Found 194 chord chart(s) for G,A,D in Alternate Tuning (D, A, D, G, B, E).
ChartInversionPositionAvg PitchOpennessDifficulty
000033yes
000233yes
00003xyes
x00033yes
000035yes
0000xxyes
x00233yes
x0003xyes
005033yes
500033no
005035yes
050035yes
500035no
x00035yes
00503xyes
50003xno
xx0233yes
0050xxyes
5000xxno
505033no
x05033yes
00523xyes
50023xno
x05035yes
x50035yes
50503xno
000085yes
xx0035yes
x0503xyes
0052xxyes
5002xxno
00008xyes
000785yes
007085yes
700085yes
x0523xyes
xx5035no
0070xxyes
7000xxyes
00078xyes
00708xyes
70008xyes
0000(10)(10)yes
500085no
x00085yes
00508xyes
50008xno
00008(10)yes
0057xxyes
0570xxyes
5007xxno
7500xxyes
00778xyes
70078xyes
x0008xyes
005785yes
055785yes
555785no
0(10)00(10)(10)yes
500785no
x00785yes
00578xyes
05708xyes
50078xno
75008xyes
0000(10)xyes
00078(10)yes
00708(10)yes
70008(10)yes
x0078xyes
5057xxno
5570xxno
7550xxyes
5077xxno
7057xxyes
7570xxyes
70778xyes
x000(10)(10)yes
0(10)00(10)xyes
xx0085yes
x0008(10)yes
007785yes
0070(10)xyes
7000(10)xyes
x0778xyes
x05785yes
x55785yes
55708xno
75508xyes
00778(10)yes
x(10)00(10)(10)no
50578xno
x000(10)xyes
xx0785yes
x0578xyes
x5708xyes
70078(10)yes
70708(10)yes
x0078(10)yes
x0708(10)yes
0(10)708xyes
7(10)008xyes
5577xxno
7557xxyes
000(12)(10)(10)yes
00(12)0(10)(10)yes
0(12)00(10)(10)yes
(12)000(10)(10)yes
057785yes
557785no
xx00(10)(10)yes
x(10)00(10)xno
507785no
x07785yes
05778xyes
50778xno
0(10)70xxyes
7(10)00xxyes
000(12)(10)xyes
00(12)0(10)xyes
0(12)00(10)xyes
(12)000(10)xyes
xx5785no
x0778(10)yes
0(10)778xyes
7(10)778xyes
xx708(10)yes
000(12)xxyes
00(12)0xxyes
0(12)00xxyes
(12)000xxyes
00(12)(12)(10)(10)yes
0(10)(12)(12)(10)(10)yes
0(12)0(12)(10)(10)yes
0(12)(12)0(10)(10)yes
(12)00(12)(10)(10)yes
(12)0(12)0(10)(10)yes
(12)(12)00(10)(10)yes
x00(12)(10)(10)yes
x0(12)0(10)(10)yes
x(12)00(10)(10)yes
0(10)0(12)(10)xyes
0(10)(12)0(10)xyes
(12)(10)00(10)xyes
x57785yes
00(12)(12)(10)xyes
0(12)0(12)(10)xyes
0(12)(12)0(10)xyes
55778xno
(12)00(12)(10)xyes
(12)0(12)0(10)xyes
(12)(12)00(10)xyes
0(10)77xxyes
7(10)77xxyes
xx7785yes
x5778xyes
00(12)(12)xxyes
0(12)0(12)xxyes
0(12)(12)0xxyes
(12)00(12)xxyes
(12)0(12)0xxyes
(12)(12)00xxyes
x00(12)(10)xyes
x0(12)0(10)xyes
x(12)00(10)xyes
xx778(10)yes
x(10)778xno
0(12)(12)(12)xxyes
(12)(12)(12)0xxyes
(12)(12)(12)(12)xxyes
0(12)(12)(12)(10)(10)yes
(12)(12)(12)0(10)(10)yes
(12)(12)(12)(12)(10)(10)yes
(12)0(12)(12)xxyes
(12)(12)0(12)xxyes
x0(12)(12)(10)(10)yes
x(10)(12)(12)(10)(10)no
x(12)0(12)(10)(10)yes
x(12)(12)0(10)(10)yes
0(10)(12)(12)(10)xyes
0(12)(12)(12)(10)xyes
(12)(12)(12)0(10)xyes
(12)(12)(12)(12)(10)xyes
xx0(12)(10)(10)yes
xx(12)0(10)(10)yes
x(10)0(12)(10)xno
x(10)(12)0(10)xno
x0(12)(12)(10)xyes
x(12)0(12)(10)xyes
x(12)(12)0(10)xyes
x(12)(12)(12)(10)(10)yes
xx(12)(12)(10)(10)yes
x(10)(12)(12)(10)xno
x(12)(12)(12)(10)xyes