Just thinking out loud here, but why couldn't something like this (with some adjustments) be successful?
A main league that is broken down into 3 tiers or divisions.
Amateur
Shortstop
Pro
Fees are combined among the 3 tiers, and then split accordingly: Amateur (20%), Shortstop (30%), Pro (50%). This will give players a reason to get better and move up. A player can only play in one tier at a time, and that is determined by their ranking, which would be a simplified Fargo-like system exclusive to the league.
Amateur - 300-499
Shortstop - 500-699
Pro - 700 or higher
Ratings would be adjusted each week using a very simple formula.
Winner = (Larger Rating-Smaller Rating)*20%-Winner's Rating
Loser = (Larger Rating-Smaller Rating)*5%-Loser's Rating
In the example below, we have a 412 losing to a 317.
412-317 = 95
95 * .20 = 19
95* .05 = 5
317+19 = 336 - winner's new ranking
412 - 5 = 407 loser's new ranking
Every player puts in the same amount of money, but it's where you are at the end of the session that will determine how much you get back.
A main league that is broken down into 3 tiers or divisions.
Amateur
Shortstop
Pro
Fees are combined among the 3 tiers, and then split accordingly: Amateur (20%), Shortstop (30%), Pro (50%). This will give players a reason to get better and move up. A player can only play in one tier at a time, and that is determined by their ranking, which would be a simplified Fargo-like system exclusive to the league.
Amateur - 300-499
Shortstop - 500-699
Pro - 700 or higher
Ratings would be adjusted each week using a very simple formula.
Winner = (Larger Rating-Smaller Rating)*20%-Winner's Rating
Loser = (Larger Rating-Smaller Rating)*5%-Loser's Rating
In the example below, we have a 412 losing to a 317.
412-317 = 95
95 * .20 = 19
95* .05 = 5
317+19 = 336 - winner's new ranking
412 - 5 = 407 loser's new ranking
Every player puts in the same amount of money, but it's where you are at the end of the session that will determine how much you get back.
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