x30304 - Guitar Chord Chart Search

Found 239 chord chart(s) for x30304 in Alternate Tuning (D, A, D, F#, A, D).

Chart	Inversion	Position	Avg Pitch	Openness	Difficulty
x30304	no
x30000	no
x3000x	no
x30004	no
x34000	no
x3x000	no
x34300	no
x34330	no
x30334	no
x30x04	no
x34x00	no
x30354	no
x34350	no
x30604	no
x34600	no
(10)00000	no
x303x4	no
x343x0	no
(10)0000(10)	no
(10)00090	no
(10)0(10)000	no
(10)90000	no
x34354	no
x3435x	no
(10)00007	no
(10)07000	no
(10)0009(10)	no
(10)00890	no
(10)0(10)090	no
(10)9000(10)	no
(10)90800	no
(10)9(10)000	no
(10)0000x	no
(10)00097	no
(10)07090	no
(10)90007	no
(10)97000	no
(10)x0000	no
(10)0x000	no
(10)000x0	no
(10)0009x	no
(10)9000x	no
x3x354	no
(10)00897	no
(10)0089(10)	no
(10)07890	no
(10)0(10)890	no
(10)90807	no
(10)9080(10)	no
(10)97800	no
(10)9(10)800	no
(10)0000(12)	no
(10)000(12)0	no
(10)00(12)00	no
(10)0(12)000	no
(10)(12)0000	no
(10)x000(10)	no
(10)x(10)000	no
(10)0x090	no
(10)00x90	no
(10)000x(10)	no
(10)0089x	no
(10)0(10)0x0	no
(10)9x000	no
(10)90x00	no
(10)9080x	no
xx(10)000	no
(10)000xx	no
(10)070x0	no
(10)0009(12)	no
(10)000(12)(10)	no
(10)00(12)0(10)	no
(10)00(12)90	no
(10)0(10)00(12)	no
(10)0(10)0(12)0	no
(10)0(10)(12)00	no
(10)0(12)00(10)	no
(10)0(12)090	no
(10)9000(12)	no
(10)900(12)0	no
(10)90(12)00	no
(10)9(12)000	no
(10)(12)000(10)	no
(10)(12)0090	no
(10)(12)(10)000	no
(10)000(12)(12)	no
(10)00(12)0(12)	no
(10)00(12)(12)0	no
(10)0(12)00(12)	no
(10)0(12)0(12)0	no
(10)0(12)(12)00	no
(10)(12)000(12)	no
(10)(12)00(12)0	no
(10)(12)0(12)00	no
(10)(12)(12)000	no
(10)x000x	no
(10)07897	no
(10)0x890	no
(10)00x9(10)	no
(10)0789x	no
(10)0(10)x90	no
(10)0(10)89x	no
(10)9x800	no
(10)90x0(10)	no
(10)97x00	no
(10)970x0	no
(10)9780x	no
(10)9(10)x00	no
(10)9(10)80x	no
(10)000(12)x	no
(10)00(12)0x	no
(10)0(12)00x	no
(10)(12)000x	no
(10)xx000	no
(10)0x0x0	no
(10)00x9x	no
(10)90x0x	no
(10)00(12)x0	no
(10)0(12)0x0	no
(10)(12)x000	no
(10)(12)00x0	no
(10)(12)(10)00(12)	no
(10)(12)(10)0(12)0	no
(10)(12)(10)(12)00	no
(10)00(12)(12)(12)	no
(10)0(12)(12)(12)0	no
(10)0(12)(12)(12)(12)	no
(10)(12)(12)(12)00	no
(10)(12)(12)(12)(12)0	no
(10)x000(12)	no
(10)x00(12)0	no
(10)x0(12)00	no
(10)x(12)000	no
(10)0x00(12)	no
(10)0x0(12)0	no
(10)0x(12)00	no
(10)000x(12)	no
(10)00(12)9x	no
(10)0(12)09x	no
(10)900(12)x	no
(10)90(12)0x	no
(10)9(12)00x	no
(10)(12)009x	no
(10)00(12)(12)(10)	no
(10)0(10)0(12)(12)	no
(10)0(10)(12)0(12)	no
(10)0(10)(12)(12)0	no
(10)0(12)0(12)(10)	no
(10)0(12)(12)0(10)	no
(10)00(12)(12)x	no
(10)0(12)0(12)x	no
(10)0(12)(12)0x	no
(10)(12)00(12)x	no
(10)(12)0(12)0x	no
(10)(12)(12)00x	no
xx(10)897	no
(10)0xx90	no
(10)0x89x	no
(10)9xx00	no
(10)9x80x	no
(10)978xx	no
xx(10)00(12)	no
xx(10)0(12)0	no
xx(10)(12)00	no
(10)00(12)xx	no
(10)0(12)0xx	no
(10)(12)00xx	no
(10)00(12)x(10)	no
(10)00(12)x(12)	no
(10)0(10)(12)x0	no
(10)0(12)x90	no
(10)0(12)0x(10)	no
(10)0(12)0x(12)	no
(10)0(12)(12)x0	no
(10)9(12)x00	no
(10)(12)x00(12)	no
(10)(12)x090	no
(10)(12)x0(12)0	no
(10)(12)x(12)00	no
(10)(12)0x90	no
(10)(12)00x(10)	no
(10)(12)00x(12)	no
(10)(12)0(12)x0	no
(10)(12)(10)0x0	no
(10)(12)(12)0x0	no
(10)(12)(12)(12)(12)(10)	no
(10)x(10)00(12)	no
(10)x(10)0(12)0	no
(10)x(10)(12)00	no
(10)0(10)(12)(12)(12)	no
(10)0(12)(12)(12)(10)	no
(10)0(12)(12)(12)x	no
(10)(12)(12)(12)0x	no
(10)(12)(12)(12)(12)x	no
(10)0(10)0x(12)	no
(10)x00(12)x	no
(10)x0(12)0x	no
(10)x(12)00x	no
(10)0x0(12)(12)	no
(10)0x(12)0(12)	no
(10)0x(12)(12)0	no
xx(10)0(12)(12)	no
xx(10)(12)0(12)	no
xx(10)(12)(12)0	no
(10)0(12)(12)xx	no
(10)(12)0(12)xx	no
(10)(12)(12)0xx	no
(10)(12)(10)0x(12)	no
(10)(12)(10)(12)x0	no
(10)0(12)(12)x(12)	no
(10)(12)x(12)(12)0	no
(10)(12)(12)(12)x0	no
(10)0(10)(12)x(12)	no
(10)0x(12)x0	no
(10)0(12)x9x	no
(10)9(12)x0x	no
(10)(12)x0x0	no
(10)(12)0x9x	no
(10)x00(12)(12)	no
(10)x0(12)(12)0	no
(10)x0(12)(12)(12)	no
(10)x(12)(12)00	no
(10)x(12)(12)(12)0	no
(10)x(12)(12)(12)(12)	no
(10)0x(12)(12)(12)	no
xx(10)(12)(12)(12)	no
(10)(12)(12)(12)xx	no
(10)0x0x(12)	no
(10)(12)(12)(12)x(10)	no
(10)x(10)0(12)(12)	no
(10)x(10)(12)(12)0	no
(10)x(10)(12)(12)(12)	no
(10)x(12)(12)(12)(10)	no
(10)0x(12)x(12)	no
(10)0(12)(12)x(10)	no
(10)x0(12)(12)x	no
(10)x(12)(12)0x	no
(10)x(12)(12)(12)x	no
(10)(12)x(12)x0	no