Okay just throwing out wild ideas.
Formula to determine multiplier:
3^(p/10) where p is equal to your playoff wins the last two years (I question in general penalizing a current team for past teams successes, but anything past two is particularly excessive IMO. Given some type if success criteria let's cut it down)
So a team with two straight championships gets a max multiplier of 3 (perhaps you could add in a one class a year max bump/drop). A team with a finals loss and no playoff wins gets the same treatment as a team with two straight quarters appearances (1.55). This method makes each additional advancement worth more, thus reducing the penalty of relatively small round 1 wins.
Here's how the multiplier would look (rounded)
Wins - Mulitplier - Change
1 - 1.12 - .12
2 - 1.25 - .13
3 - 1.39 - .14
4 - 1.55 - .16
5 - 1.73 - .18
6 - 1.93 - .20
7 - 2.16 - .23
8 - 2.41 - .25
9 - 2.69 - .28
10 - 3.00 - .31
Edit- you could also weight year minus two results at 80%, which would give you a p where last years results weigh more heavily than wins two years ago (and revised formula 3^(p/9) or even weight last years results at 120% and keep the 3^(p/10)). This way a team with a round 1 loss and state title is not treated the same as a team with a state title two years ago and a round 1 loss.
Formula to determine multiplier:
3^(p/10) where p is equal to your playoff wins the last two years (I question in general penalizing a current team for past teams successes, but anything past two is particularly excessive IMO. Given some type if success criteria let's cut it down)
So a team with two straight championships gets a max multiplier of 3 (perhaps you could add in a one class a year max bump/drop). A team with a finals loss and no playoff wins gets the same treatment as a team with two straight quarters appearances (1.55). This method makes each additional advancement worth more, thus reducing the penalty of relatively small round 1 wins.
Here's how the multiplier would look (rounded)
Wins - Mulitplier - Change
1 - 1.12 - .12
2 - 1.25 - .13
3 - 1.39 - .14
4 - 1.55 - .16
5 - 1.73 - .18
6 - 1.93 - .20
7 - 2.16 - .23
8 - 2.41 - .25
9 - 2.69 - .28
10 - 3.00 - .31
Edit- you could also weight year minus two results at 80%, which would give you a p where last years results weigh more heavily than wins two years ago (and revised formula 3^(p/9) or even weight last years results at 120% and keep the 3^(p/10)). This way a team with a round 1 loss and state title is not treated the same as a team with a state title two years ago and a round 1 loss.
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