0(10)0799 - Guitar Chord Chart Search

Found 224 chord chart(s) for 0(10)0799 in Alternate Tuning (E, A, D, G, C, F).

Chart	Inversion	Position	Avg Pitch	Openness	Difficulty
0(10)0799	no
000022	no
000222	no
002222	no
002022	no
00002x	no
000044	no
000024	no
000042	no
302222	yes
00202x	no
300042	yes
300044	yes
00004x	no
302022	yes
000242	no
002024	no
0000xx	no
x02222	yes
x02022	yes
30202x	yes
x00044	yes
30004x	yes
x00042	yes
050044	no
500044	yes
300242	yes
300244	yes
302024	yes
30222x	yes
005024	no
050024	no
302224	yes
500042	yes
x0202x	yes
30024x	yes
x0004x	yes
50004x	yes
005022	no
005222	no
050222	no
052222	no
502222	yes
x00242	yes
x02024	yes
055044	no
350044	yes
550044	yes
xx2222	no
00502x	no
xx0044	yes
000074	no
352222	yes
x50044	yes
55004x	yes
005224	no
050242	no
052242	no
500242	yes
00007x	no
050074	no
350242	yes
352224	yes
352242	yes
555044	yes
x52222	yes
00522x	no
xx0242	yes
xx2024	no
x55044	yes
00077x	no
35024x	yes
55504x	yes
070044	no
052044	no
000099	no
000079	no
35222x	yes
00777x	no
07777x	no
x50242	yes
x52242	yes
005744	no
057044	no
570044	yes
350244	yes
352044	yes
00574x	no
05704x	no
57004x	yes
00577x	no
05707x	no
57007x	yes
00009x	no
35224x	yes
000779	no
007079	no
000979	no
007099	no
070099	no
x70044	no
0057xx	no
0570xx	no
5700xx	yes
007779	no
077779	no
x52044	yes
00097x	no
07009x	no
0(10)0099	no
3522xx	yes
352244	yes
x7777x	no
00009(11)	no
x05744	yes
x57044	yes
0(10)0999	no
05777x	no
57777x	yes
x0574x	yes
x5704x	yes
007979	no
077099	no
077979	no
0(10)009x	no
0(10)009(11)	no
(10)0009(11)	yes
x00979	yes
x70099	no
x77779	no
(10)(10)0999	yes
x0097x	yes
x7009x	no
0(10)099x	no
0(10)7779	no
(10)77779	yes
x0009(11)	yes
xx5744	yes
0(10)079x	no
(10)0097x	yes
(10)7009x	yes
0(10)099(11)	no
(10)(10)009(11)	yes
5757xx	yes
x(10)0999	yes
000(12)9(11)	no
00(12)09(11)	no
0(12)009(11)	no
(12)0009(11)	no
x07979	yes
x77099	no
x77979	no
0(10)777x	no
(10)7777x	yes
x(10)009(11)	yes
(10)(10)099x	yes
000(12)99	no
00(12)099	no
0(12)0099	no
(12)00099	no
0(10)7099	no
0(10)7999	no
(10)70099	yes
0(10)0(12)9(11)	no
0(10)(12)09(11)	no
(10)00(12)9(11)	yes
(10)0(12)09(11)	yes
(10)(12)009(11)	yes
(12)(10)009(11)	no
000(12)9x	no
00(12)09x	no
0(12)009x	no
(12)0009x	no
x(10)099x	yes
0(10)779x	no
(10)0797x	yes
(10)7709x	yes
(10)7797x	yes
(10)(10)099(11)	yes
xx009(11)	yes
0(10)0(12)99	no
0(10)(12)099	no
0(10)(12)999	no
(12)(10)0099	no
(12)(10)0999	no
000(12)xx	no
00(12)0xx	no
0(12)00xx	no
(12)000xx	no
x(10)099(11)	yes
0(10)0(12)9x	no
0(10)(12)09x	no
(12)(10)009x	no
x00(12)9(11)	yes
x0(12)09(11)	yes
x(12)009(11)	yes
xx7979	yes
0(10)77xx	no
(10)770xx	yes
0(10)7799	no
(10)77099	yes
00(12)(12)xx	no
0(12)0(12)xx	no
0(12)(12)0xx	no
(12)00(12)xx	no
(12)0(12)0xx	no
(12)(12)00xx	no
0(10)(12)99(11)	no
(12)(10)099(11)	no
x(10)7999	yes
x(10)0(12)9(11)	yes
x(10)(12)09(11)	yes
0(12)(12)(12)xx	no
(12)(12)(12)0xx	no
(12)(12)(12)(12)xx	no
x(10)(12)999	yes
0(10)(12)99x	no
(12)(10)099x	no
(12)0(12)(12)xx	no
(12)(12)0(12)xx	no
xx0(12)9(11)	yes
xx(12)09(11)	yes
x(10)(12)99(11)	yes
x(10)(12)99x	yes