Double Drop D (D, A, D, G, B, D)
Standard (E, A, D, G, B, E)
Drop D (D, A, D, G, B, E)
Double Drop D (D, A, D, G, B, D)
"DADGAD" (D, A, D, G, A, D)
Open D (D, A, D, F#, A, D)
Open E (E, B, E, G#, B, E)
Everything
Chord Charts
Chords
Chart Progressions
Scales
Search
Search options
Allow Open
Strict Bass Notes
All Mutes
Span
2 Frets
3 Frets
4 Frets
5 Frets
Frets
Frets 0 through 12
Frets 0 through 6
Frets 6 through 12
Frets 12 through 18
Strings
Exactly 3 strings
Exactly 4 strings
Exactly 5 strings
Exactly 6 strings
At least 4 strings
At least 5 strings
Found
195
chord chart(s) for 0(12)0(14)00 in Alternate Tuning (D, A, D, G, B, D).
Chart
Inversion
Position
Avg Pitch
Openness
Difficulty
0(12)0(14)00
no
000200
no
020200
no
000400
no
020230
no
000x00
no
00020x
no
000430
no
0x0200
no
00x200
no
02020x
no
00040x
no
050200
no
02x200
no
0202x0
no
02023x
no
xx0200
no
000x0x
no
00x400
no
0004x0
no
00043x
no
000700
no
0x020x
no
00xx00
no
00x20x
no
0202xx
no
00x430
no
0004xx
no
02x230
no
000707
no
007700
no
x50200
no
05020x
no
0xx200
no
02x20x
no
00x40x
no
000407
no
007400
no
007707
no
00070x
no
050407
no
057400
no
00x4x0
no
00x43x
no
050707
no
057700
no
02x2x0
no
02x23x
no
00x700
no
000x07
no
007x00
no
00770x
no
x5020x
no
00740x
no
000709
no
009700
no
0x0707
no
0x7700
no
00x707
no
007x07
no
057x00
no
x50407
no
x57400
no
0074x0
no
050x07
no
05740x
no
x50707
no
x57700
no
05770x
no
007709
no
009707
no
009709
no
xx0707
no
00x70x
no
007x0x
no
0x7707
no
057x07
no
0574x0
no
000x09
no
009x00
no
xx0407
no
0074xx
no
00970x
no
x57x00
no
0x0x07
no
0x7x00
no
0x770x
no
00xx07
no
057x0x
no
0007(10)9
no
0097(10)0
no
x50x07
no
x5740x
no
0574xx
no
009x09
no
0097x0
no
x5770x
no
00x709
no
0007x9
no
007x09
no
009x07
no
x57x07
no
x574x0
no
0xx707
no
0x7x07
no
009x0x
no
0097xx
no
000x(10)9
no
009x(10)0
no
0077(10)9
no
0097(10)7
no
0097x7
no
0097x9
no
0097(10)x
no
0x7709
no
0077x9
no
00xx09
no
000xx9
no
009xx0
no
000x0(12)
no
000x(12)0
no
00(12)x00
no
0(12)0x00
no
(12)00x00
no
009x(10)9
no
009x(10)x
no
009xx9
no
000x(12)(12)
no
00(12)x0(12)
no
00(12)x(12)0
no
0(12)0x0(12)
no
0(12)0x(12)0
no
0(12)(12)x00
no
(12)00x0(12)
no
(12)00x(12)0
no
(12)0(12)x00
no
(12)(12)0x00
no
xx07(10)9
no
0(12)9x00
no
(12)09x00
no
00(12)x(12)(12)
no
0(12)(12)x(12)0
no
0(12)(12)x(12)(12)
no
(12)(12)(12)x00
no
(12)(12)(12)x(12)0
no
(12)(12)(12)x(12)(12)
no
0x0x(10)9
no
0x9x(10)0
no
00xx(10)9
no
000x(12)x
no
00(12)x0x
no
0(12)0x0x
no
(12)00x0x
no
0(12)0x(12)(12)
no
0(12)(12)x0(12)
no
(12)00x(12)(12)
no
(12)0(12)x0(12)
no
(12)0(12)x(12)0
no
(12)(12)0x0(12)
no
(12)(12)0x(12)0
no
0x97x7
no
00xx0(12)
no
00xx(12)0
no
00(12)x(12)x
no
0(12)xx00
no
0(12)0x(12)x
no
0(12)(12)x0x
no
(12)0xx00
no
(12)00x(12)x
no
(12)0(12)x0x
no
(12)(12)0x0x
no
0(12)9x0x
no
(12)09x0x
no
0x9x(10)9
no
0(12)(12)x(12)x
no
(12)(12)(12)x0x
no
(12)(12)(12)x(12)x
no
(12)0(12)x(12)(12)
no
00xx(12)(12)
no
0(12)xx0(12)
no
0(12)xx(12)0
no
0(12)9xx0
no
(12)0xx0(12)
no
(12)0xx(12)0
no
(12)09xx0
no
(12)0(12)x(12)x
no
(12)(12)xx00
no
(12)(12)0x(12)x
no
0(12)xx(12)(12)
no
(12)(12)xx(12)0
no
(12)(12)xx(12)(12)
no
(12)(12)0x(12)(12)
no
0(12)9xx9
no
(12)09xx9
no
(12)0xx(12)(12)
no