RE: Hexadezimalzählthread - Brocken - 30.01.2017, 22:29
3431
RE: Hexadezimalzählthread - Brocken - 31.01.2017, 03:15
![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_bcfg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/7-segment_bcfg.svg/20px-7-segment_bcfg.svg.png) ![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_abdeg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/f/f8/7-segment_abdeg.svg/20px-7-segment_abdeg.svg.png)
Keine Angst es sind nur 4 verlinkte Bilder
[code=https://upload.wikimedia.org/wikipedia/commons/thumb/?/??/7Segment_abcdefg.svg/20px-7Segment_abcdefg.svg.png][/code]
? ?? abcdefg
0 = 4/49 abcdef
1 = b/be bc
2 = f/f8 abdeg
3 = b/be abcdg
4 = b/b0 bcfg
5 = 9/96 acdfg
6 = 0/03 acdefg
7 = 6/62 abc
8 = a/ab abcdefg
9 = 7/7a abcdfg
A = 2/28 abcefg
B = 1/19 cdefg
C = 2/2d adef
D = 3/33 bcdeg
E = 8/89 adefg
F = a/ab aefg
RE: Hexadezimalzählthread - Root - 31.01.2017, 15:27
3433
RE: Hexadezimalzählthread - Brocken - 31.01.2017, 16:21
![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_bcfg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/7-segment_bcfg.svg/20px-7-segment_bcfg.svg.png) ![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_bcfg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/7-segment_bcfg.svg/20px-7-segment_bcfg.svg.png)
Keine Angst es sind nur 4 verlinkte Bilder
[code=https://upload.wikimedia.org/wikipedia/commons/thumb/?/??/7Segment_abcdefg.svg/20px-7Segment_abcdefg.svg.png][/code]
? ?? abcdefg
0 = 4/49 abcdef
1 = b/be bc
2 = f/f8 abdeg
3 = b/be abcdg
4 = b/b0 bcfg
5 = 9/96 acdfg
6 = 0/03 acdefg
7 = 6/62 abc
8 = a/ab abcdefg
9 = 7/7a abcdfg
A = 2/28 abcefg
B = 1/19 cdefg
C = 2/2d adef
D = 3/33 bcdeg
E = 8/89 adefg
F = a/ab aefg
RE: Hexadezimalzählthread - Root - 31.01.2017, 22:08
3435
RE: Hexadezimalzählthread - Merrx - 31.01.2017, 23:22
3436
RE: Hexadezimalzählthread - Brocken - 01.02.2017, 03:08
![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_bcfg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/7-segment_bcfg.svg/20px-7-segment_bcfg.svg.png) ![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_abc.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/6/62/7-segment_abc.svg/20px-7-segment_abc.svg.png)
Keine Angst es sind nur 4 verlinkte Bilder
[code=https://upload.wikimedia.org/wikipedia/commons/thumb/?/??/7Segment_abcdefg.svg/20px-7Segment_abcdefg.svg.png][/code]
? ?? abcdefg
0 = 4/49 abcdef
1 = b/be bc
2 = f/f8 abdeg
3 = b/be abcdg
4 = b/b0 bcfg
5 = 9/96 acdfg
6 = 0/03 acdefg
7 = 6/62 abc
8 = a/ab abcdefg
9 = 7/7a abcdfg
A = 2/28 abcefg
B = 1/19 cdefg
C = 2/2d adef
D = 3/33 bcdeg
E = 8/89 adefg
F = a/ab aefg
RE: Hexadezimalzählthread - Root - 01.02.2017, 20:58
3438
RE: Hexadezimalzählthread - Brocken - 03.02.2017, 02:47
![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_bcfg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/7-segment_bcfg.svg/20px-7-segment_bcfg.svg.png) ![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_abcdfg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/7/7a/7-segment_abcdfg.svg/20px-7-segment_abcdfg.svg.png)
Keine Angst es sind nur 4 verlinkte Bilder
[code=https://upload.wikimedia.org/wikipedia/commons/thumb/?/??/7Segment_abcdefg.svg/20px-7Segment_abcdefg.svg.png][/code]
? ?? abcdefg
0 = 4/49 abcdef
1 = b/be bc
2 = f/f8 abdeg
3 = b/be abcdg
4 = b/b0 bcfg
5 = 9/96 acdfg
6 = 0/03 acdefg
7 = 6/62 abc
8 = a/ab abcdefg
9 = 7/7a abcdfg
A = 2/28 abcefg
B = 1/19 cdefg
C = 2/2d adef
D = 3/33 bcdeg
E = 8/89 adefg
F = a/ab aefg
RE: Hexadezimalzählthread - Rapti - 03.02.2017, 02:55
Da ham wir's ja wieder.
343A
RE: Hexadezimalzählthread - Root - 03.02.2017, 15:52
343B
RE: Hexadezimalzählthread - Rapti - 04.02.2017, 01:03
343C
RE: Hexadezimalzählthread - Root - 04.02.2017, 04:09
343D
RE: Hexadezimalzählthread - Brocken - 04.02.2017, 14:06
![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_bcfg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/7-segment_bcfg.svg/20px-7-segment_bcfg.svg.png) ![[Bild: 20px-7-segment_abcdg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/b/be/7-segment_abcdg.svg/20px-7-segment_abcdg.svg.png) ![[Bild: 20px-7-segment_adefg.svg.png]](https://upload.wikimedia.org/wikipedia/commons/thumb/8/89/7-segment_adefg.svg/20px-7-segment_adefg.svg.png)
Keine Angst es sind nur 4 verlinkte Bilder
[code=https://upload.wikimedia.org/wikipedia/commons/thumb/?/??/7Segment_abcdefg.svg/20px-7Segment_abcdefg.svg.png][/code]
? ?? abcdefg
0 = 4/49 abcdef
1 = b/be bc
2 = f/f8 abdeg
3 = b/be abcdg
4 = b/b0 bcfg
5 = 9/96 acdfg
6 = 0/03 acdefg
7 = 6/62 abc
8 = a/ab abcdefg
9 = 7/7a abcdfg
A = 2/28 abcefg
B = 1/19 cdefg
C = 2/2d adef
D = 3/33 bcdeg
E = 8/89 adefg
F = a/ab aefg
RE: Hexadezimalzählthread - Root - 04.02.2017, 19:40
343F
RE: Hexadezimalzählthread - Rapti - 05.02.2017, 16:50
3440
RE: Hexadezimalzählthread - Root - 05.02.2017, 17:58
3441
RE: Hexadezimalzählthread - Rapti - 06.02.2017, 02:51
3442
RE: Hexadezimalzählthread - Root - 06.02.2017, 15:58
3443
RE: Hexadezimalzählthread - Rapti - 07.02.2017, 15:51
3444
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