
055777	yes
07(10)009	yes
0(10)0709	yes
0(10)0907	yes
(10)70009	no
8700xx	yes
x7057x	yes
x7570x	yes
87077x	yes
0(10)090x	yes
07(10)777	yes
0(10)0077	yes
0(10)0777	yes
0(10)090(11)	yes
(10)(10)000(11)	no
0(10)(10)909	yes
87(10)009	yes
8(10)0907	yes
8(10)0909	yes
(10)(10)0909	no
0(10)070x	yes
(10)7000x	no
8(10)000(11)	yes
(10)(10)(10)00(11)	no
87(10)777	yes
x(10)0909	yes
8(10)090x	yes
(10)(10)090x	no
07(10)779	yes
0(10)0977	yes
x(10)000(11)	yes
87097x	yes
0(10)00(12)(11)	yes
0(10)0(12)0(11)	yes
0(10)(12)00(11)	yes
(12)(10)000(11)	yes
x7(10)009	yes
x(10)0907	yes
8(10)090(11)	yes
(10)(10)090(11)	no
0(10)00(12)9	yes
0(10)0(12)09	yes
0(10)(12)009	yes
(12)(10)0009	yes
x(10)090x	yes
87(10)779	yes
8(10)0977	yes
(10)(10)(10)909	no
x7(10)777	yes
07(10)77x	yes
xx0977	no
x(10)090(11)	yes
xx000(11)	no
x(10)(10)909	yes
8(10)097x	yes
(10)(10)(10)90x	no
0(10)00(12)x	yes
0(10)0(12)0x	yes
0(10)(12)00x	yes
(12)(10)000x	yes
0(10)09(12)(11)	yes
0(10)0(12)(12)(11)	yes
0(10)(12)0(12)(11)	yes
0(10)(12)90(11)	yes
0(10)(12)(12)0(11)	yes
(10)(10)00(12)(11)	no
(10)(10)0(12)0(11)	no
(10)(10)(12)00(11)	no
(12)(10)00(12)(11)	yes
(12)(10)090(11)	yes
(12)(10)0(12)0(11)	yes
(12)(10)(12)00(11)	yes
87(10)77x	yes
8(10)09xx	yes
(10)(10)(10)0(12)(11)	no
(10)(10)(10)(12)0(11)	no
x7(10)779	yes
x(10)0977	yes
0(10)09(12)9	yes
x(10)00(12)(11)	yes
x(10)0(12)0(11)	yes
x(10)(12)00(11)	yes
0(10)09(12)x	yes
0(10)(12)90x	yes
(12)(10)090x	yes
(10)(10)(10)90(11)	no
0(10)0(12)(12)x	yes
0(10)(12)0(12)x	yes
0(10)(12)(12)0x	yes
(12)(10)00(12)x	yes
(12)(10)0(12)0x	yes
(12)(10)(12)00x	yes
x7(10)77x	yes
(10)(10)(10)9xx	no
xx00(12)(11)	no
xx0(12)0(11)	no
xx(12)00(11)	no
(10)(10)0(12)(12)(11)	no
(10)(10)(10)(12)(12)(11)	no
(10)(10)(12)0(12)(11)	no
(10)(10)(12)(12)0(11)	no
0(10)(12)(12)(12)(11)	yes
x(10)09(12)(11)	yes
x(10)0(12)(12)(11)	yes
x(10)(12)0(12)(11)	yes
x(10)(12)90(11)	yes
x(10)(12)(12)0(11)	yes
x(10)09(12)9	yes
xx0(12)(12)(11)	no
xx(12)0(12)(11)	no
xx(12)(12)0(11)	no
0(10)(12)(12)(12)x	yes
x(10)09(12)x	yes
x(10)(12)90x	yes
(10)(10)(12)(12)(12)(11)	no
x(10)(12)(12)(12)(11)	yes
xx(12)(12)(12)(11)	no