1
Requests / Re: 24 person RR across 5 courts
« Last post by Ian Wakeling on Today at 03:33:25 AM »Here is a possible 9 round schedule. All the partnerships are different, and it almost meets your opponents once-but-not-twice criterion. In particular (1 13) never oppose in the 14 player group.
10 player group (2 courts)
( 9 10 v 6 5) ( 8 7 v 4 3)
(10 2 v 7 5) ( 6 9 v 8 1)
( 9 8 v 7 10) ( 3 2 v 4 1)
( 5 9 v 3 1) ( 2 4 v 6 10)
( 5 1 v 7 4) ( 8 2 v 6 3)
( 9 7 v 6 2) ( 5 10 v 4 8)
( 1 7 v 8 6) ( 9 3 v 4 10)
( 3 10 v 1 6) ( 4 5 v 9 2)
( 8 10 v 1 2) ( 7 6 v 3 5)
14 player group (3 courts):
( 4 11 v 13 9) ( 5 6 v 8 10) (12 7 v 14 3)
(13 6 v 11 14) ( 8 1 v 7 5) ( 9 2 v 12 10)
( 9 11 v 7 8) (13 3 v 2 12) (14 10 v 1 4)
( 5 10 v 12 13) ( 3 1 v 9 6) ( 4 14 v 11 2)
(12 1 v 11 7) (14 2 v 8 5) ( 6 3 v 13 4)
( 1 13 v 2 8) (14 5 v 9 3) ( 6 7 v 10 4)
( 2 6 v 9 7) (10 3 v 8 11) ( 1 5 v 12 4)
( 8 12 v 4 9) (11 6 v 5 2) ( 7 14 v 13 10)
( 5 9 v 7 13) ( 3 11 v 10 1) ( 6 8 v 14 12)
Note that the byes can not be balanced, so some players will have one more round than others.
Hope that helps.
10 player group (2 courts)
( 9 10 v 6 5) ( 8 7 v 4 3)
(10 2 v 7 5) ( 6 9 v 8 1)
( 9 8 v 7 10) ( 3 2 v 4 1)
( 5 9 v 3 1) ( 2 4 v 6 10)
( 5 1 v 7 4) ( 8 2 v 6 3)
( 9 7 v 6 2) ( 5 10 v 4 8)
( 1 7 v 8 6) ( 9 3 v 4 10)
( 3 10 v 1 6) ( 4 5 v 9 2)
( 8 10 v 1 2) ( 7 6 v 3 5)
14 player group (3 courts):
( 4 11 v 13 9) ( 5 6 v 8 10) (12 7 v 14 3)
(13 6 v 11 14) ( 8 1 v 7 5) ( 9 2 v 12 10)
( 9 11 v 7 8) (13 3 v 2 12) (14 10 v 1 4)
( 5 10 v 12 13) ( 3 1 v 9 6) ( 4 14 v 11 2)
(12 1 v 11 7) (14 2 v 8 5) ( 6 3 v 13 4)
( 1 13 v 2 8) (14 5 v 9 3) ( 6 7 v 10 4)
( 2 6 v 9 7) (10 3 v 8 11) ( 1 5 v 12 4)
( 8 12 v 4 9) (11 6 v 5 2) ( 7 14 v 13 10)
( 5 9 v 7 13) ( 3 11 v 10 1) ( 6 8 v 14 12)
Note that the byes can not be balanced, so some players will have one more round than others.
Hope that helps.