Additional window of

7-segment Alphabet 'Siekoo'


---------------- Table Siekoo Alphabet: ----------------
the alphabet for a confusion-free 7-segment display

Segment numbering:
- 1/a: center top
- 2/b: above right
- 3/c: below right
- 4/d: center bottom  
- 5/e: below left
- 6/f: above left
- 7/g: center
--- 1 --- --- a ---
|
6
|
|
2
|
 |
f
|
|
b
|
--- 7 --- --- g ---
|
5
|
|
3
|
 |
e
|
|
c
|
--- 4 --- --- d ---
 
character A = 123457 = abcdeg dual: 1111101
character B = 34567 = cdefg dual: 0011111
character C = 457 = deg dual: 0001101
character D = 23457 = bcdeg dual: 0111101
character E = 14567 = adefg dual: 1001111
character F = 1567 = aefg dual: 1000111
character G = 13456 = acdef dual: 1011110
character H = 3567 = cefg dual: 0010111
character I = 15 = ae dual: 1000100
character J = 134 = acd dual: 1011000
character K = 13567 = acefg dual: 1010111
character L = 456 = def dual: 0001110
character M = 1357 = aceg dual: 1010101
character N = 357 = ceg dual: 0010101
character O = 3457 = cdeg dual: 0011101
character P = 12567 = abefg dual: 1100111
character Q = 12367 = abcfg dual: 1110011
character R = 57 = eg dual: 0000101
character S = 1346 = acdf dual: 1011010
character T = 4567 = defg dual: 0001111
character U = 345 = cde dual: 0011100
character V = 246 = bdf dual: 0101010
character W = 2467 = bdfg dual: 0101011
character X = 35 = ce dual: 0010100
character Y = 23467 = bcdfg dual: 0111011
character Z = 1245 = abde dual: 1101100
 
character 1 = 23 = bc dual: 0110000
character 2 = 12457 = abdeg dual: 1101101
character 3 = 12347 = abcdg dual: 1111001
character 4 = 2367 = bcfg dual: 0110011
character 5 = 13467 = acdfg dual: 1011011
character 6 = 134567 = acdefg dual: 1011111
character 7 = 123 = abc dual: 1110000
character 8 = 1234567 = abcdefg dual: 1111111
character 9 = 123467 = abcdfg dual: 1111011
character 0 = 123456 = abcdef dual: 1111110
 
character . = 5 = e dual: 0000100
character , = 34 = cd dual: 0011000
character ; = 24 = bd dual: 0101000
character : = 14 = ad dual: 1001000
character ! = 12467 = abdfg dual: 1101011
character ? = 1247 = abdg dual: 1101001
character + = 237 = bcg dual: 0110001
character - = 7 = g dual: 0000001
character = = 47 = dg dual: 0001001
character * = 147 = adg dual: 1001001
character # = 2356 = bcef dual: 0110110
character / = 257 = beg dual: 0100101
character \ = 367 = cfg dual: 0010011
character » = 1 = a dual: 1000000
character _ = 4 = d dual: 0001000
character ( = 1456 = adef dual: 1001110
character ) = 1234 = abcd dual: 1111000
character ' = 6 = f dual: 0000010
character " = 26 = bf dual: 0100010
character ░ = 1267 = abfg dual: 1100011
character < = 16 = af dual: 1000010
character > = 12 = ab dual: 1100000
character % = 36 = cf dual: 0010010
character @ = 1235 = abce dual: 1110100
 

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