054036 - Guitar Chord Chart Search

Found 194 chord chart(s) for 054036 in Alternate Tuning (D, A, D, F#, A, D).

Chart	Inversion	Position	Avg Pitch	Openness	Difficulty
054036	no
030234	no
034230	no
430230	yes
030254	no
034250	no
050234	no
054230	no
430250	yes
450230	yes
030056	no
036050	no
050036	no
056030	no
630050	yes
650030	yes
x30234	yes
x34230	yes
03423x	no
43023x	yes
034056	no
036054	no
056034	no
430056	yes
436050	yes
450036	yes
456030	yes
630054	yes
634050	yes
650034	yes
654030	yes
xx0234	no
xx4230	yes
0342xx	no
4302xx	yes
x30254	yes
x34250	yes
x50234	no
x54230	no
03425x	no
05423x	no
43025x	yes
45023x	yes
x30056	yes
x36050	yes
x50036	no
x56030	no
03605x	no
05603x	no
63005x	yes
65003x	yes
454230	yes
x34056	yes
x36054	yes
x54036	no
x56034	no
43605x	yes
45603x	yes
63405x	yes
65403x	yes
xx0036	no
xx6030	yes
0360xx	no
6300xx	yes
x3425x	yes
x5423x	no
x3605x	yes
x5603x	no
45423x	yes
xx4656	yes
xx6654	yes
4566xx	yes
6546xx	yes
0900(11)(10)	no
09(10)0(11)0	no
0(11)009(10)	no
0(11)00(11)(10)	no
0(11)(10)090	no
0(11)(10)0(11)0	no
(10)900(11)0	yes
(10)(11)0090	yes
(10)(11)00(11)0	yes
0908(11)(10)	no
09(10)0(11)(10)	no
09(10)8(11)0	no
0(11)089(10)	no
0(11)(10)09(10)	no
0(11)(10)0(11)(10)	no
0(11)(10)890	no
(10)900(11)(10)	yes
(10)908(11)0	yes
(10)9(10)0(11)0	yes
(10)(11)009(10)	yes
(10)(11)00(11)(10)	yes
(10)(11)0890	yes
(10)(11)(10)090	yes
(10)(11)(10)0(11)0	yes
x900(11)(10)	yes
x9(10)0(11)0	yes
x(11)009(10)	yes
x(11)00(11)(10)	yes
x(11)(10)090	yes
x(11)(10)0(11)0	yes
09(10)0(11)x	no
0(11)(10)09x	no
0(11)(10)0(11)x	no
(10)900(11)x	yes
(10)(11)009x	yes
(10)(11)00(11)x	yes
090(12)(11)(10)	no
09(10)0(11)(12)	no
09(10)(12)(11)0	no
09(12)0(11)(10)	no
0(11)0(12)9(10)	no
0(11)0(12)(11)(10)	no
0(11)(10)09(12)	no
0(11)(10)0(11)(12)	no
0(11)(10)(12)90	no
0(11)(10)(12)(11)0	no
0(11)(12)09(10)	no
0(11)(12)0(11)(10)	no
(10)900(11)(12)	yes
(10)90(12)(11)0	yes
(10)9(12)0(11)0	yes
(10)(11)009(12)	yes
(10)(11)00(11)(12)	yes
(10)(11)0(12)90	yes
(10)(11)0(12)(11)0	yes
(10)(11)(12)090	yes
(10)(11)(12)0(11)0	yes
(12)900(11)(10)	no
(12)9(10)0(11)0	no
(12)(11)009(10)	no
(12)(11)00(11)(10)	no
(12)(11)(10)090	no
(12)(11)(10)0(11)0	no
xx0696	no
xx6690	yes
0966xx	no
xx00(11)(10)	no
xx(10)0(11)0	yes
0(11)(10)0xx	no
(10)(11)00xx	yes
x908(11)(10)	yes
x9(10)8(11)0	yes
x(11)089(10)	yes
x(11)(10)890	yes
09(10)8(11)x	no
0(11)(10)89x	no
(10)908(11)x	yes
(10)(11)089x	yes
0(11)(10)(12)(11)(10)	no
(10)(11)(10)0(11)(12)	yes
(10)(11)(10)(12)(11)0	yes
(10)(11)(10)890	yes
x90(12)(11)(10)	yes
x9(10)0(11)(12)	yes
x9(10)(12)(11)0	yes
x9(12)0(11)(10)	yes
x(11)0(12)9(10)	yes
x(11)0(12)(11)(10)	yes
x(11)(10)09(12)	yes
x(11)(10)0(11)(12)	yes
x(11)(10)(12)90	yes
x(11)(10)(12)(11)0	yes
x(11)(12)09(10)	yes
x(11)(12)0(11)(10)	yes
09(10)(12)(11)x	no
0(11)(10)(12)9x	no
0(11)(10)(12)(11)x	no
(10)90(12)(11)x	yes
(10)9(12)0(11)x	yes
(10)(11)0(12)9x	yes
(10)(11)0(12)(11)x	yes
(10)(11)(12)09x	yes
(10)(11)(12)0(11)x	yes
(12)9(10)0(11)x	no
(12)(11)(10)09x	no
(12)(11)(10)0(11)x	no
xx0(12)(11)(10)	no
xx(10)0(11)(12)	yes
xx(10)(12)(11)0	yes
xx(12)0(11)(10)	no
0(11)(10)(12)xx	no
(10)(11)0(12)xx	yes
(10)(11)(12)0xx	yes
(12)(11)(10)0xx	no
x9(10)8(11)x	yes
x(11)(10)89x	yes
(10)(11)(10)89x	yes
xx(10)(12)(11)(12)	yes
xx(12)(12)(11)(10)	no
(10)(11)(12)(12)xx	yes
(12)(11)(10)(12)xx	no