One problem I have hosting tournaments is I have a wide variety of players that have different buyins. Most of my tournament players prefer a $50 buyin, and my cash players prefer a $300 tourney or a $400-$500 cash game. I think I solved the problem that should result in a large field tourney (2-3 tables)...
1) I want to make it simple so I don't need to explain it again and again...
2) There are no chops. You must play the tournament out...
3) There will be 2 prize pools. Depending on your entry will decide which prize pool(s) you can win.
For example;
Craig buys in for $50 + $200 receives 10,000 starting stack
Frank buys in for $50 + $200 receives 10,000 starting stack
Sean buys in for $50 receives 10,000 starting stack
Ryan buys in for $50 receives 10,000 starting stack
Andy buys in for $50 + $200 receives 10,000 starting stack
etc. etc. etc. Assume 12 players do the incremental buy in for $250, and 8 players only buy in for $50. Therefore 20 contributed the minimum $50.
Prize Pool A (20 players @ $50)
1. $800
2. $600
3. $400
4. $150
5. $50
Total $2,000
Prize Pool B (12 players @ 200)
1. $1,000
2. $600
3. $400
4. $300
5. $100
Total $2,400
Some players can only win prize pool A, others can win both A and B, based on their entry. This is similar to the "last the longest prop" that is common at home tourneys...
I can't think of any reason why this would compromise the game. Thoughts? Tag a PCF member who hosts tourneys frequently!
1) I want to make it simple so I don't need to explain it again and again...
2) There are no chops. You must play the tournament out...
3) There will be 2 prize pools. Depending on your entry will decide which prize pool(s) you can win.
For example;
Craig buys in for $50 + $200 receives 10,000 starting stack
Frank buys in for $50 + $200 receives 10,000 starting stack
Sean buys in for $50 receives 10,000 starting stack
Ryan buys in for $50 receives 10,000 starting stack
Andy buys in for $50 + $200 receives 10,000 starting stack
etc. etc. etc. Assume 12 players do the incremental buy in for $250, and 8 players only buy in for $50. Therefore 20 contributed the minimum $50.
Prize Pool A (20 players @ $50)
1. $800
2. $600
3. $400
4. $150
5. $50
Total $2,000
Prize Pool B (12 players @ 200)
1. $1,000
2. $600
3. $400
4. $300
5. $100
Total $2,400
Some players can only win prize pool A, others can win both A and B, based on their entry. This is similar to the "last the longest prop" that is common at home tourneys...
I can't think of any reason why this would compromise the game. Thoughts? Tag a PCF member who hosts tourneys frequently!