0(15)(13)00x - Guitar Chord Chart Search

Found 167 chord chart(s) for 0(15)(13)00x in Alternate Tuning (E, B, E, G#, B, E).

Chart	Inversion	Position	Avg Pitch	Openness	Difficulty
0(15)(13)00x	no
000031	no
001030	no
030001	no
031000	no
100030	yes
130000	yes
001031	no
031001	no
100031	yes
101030	yes
130001	yes
131000	yes
x00031	yes
x01030	yes
x30001	yes
x31000	yes
00103x	no
03100x	no
10003x	yes
13000x	yes
001034	no
004031	no
031004	no
034001	no
100034	yes
104030	yes
130004	yes
134000	yes
400031	yes
401030	yes
430001	yes
431000	yes
000664	no
004660	no
060604	no
064600	no
400660	yes
460600	yes
001334	no
004331	no
034301	no
034331	no
100334	yes
104330	yes
134300	yes
134330	yes
400331	yes
401330	yes
034360	no
060334	no
064330	no
460330	yes
004664	no
464600	yes
400664	yes
404660	yes
x00664	yes
x04660	yes
x60604	yes
x64600	yes
00466x	no
06460x	no
40066x	yes
46060x	yes
x34360	yes
x60334	yes
x64330	yes
03436x	no
06433x	no
46033x	yes
00099(10)	no
00(10)990	no
09090(10)	no
09(10)900	no
(10)00990	yes
(10)90900	yes
004667	no
007664	no
067604	no
067664	no
400667	yes
407660	yes
467600	yes
467660	yes
700664	yes
704660	yes
067690	no
090667	no
097660	no
790660	yes
054667	no
057664	no
067654	no
450667	yes
457660	yes
467650	yes
750664	yes
754660	yes
00(10)99(10)	no
09(10)90(10)	no
(10)0099(10)	yes
(10)0(10)990	yes
(10)9090(10)	yes
(10)9(10)900	yes
x0099(10)	yes
x0(10)990	yes
x9090(10)	yes
x9(10)900	yes
00(10)99x	no
09(10)90x	no
(10)0099x	yes
(10)9090x	yes
454667	yes
457664	yes
467654	yes
754664	yes
x67690	yes
x90667	yes
x97660	yes
06769x	no
09766x	no
79066x	yes
x54667	no
x57664	no
x67654	yes
45766x	yes
46765x	yes
75466x	yes
00799(10)	no
00(10)997	no
09(10)907	no
09(10)997	no
70099(10)	yes
70(10)990	yes
79(10)900	yes
79(10)990	yes
(10)00997	yes
(10)07990	yes
00(10)99(12)	no
00(12)99(10)	no
09(10)90(12)	no
09(10)9(12)0	no
09(12)90(10)	no
0(12)099(10)	no
0(12)(10)990	no
(10)0099(12)	yes
(10)0(12)990	yes
(10)9(12)900	yes
(10)(12)0990	yes
(12)0099(10)	no
(12)0(10)990	no
(12)9(10)900	no
x0(10)99(12)	yes
x0(12)99(10)	yes
x9(10)90(12)	yes
x9(10)9(12)0	yes
x9(12)90(10)	yes
x(12)099(10)	yes
x(12)(10)990	yes
09(10)9(12)x	no
0(12)(10)99x	no
(10)0(12)99x	yes
(10)9(12)90x	yes
(10)(12)099x	yes
(12)0(10)99x	no
(12)9(10)90x	no