Found 142 chord chart(s) for 5x760x in Alternate Tuning (D, A, D, G, B, D).
ChartInversionPositionAvg PitchOpennessDifficulty
5x760xno
505605no
x05605yes
50560xno
505607no
507605no
507607no
705605yes
705607yes
707605yes
x0560xyes
x05607yes
x07605yes
50760xno
70560xyes
x0542xyes
x4520xyes
x45007yes
x47005yes
54700xno
74500xyes
x2522xyes
x45607yes
x47605yes
54760xno
74560xyes
x4700xyes
x45407yes
x47405yes
54740xno
74540xyes
xx5607no
xx7605yes
(11)0(11)00(11)yes
90900(11)yes
90(11)009yes
(11)09009yes
90(11)00(11)yes
(11)0900(11)yes
(11)0(11)009yes
x0(11)00(11)yes
(11)0(11)00xyes
x07689yes
x09687yes
70968xyes
90768xyes
x0900(11)yes
x0(11)009yes
90(11)00xyes
(11)0900xyes
5474xxno
7454xxyes
9090(10)(11)yes
90(11)0(10)9yes
90(11)0(10)(11)yes
(11)090(10)9yes
(11)090(10)(11)yes
(11)0(11)0(10)9yes
x090(10)(11)yes
x0(11)0(10)9yes
90(11)0(10)xyes
(11)090(10)xyes
x0968xyes
x0(11)00xyes
x0908(11)yes
x0(11)089yes
90(11)08xyes
(11)0908xyes
(11)0(11)0(12)(11)yes
(11)0(11)(12)0(11)yes
(11)(12)(11)00(11)yes
xx7689yes
xx9687yes
9(10)90(10)(11)yes
90(11)0xxyes
(11)090xxyes
x0(11)0(12)(11)yes
x0(11)(12)0(11)yes
x(12)(11)00(11)yes
(11)0(11)0(12)xyes
(11)0(11)(12)0xyes
(11)(12)(11)00xyes
9(12)900(11)yes
x(10)90(10)(11)no
x(10)(11)0(10)9no
9(10)(11)0(10)xyes
(11)(10)90(10)xyes
9090(12)(11)yes
909(12)0(11)yes
90(11)0(12)9yes
90(11)(12)09yes
x090(12)(11)yes
x09(12)0(11)yes
x0(11)0(12)9yes
x0(11)(12)09yes
x(12)900(11)yes
x(12)(11)009yes
90(11)0(12)xyes
90(11)(12)0xyes
9(12)(11)00xyes
(11)090(12)xyes
(11)09(12)0xyes
(11)(12)900xyes
xx90(10)(11)yes
xx(11)0(10)9yes
x0(11)0(12)xyes
x0(11)(12)0xyes
x(12)(11)00xyes
9(12)90(10)(11)yes
(11)09(12)(10)9yes
(11)(12)(11)(12)(12)(11)yes
909(12)(10)(11)yes
90(11)(12)(10)9yes
(11)0(11)(12)(12)(11)yes
x09(12)(10)(11)yes
x0(11)(12)(10)9yes
x0(11)(12)(12)(11)yes
x(12)90(10)(11)yes
x(12)(11)0(10)9yes
x(12)(11)0(12)(11)yes
x(12)(11)(12)0(11)yes
90(11)(12)(10)xyes
9(12)(11)0(10)xyes
(11)09(12)(10)xyes
(11)0(11)(12)(12)xyes
(11)(12)90(10)xyes
(11)(12)(11)0(12)xyes
(11)(12)(11)(12)0xyes
(11)(12)(11)009yes
x0(11)(12)(12)xyes
x(12)(11)0(12)xyes
x(12)(11)(12)0xyes
(11)(12)(11)0(10)9yes
90(11)(12)xxyes
9(12)(11)0xxyes
(11)09(12)xxyes
(11)(12)90xxyes
x(12)(11)(12)(12)(11)yes
(11)(12)(11)(12)(12)xyes
xx9(12)(10)(11)yes
xx(11)(12)(10)9yes
x(12)(11)(12)(12)xyes