having trouble with planning a neighborhood "Olympics"

[Icculus]

8 teams, 7 different activities, 5 different locations.  the activities are tied to the location. Each team needs to do each activity once, and only play each other team once. The catch is location 1 and 6 are the same, and location 2, 7 are the same.  Is this possible to do in just 7 rounds?








any suggestions?

Thanks so much!

[Ian Wakeling]

7 rounds are impossible as there are 8 games that need to be played at each of locations 1 & 2.  Here is an example of a solution in 8 rounds that might be useful:

(D F) (B H) (---) (A E) (---)
(C F) (A G) (---) (---) (D E)
(A H) (C E) (B G) (---) (---)
(B C) (D H) (---) (F G) (---)
(D A) (B F) (H E) (---) (C G)
(B E) (D G) (A F) (C H) (---)
(G E) (A C) (---) (D B) (F H)
(H G) (F E) (D C) (---) (A B)

[Icculus]

  Thank you!  This will work perfectly.