D,F,A,C - Guitar Chord Chart Search

Found 200 chord chart(s) for D,F,A,C in Alternate Tuning (E, A, D, G, C, F).

Chart	Inversion	Position	Avg Pitch	Openness	Difficulty
100200	yes
130200	yes
x00200	yes
x30200	yes
10020x	yes
130220	yes
500500	yes
100204	yes
500200	yes
x30220	yes
13020x	yes
xx0200	no
500550	yes
550500	yes
x00500	yes
130204	yes
530200	yes
530500	yes
x00550	yes
x33220	yes
13022x	yes
500554	yes
550550	yes
x00520	yes
x50200	no
500700	yes
1302xx	yes
530220	yes
x00554	yes
50055x	yes
x03520	yes
x30250	yes
x53200	no
x00700	yes
800700	yes
550700	yes
507700	yes
x0055x	yes
x3322x	yes
800500	yes
557500	yes
557550	yes
x03524	yes
x07700	yes
x30254	yes
x30554	yes
x50554	no
x53204	no
x53504	no
55055x	yes
807700	yes
x33224	yes
xx0554	no
580700	yes
800750	yes
x0352x	yes
x3025x	yes
x5320x	no
557557	yes
557700	yes
500557	yes
800550	yes
x00557	yes
x57500	no
800790	yes
500757	yes
x00757	yes
x57700	no
887700	yes
(10)00(10)00	no
800(10)00	yes
x57550	no
55755x	yes
xx3524	yes
xx7700	yes
(10)00700	no
x87700	yes
800557	yes
857500	yes
857550	yes
800(10)09	yes
800(10)90	yes
(10)00(10)09	no
(10)0(10)(10)00	no
58070x	yes
80075x	yes
x00(10)00	yes
807790	yes
880790	yes
800(10)07	yes
80(10)700	yes
x57557	no
80055x	yes
x87707	yes
88770x	yes
x00(10)09	yes
(10)00(10)0x	no
(10)07700	no
800(10)0x	yes
587700	yes
807750	yes
857700	yes
x5755x	no
800(10)97	yes
800(10)99	yes
807(10)09	yes
80(10)790	yes
80(10)(10)09	yes
880(10)90	yes
(10)0(10)(10)09	no
(10)0(10)(10)90	no
x00(10)07	yes
x0(10)700	yes
x8770x	yes
85755x	yes
880797	yes
887709	yes
887790	yes
887797	yes
(10)87700	no
x0(10)(10)09	yes
800(10)9x	yes
(10)0(10)(10)0x	no
x00(10)0x	yes
x80797	yes
x87709	yes
88079x	yes
x00(10)97	yes
x07(10)09	yes
x0(10)790	yes
x87797	yes
(10)00(10)0(12)	no
(10)00(10)(12)0	no
(10)0(12)(10)00	no
(10)(12)0(10)00	no
857750	yes
8877xx	yes
880(10)99	yes
(10)0(10)(10)99	no
(10)80797	no
(10)87709	no
(10)87797	no
800(10)xx	yes
(10)(12)(10)(10)00	no
58770x	yes
80775x	yes
x0(10)(10)99	yes
x80(10)97	yes
x87(10)09	yes
x8(10)790	yes
880(10)9x	yes
(10)0(10)(10)9x	no
x00(10)0(12)	yes
x00(10)(12)0	yes
x0(12)(10)00	yes
x(12)0(10)00	yes
88779x	yes
(10)8770x	no
(10)0(10)(10)xx	no
807(10)99	yes
xx0(10)97	no
xx7(10)09	yes
xx(10)790	yes
(10)(12)(10)(10)0(12)	no
(10)(12)(10)(10)(12)0	no
(10)(12)(12)(10)00	no
(10)0(10)(10)0(12)	no
(10)0(10)(10)(12)0	no
x00(10)(12)9	yes
x0(12)(10)09	yes
x(12)0(10)09	yes
(10)00(10)(12)x	no
(10)0(12)(10)0x	no
(10)(12)0(10)0x	no
(10)00(10)(12)(12)	no
(10)0(12)(10)0(12)	no
(10)0(12)(10)(12)0	no
x00(10)(12)(12)	yes
x0(12)(10)0(12)	yes
x0(12)(10)(12)0	yes
x(12)0(10)0(12)	yes
x(12)0(10)(12)0	yes
x(12)(12)(10)00	yes
85775x	yes
x8(10)797	yes
(10)(12)(10)(10)0x	no
xx(10)(10)99	yes
x8(10)79x	yes
x00(10)(12)x	yes
x0(12)(10)0x	yes
x(12)0(10)0x	yes
x8(10)799	yes
(10)(12)(10)(10)(12)x	no
(10)(12)(12)(10)0x	no
(10)0(10)(10)(12)x	no
(10)0(12)(10)(12)x	no
x0(12)(10)(12)x	yes
x(12)0(10)(12)x	yes
x(12)(12)(10)0x	yes
(10)(12)(10)(10)xx	no