"DADGAD" (D, A, D, G, A, 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
187
chord chart(s) for 055454 in Alternate Tuning (D, A, D, G, A, D).
Chart
Inversion
Position
Avg Pitch
Openness
Difficulty
055454
no
020024
no
024020
no
420020
yes
020054
no
024050
no
050024
no
054020
no
420050
yes
450020
yes
x20024
yes
x24020
yes
02402x
no
42002x
yes
xx0024
no
xx4020
yes
0240xx
no
4200xx
yes
x20054
yes
x24050
yes
x50024
no
x54020
no
02405x
no
05402x
no
42005x
yes
45002x
yes
054455
no
454455
yes
455450
yes
455454
yes
550454
yes
554450
yes
554454
yes
454020
yes
x2405x
yes
x5402x
no
090099
no
099090
no
990090
yes
x54455
no
x55454
no
45545x
yes
55445x
yes
024425
no
524420
yes
xx4455
yes
xx5454
yes
4554xx
yes
5544xx
yes
45402x
yes
0900(10)9
no
0990(10)0
no
0(10)0099
no
0(10)9090
no
9900(10)0
yes
9(10)0090
yes
099099
no
990099
yes
999090
yes
9990(10)0
yes
x90099
yes
x99090
yes
09909x
no
99009x
yes
0990(10)9
no
0(10)9099
no
9900(10)9
yes
9(10)0099
yes
9(10)9090
yes
xx0099
no
xx9090
yes
0990xx
no
9900xx
yes
x900(10)9
yes
x990(10)0
yes
x(10)0099
yes
x(10)9090
yes
0990(10)x
no
0(10)909x
no
9900(10)x
yes
9(10)009x
yes
090(11)(10)9
no
099(11)(10)0
no
0(10)0(11)99
no
0(10)0(11)(10)9
no
0(10)9(11)90
no
0(10)9(11)(10)0
no
990(11)(10)0
yes
9(10)0(11)90
yes
9(10)0(11)(10)0
yes
099(11)(10)9
no
0(10)9(11)99
no
999(11)(10)0
yes
9(10)9(11)90
yes
099(12)90
no
099(12)99
no
999(12)90
yes
0997(10)0
no
0(10)0799
no
9907(10)0
yes
9997(10)0
yes
0(10)9(11)(10)9
no
9(10)9(11)(10)0
yes
0990(10)(12)
no
099(12)(10)0
no
099(12)(10)9
no
0(10)0(12)99
no
0(10)9(12)90
no
0(10)9(12)99
no
0(10)(12)099
no
9900(10)(12)
yes
990(12)(10)0
yes
9990(10)(12)
yes
999(12)(10)0
yes
99(12)0(10)0
yes
9(10)9(12)90
yes
(12)990(10)0
no
(12)(10)0099
no
x90(11)(10)9
yes
x99(11)(10)0
yes
x(10)0(11)99
yes
x(10)0(11)(10)9
yes
x(10)9(11)90
yes
x(10)9(11)(10)0
yes
099(11)(10)x
no
0(10)9(11)9x
no
0(10)9(11)(10)x
no
990(11)(10)x
yes
9(10)0(11)9x
yes
9(10)0(11)(10)x
yes
xx0(11)(10)9
no
xx9(11)(10)0
yes
0(10)9(11)xx
no
9(10)0(11)xx
yes
099(11)(10)(12)
no
09(12)(11)(10)9
no
0(10)9(11)9(12)
no
0(10)(12)(11)99
no
990(11)(10)(12)
yes
999(11)(10)(12)
yes
99(12)(11)(10)0
yes
99(12)(11)(10)9
yes
9(10)9(11)9(12)
yes
9(10)(12)(11)90
yes
9(10)(12)(11)99
yes
(12)99(11)(10)0
no
(12)99(11)(10)9
no
(12)(10)0(11)99
no
(12)(10)9(11)90
no
(12)(10)9(11)99
no
x99(12)90
yes
099(12)9x
no
x997(10)0
yes
x(10)0799
yes
0997(10)x
no
9907(10)x
yes
9997(10)x
yes
x990(10)(12)
yes
x99(12)(10)0
yes
x(10)0(12)99
yes
x(10)9(12)90
yes
x(10)(12)099
yes
099(12)(10)x
no
0(10)9(12)9x
no
990(12)(10)x
yes
99(12)0(10)x
yes
(12)990(10)x
no
x99(11)(10)(12)
yes
x9(12)(11)(10)9
yes
x(10)9(11)9(12)
yes
x(10)(12)(11)99
yes
99(12)(11)(10)x
yes
9(10)(12)(11)9x
yes
(12)99(11)(10)x
no
(12)(10)9(11)9x
no
xx0(12)99
no
xx9(12)90
yes
xx(12)099
no
099(12)xx
no
990(12)xx
yes
99(12)0xx
yes
(12)990xx
no
x997(10)x
yes
xx9(11)(10)(12)
yes
xx(12)(11)(10)9
no
9(10)(12)(11)xx
yes
(12)(10)9(11)xx
no