I manage an in-house 8-ball league with 6 teams, about 50 players. We follow the typical numerical system ranging from 3-8. All matches are played on GC-like tables with 4.25 pockets. The strongest players average about 10-15% runout whereas the weakest players have troubles running 3 balls on an open table.
I'd like to get rid of the handicap at the play level and thought I'd post here to hear some critics and feedbacks.
I'm thinking:
Converting the numerical system to alphabetical.
3-4: C ($60 league dues per season + $10 calcutta)
5-6: B ($90 + $10)
7-8: A ($120 + $20)
Each player is required to bid his own calcutta at the starting price. Then the auction continues as usual.
For team match:
1. 20 racks will be played between 2 teams using a single table
2. Team must put up who will be playing the 1st to the 20th rack before the match starts.
3. Each player can play either 2 racks or a max of 4 racks per match
4. Each alphabetical class can play up to 8 racks per match
The second table will be action table. For each rack, C pays $2, B pays $4, and A pays $5 to play.
At the end of season,
1. Top 2 teams will play the 20 racks for 55% of the league pot.
2. Top 2 players in each alphabetical class will play heads up for 15% of the pot each
C: Race to 4
B: Race to 5
A: Race to 6
There are other intricacies, but this is a short version. What do you think?
I'd like to get rid of the handicap at the play level and thought I'd post here to hear some critics and feedbacks.
I'm thinking:
Converting the numerical system to alphabetical.
3-4: C ($60 league dues per season + $10 calcutta)
5-6: B ($90 + $10)
7-8: A ($120 + $20)
Each player is required to bid his own calcutta at the starting price. Then the auction continues as usual.
For team match:
1. 20 racks will be played between 2 teams using a single table
2. Team must put up who will be playing the 1st to the 20th rack before the match starts.
3. Each player can play either 2 racks or a max of 4 racks per match
4. Each alphabetical class can play up to 8 racks per match
The second table will be action table. For each rack, C pays $2, B pays $4, and A pays $5 to play.
At the end of season,
1. Top 2 teams will play the 20 racks for 55% of the league pot.
2. Top 2 players in each alphabetical class will play heads up for 15% of the pot each
C: Race to 4
B: Race to 5
A: Race to 6
There are other intricacies, but this is a short version. What do you think?