Scheduling #1
Eight teams want to join a competition. They want
to play each other during 7 play rounds. Every team playes exactly once
every round. After the 7 rounds each team has played against every other
team. Some of the games and home playing teams are already given. The sequence
of the games in a round doesn't matter. Also the number of home matches
isn't relevant for this problem. Can you reconstruct the schedule??
|
Round 1 |
Round 2 |
Round 3 |
Round 4 |
Round 5 |
Round 6 |
Round 7 |
| Game 1 |
7-5 |
4- |
7-1 |
3-8 |
8-1 |
2- |
4-3 |
| Game 2 |
6-8 |
8- |
|
6-2 |
3- |
3- |
|
| Game 3 |
|
5- |
|
|
7- |
7- |
|
| Game 4 |
|
|
|
|
|
6- |
|