Found 169 chord chart(s) for 79(10)7x0 in Alternate Tuning (D, A, D, G, B, D).
ChartInversionPositionAvg PitchOpennessDifficulty
79(10)7x0no
000214yes
004210yes
400210yes
000534yes
004530yes
400530yes
030214yes
030234yes
034210yes
034230yes
430210yes
430230yes
x00214no
x04210no
00421xyes
40021xyes
004534yes
400534yes
404530yes
000570yes
x00534no
x04530no
00453xyes
40053xyes
x30214yes
x30234yes
x34210yes
x34230yes
03421xyes
03423xyes
43021xyes
43023xyes
000574yes
004570yes
400570yes
0342xxyes
4302xxyes
000577yes
007570yes
700570no
0045xxyes
4005xxyes
xx0214yes
xx4210yes
x04534no
40453xyes
x00570no
00057xyes
x0453xno
x3423xyes
004574yes
057570yes
400574yes
404570yes
x00574no
x04570no
00457xyes
40057xyes
x00577no
x07570no
00757xyes
70057xno
x0057xno
x57570yes
05757xyes
xx0577yes
xx7570no
00077(10)yes
00777(10)yes
00(10)770yes
00(10)777yes
(10)00770yes
(10)00777yes
(10)07770yes
(10)07777yes
000(11)(10)(10)yes
00(10)(11)(10)0yes
(10)00(11)(10)0yes
00(10)(11)(10)(10)yes
09777(10)yes
09(10)777yes
79777(10)no
79(10)770no
79(10)777no
(10)90777yes
(10)97770yes
(10)97777yes
090(11)(10)(10)yes
09(10)(11)(10)0yes
(10)00(11)(10)(10)yes
(10)0(10)(11)(10)0yes
(10)90(11)(10)0yes
x5757xyes
x0077(10)no
x0777(10)no
x0(10)770no
x0(10)777no
00(10)77xyes
(10)0077xyes
(10)0777xyes
x00(11)(10)(10)no
x0(10)(11)(10)0no
00(10)(11)(10)xyes
(10)00(11)(10)xyes
00(10)(11)(10)(12)yes
00(12)(11)(10)(10)yes
0(12)0(11)(10)(10)yes
0(12)(10)(11)(10)0yes
(10)00(11)(10)(12)yes
(10)0(12)(11)(10)0yes
(10)(12)0(11)(10)0yes
(12)00(11)(10)(10)yes
(12)0(10)(11)(10)0yes
0(12)(10)(11)(10)(10)yes
(10)(12)(10)(11)(10)0yes
(12)0(10)(11)(10)(10)yes
x9777(10)yes
x9(10)777yes
79(10)77xno
(10)9777xyes
00(10)(11)xxyes
(10)00(11)xxyes
x90(11)(10)(10)yes
x9(10)(11)(10)0yes
09(10)(11)(10)xyes
(10)90(11)(10)xyes
09(10)(11)(10)(10)yes
xx777(10)no
xx(10)777yes
x0(10)77xno
xx0(11)(10)(10)yes
xx(10)(11)(10)0yes
0(12)(10)(11)(10)(12)yes
0(12)(12)(11)(10)(10)yes
(10)(12)(10)(11)(10)(12)yes
(10)(12)(12)(11)(10)0yes
(10)(12)(12)(11)(10)(10)yes
(12)0(10)(11)(10)(12)yes
(12)0(12)(11)(10)(10)yes
(12)(12)0(11)(10)(10)yes
(12)(12)(10)(11)(10)0yes
(12)(12)(10)(11)(10)(10)yes
(10)0(10)(11)(10)(12)yes
(10)0(12)(11)(10)(10)yes
(10)0(12)(11)(10)(12)yes
x0(10)(11)(10)(12)no
x0(12)(11)(10)(10)no
x(12)0(11)(10)(10)no
x(12)(10)(11)(10)0no
0(12)(10)(11)(10)xyes
(10)0(12)(11)(10)xyes
(10)(12)0(11)(10)xyes
(12)0(10)(11)(10)xyes
79(10)7xxno
(10)977xxyes
0(12)(10)(11)xxyes
(10)0(12)(11)xxyes
(10)(12)0(11)xxyes
(12)0(10)(11)xxyes
(12)(12)(12)(11)(10)(10)yes
x(12)(10)(11)(10)(12)no
x(12)(12)(11)(10)(10)no
(10)(12)(12)(11)(10)xyes
(12)(12)(10)(11)(10)xyes
xx(10)(11)(10)(12)yes
xx(12)(11)(10)(10)yes
(10)(12)(12)(11)xxyes
(12)(12)(10)(11)xxyes