/media/sda-magnetic/david/Extern-Magnetic-2022-06-29/Extern01/Dokumente-11-2021-07-05/informatik-math/informatik2/quine-mccluskey/quinemccluskebcd72.txt

    Number              7-Segment-Code


    D   C   B   A       a   b   c   d   e   f   g

0   0   0   0   0       1   1   1   1   1   1   0    
1   0   0   0   1       0   1   1   0   0   0   0
2   0   0   1   0       1   1   0   1   1   0   1
3   0   0   1   1       1   1   1   1   0   0   1
4   0   1   0   0       0   1   1   0   0   1   1
5   0   1   0   1       1   0   1   1   0   1   1
6   0   1   1   0       0   0   1   1   1   1   1
7   0   1   1   1       1   1   1   0   0   0   0
8   1   0   0   0       1   1   1   1   1   1   1
9   1   0   0   1       1   1   1   0   0   1   1

    D   C   B   A       a 
    
0   0   0   0   0       1
1   0   0   0   1       0
2   0   0   1   0       1
3   0   0   1   1       1
4   0   1   0   0       0
5   0   1   0   1       1
6   0   1   1   0       0
7   0   1   1   1       1
8   1   0   0   0       1
9   1   0   0   1       1


    D   C   B   A       a 
    
0   0   0   0   0       1
2   0   0   1   0       1
3   0   0   1   1       1
5   0   1   0   1       1
7   0   1   1   1       1
8   1   0   0   0       1
9   1   0   0   1       1



Gruppe 0

0   0   0   0   0       1

Gruppe 1

2   0   0   1   0       1
8   1   0   0   0       1

Gruppe 2

3   0   0   1   1       1
5   0   1   0   1       1
9   1   0   0   1       1


Gruppe 3

7   0   1   1   1       1

0;2     0   0   -   0
5;7     0   1   -   0
0;8     -   0   0   0   
2;3     0   0   1   -
9;8     1   0   0   -
3;7     0   -   1   1

0;2;5;7     0   -   -   0

            0   2   3   5   7   8   9

0;8         *                   *
2;3             *   *
9;8                             *   *
3;7                 *       *
0;2;5;7     *   *       *   *    



            0   2   3   5   7   8   9

9;8                             *   *
3;7                 *       *
0;2;5;7     *   *       *   *    

(x3 and not x2 and not x1) or (not x3 and x1 and x0) or (not x3 and not x0)

    D   C   B   A       b

0   0   0   0   0       1
1   0   0   0   1       1
2   0   0   1   0       1
3   0   0   1   1       1
4   0   1   0   0       1
5   0   1   0   1       0
6   0   1   1   0       0
7   0   1   1   1       1
8   1   0   0   0       1
9   1   0   0   1       1


    D   C   B   A       b

0   0   0   0   0       1
1   0   0   0   1       1
2   0   0   1   0       1
3   0   0   1   1       1
4   0   1   0   0       1
7   0   1   1   1       1
8   1   0   0   0       1
9   1   0   0   1       1


Gruppe 0

0   0   0   0   0       1

Gruppe 1

1   0   0   0   1       1
2   0   0   1   0       1
4   0   1   0   0       1
8   1   0   0   0       1

Gruppe 2

3   0   0   1   1       1
9   1   0   0   1       1

Gruppe 3

7   0   1   1   1       1

3;7     0   -   1   1
0;4     0   -   0   0   
0;8     -   0   0   0   
1;9     -   0   0   1
1;3     0   0   -   1
0;2     0   0   -   0
2;3     0   0   1   -
8;9     1   0   0   -
0;1     0   0   0   -
4       0   1   0   0


1;3;0;2     0   0   -   - 
2;3;0;1     0   0   -   -
8;9;0;1     -   0   0   -

            0   1   2   3   4   7   8   9
3;7                     *       *
0;4         *               *
0;8         *                       *
1:9             *                       *
4                           *
1;3;0;2     *   *   *   *       
2;3;0;1     *   *   *   *
8;9;0;1     *   *                   *   *


            0   1   2   3   4   7   8   9
3;7                     *       *
0;4         *               *
1;3;0;2     *   *   *   *       
8;9;0;1     *   *                   *   *

(not x3 and x1 and x0) or (not x3 and not x1 and not x0) or (not x3 and not x2) or (not x2 and not x1)


    D   C   B   A       c

0   0   0   0   0       1
1   0   0   0   1       1
2   0   0   1   0       0
3   0   0   1   1       1
4   0   1   0   0       1
5   0   1   0   1       1
6   0   1   1   0       1
7   0   1   1   1       1
8   1   0   0   0       1
9   1   0   0   1       1


    D   C   B   A       c

0   0   0   0   0       1
1   0   0   0   1       1
3   0   0   1   1       1
4   0   1   0   0       1
5   0   1   0   1       1
6   0   1   1   0       1
7   0   1   1   1       1
8   1   0   0   0       1
9   1   0   0   1       1


Gruppe 0

0   0   0   0   0       1


Gruppe 1

1   0   0   0   1       1
4   0   1   0   0       1
8   1   0   0   0       1

Gruppe 2

3   0   0   1   1       1
5   0   1   0   1       1
6   0   1   1   0       1
9   1   0   0   1       1

Gruppe 3

7   0   1   1   1       1

0;1     0   0   0   -
4;5     0   1   0   -
8;9     1   0   0   -
6;7     0   1   1   -
0;8     -   0   0   0   
1;9     -   0   0   1
1;3     0   0   -   1
4;6     0   1   -   0
1;5     0   -   0   1
0;4     0   -   0   0

0;1;4;5     0   -   0   -
1;5;0;4     0   -   0   -  
0;1;8;9     -   0   0   -
0;8;1;9     -   0   0   -   
4;5;6;7     0   1   -   -  

            0   1   3   4   5   6   7   8   9
0;1         *   *
4;5                     *   *
8;9                                     *   *
6;7                            *   *   
0;8         *                           *
1;9             *                           *
1;3             *   *
4;6                     *       *
1;5             *           *
0;4         *           *
0;1;4;5     *   *       *   *
1;5;0;4     *   *       *   *
0;1;8;9     *   *                       *   *
4;5;6;7                 *   *   *   *


            0   1   3   4   5   6   7   8   9
0;8         *                           *
1;9             *                           *
1;3             *   *
4;6                     *       *
0;1;4;5     *   *       *   *
1;5;0;4     *   *       *   *
0;1;8;9     *   *                       *   *
4;5;6;7                 *   *   *   *

            0   1   3   4   5   6   7   8   9
1;3             *   *
0;1;8;9     *   *                       *   *
4;5;6;7                 *   *   *   *

(not x3 and x2) or (not x2 and not x1) or (not x3 and not x2 and x0)

    D   C   B   A       d

0   0   0   0   0       1
1   0   0   0   1       0
2   0   0   1   0       1
3   0   0   1   1       1
4   0   1   0   0       0
5   0   1   0   1       1
6   0   1   1   0       1
7   0   1   1   1       0
8   1   0   0   0       1
9   1   0   0   1       0

    D   C   B   A       d

0   0   0   0   0       1
2   0   0   1   0       1
3   0   0   1   1       1
5   0   1   0   1       1
6   0   1   1   0       1
8   1   0   0   0       1


Gruppe 0

0   0   0   0   0       1

Gruppe 1

2   0   0   1   0       1
8   1   0   0   0       1

Gruppe 2

3   0   0   1   1       1
5   0   1   0   1       1
6   0   1   1   0       1


0;2     0   0   -   0
0;8     -   0   0   0   
2;3     0   0   1   -
2;6     0   -   1   0

        0   2   3   6   8
0;2     *   *
0;8     *               *
2;3         *   *
2;6         *       *


        0   2   3   6   8
0;8     *               *
2;3         *   *
2;6         *       *

(not x2 and not x1 and not x0) or (not x3 and not x2 and x1) or (not x3 and x1 and not x0)

    D   C   B   A       e

0   0   0   0   0       1
1   0   0   0   1       0
2   0   0   1   0       1
3   0   0   1   1       0
4   0   1   0   0       0
5   0   1   0   1       0
6   0   1   1   0       1
7   0   1   1   1       0
8   1   0   0   0       1
9   1   0   0   1       0


    D   C   B   A       e

0   0   0   0   0       1
2   0   0   1   0       1
6   0   1   1   0       1
8   1   0   0   0       1

    
Gruppe 0

0   0   0   0   0       1

Gruppe 1
2   0   0   1   0       1
8   1   0   0   0       1

Gruppe 2

6   0   1   1   0       1

0;2     0   0   -   0
2;6     0   1   -   0
0;8     -   0   0   0   

0;2;2;6     0   -   -   0


            0   2   6   8
0;2         *   *
2;6             *   *
0;8         *           *
0;2;2;6     *   *   *

            0   2   6   8
0;8         *           *
0;2;2;6     *   *   *

(not x3 and not x0) or (not x2 and not x1 and not x0)


    D   C   B   A       f

0   0   0   0   0       1
1   0   0   0   1       0
2   0   0   1   0       0
3   0   0   1   1       0
4   0   1   0   0       1
5   0   1   0   1       1
6   0   1   1   0       1
7   0   1   1   1       0
8   1   0   0   0       1
9   1   0   0   1       1

    D   C   B   A       f

0   0   0   0   0       1
4   0   1   0   0       1
5   0   1   0   1       1
6   0   1   1   0       1
8   1   0   0   0       1
9   1   0   0   1       1


Gruppe 0

0   0   0   0   0       1

Gruppe 1

4   0   1   0   0       1
8   1   0   0   0       1

Gruppe 2

5   0   1   0   1       1
6   0   1   1   0       1
9   1   0   0   1       1

0;4     0   -   0   0   
0;8     -   0   0   0   
4;6     0   1   -   0
8;9     1   0   0   -
4;5     0   1   0   -

        0   4   5   6   8   9
0;4     *   *
0;8     *               *
4;6         *       *
8;9                     *   *
4;5         *   *


        0   4   5   6   8   9
0;8     *               *
4;6         *       *
8;9                     *   *
4;5         *   *

(not x3 and not x1 and not x0) or (not x3 and x2 and not x0) or (x3 and not x2 and not x1) or (not x3 and x2 and not x1)


    D   C   B   A       g

0   0   0   0   0       0    
1   0   0   0   1       0
2   0   0   1   0       1
3   0   0   1   1       1
4   0   1   0   0       1
5   0   1   0   1       1
6   0   1   1   0       1
7   0   1   1   1       0
8   1   0   0   0       1
9   1   0   0   1       1



    D   C   B   A       g

2   0   0   1   0       1
3   0   0   1   1       1
4   0   1   0   0       1
5   0   1   0   1       1
6   0   1   1   0       1
8   1   0   0   0       1
9   1   0   0   1       1


Gruppe 1

2   0   0   1   0       1
4   0   1   0   0       1
8   1   0   0   0       1

Gruppe 2

3   0   0   1   1       1
5   0   1   0   1       1
6   0   1   1   0       1
9   1   0   0   1       1


2;6     0   -   1   0
4;5     0   1   0   -
8;9     1   0   0   -
2;3     0   0   1   -
4;6     0   1   -   0

        2   3   4   5   6   8   9
2;6     *               *
4;5             *   *
8;9                         *   *
2;3     *   *
4;6             *       *


        2   3   4   5   6   8   9
2;6     *               *
4;5             *   *
8;9                         *   *
2;3     *   *

(not x3 and x1 and not x0) or (not x3 and x2 and not x1) or (x3 and not x2 and not x1) or (not x3 and not x2 and x1)