Found 157 chord chart(s) for 65757x in Alternate Tuning (D, A, D, F#, A, D).
ChartInversionPositionAvg PitchOpennessDifficulty
65757xno
000222yes
002220yes
002222yes
022200yes
222200yes
020202yes
200220yes
220200yes
022202yes
200222yes
202220yes
220202yes
x00222yes
x02220yes
x22200yes
00222xyes
02220xyes
x20202yes
20022xyes
22020xyes
000576yes
006570yes
070506yes
076500yes
600570no
670500no
006576yes
006577yes
007576yes
076506yes
076507yes
077506yes
600576no
600577no
606570no
607570no
670506no
670507no
676500no
677500no
700576yes
706570yes
770506yes
776500yes
x00576yes
x06570yes
x70506yes
x76500yes
00657xyes
07650xyes
60057xno
67050xno
056577yes
057576yes
076557yes
077556yes
657570no
670557no
677550no
756570yes
770556yes
776550yes
006879yes
009876yes
076809yes
079806yes
600879no
609870no
670809no
679800no
900876yes
906870yes
970806yes
976800yes
000(10)(11)9yes
009(10)(11)0yes
0(11)0(10)09yes
0(11)9(10)00yes
777556yes
900(10)(11)0yes
9(11)0(10)00yes
x56577yes
x57576yes
x76557yes
x77556yes
67755xno
75657xyes
77655xyes
676809no
906876yes
606879no
609876no
x06879yes
x09876yes
x76809yes
x79806yes
60987xno
67980xno
90687xyes
97680xyes
009(10)(11)9yes
0(11)9(10)09yes
900(10)(11)9yes
909(10)(11)0yes
9(11)0(10)09yes
9(11)9(10)00yes
x00(10)(11)9yes
x09(10)(11)0yes
x(11)0(10)09no
x(11)9(10)00no
009(10)(11)xyes
0(11)9(10)0xyes
900(10)(11)xyes
9(11)0(10)0xyes
009(10)(11)(12)yes
00(12)(10)(11)9yes
0(11)0(10)(12)9yes
0(11)9(10)0(12)yes
0(11)9(10)(12)0yes
0(11)(12)(10)09yes
0(12)0(10)(11)9yes
0(12)9(10)(11)0yes
900(10)(11)(12)yes
90(12)(10)(11)0yes
9(11)0(10)0(12)yes
9(11)0(10)(12)0yes
9(11)(12)(10)00yes
9(12)0(10)(11)0yes
(12)00(10)(11)9yes
(12)09(10)(11)0yes
(12)(11)0(10)09yes
(12)(11)9(10)00yes
0(11)9(10)(12)9yes
0(12)9(10)(11)9yes
9(11)9(10)0(12)yes
9(11)9(10)(12)0yes
9(12)9(10)(11)0yes
(12)09(10)(11)9yes
909(10)(11)(12)yes
90(12)(10)(11)9yes
x09(10)(11)(12)yes
x0(12)(10)(11)9yes
x(11)0(10)(12)9no
x(11)9(10)0(12)no
x(11)9(10)(12)0no
x(11)(12)(10)09no
x(12)0(10)(11)9yes
x(12)9(10)(11)0yes
0(11)9(10)(12)xyes
0(12)9(10)(11)xyes
90(12)(10)(11)xyes
9(11)0(10)(12)xyes
9(11)(12)(10)0xyes
9(12)0(10)(11)xyes
(12)09(10)(11)xyes
(12)(11)9(10)0xyes