Posted by noleaniml on 10/14/2016 12:13:00 PM (view original):
Hughes, wouldn't that be 66.7% effort and 53.8% effort? I guess I need a little more explanation and I missing something. Also- how did you come to these conclusions? I was under the assumptions that the cutoffs for VH and H much closer.
The cut offs are based on effort in relation to the Max Efforted team. They are designed to give the VH team a minimum of 40% and the 35% probability to sign.
Therefore the formula for the cutoff would be:
(Max/(1 - Probability))-Max
or
(1000/(1-0.40))-1000 = 667
So he put in 67% of the effort of the other team .. which gives him 667/1667 = 40% signing probability minimum for a Very High team (adn 60% for the leader).
Same calculation for High team (1000/(1-0.35))-1000 = 538. 538/1538 would be 35% signing probability.
Those are just the minimal values to get into each category assuming 1000 as effort of the max team for a comparison. Those were defined as the cutoff points (40% prob for VH, 35% for H .. they could make them closer if they wanted 45% and 40%, for instance)
If you have more than one VH and more than 1 H .. then when you calculate probability, you need to add all their points together ..
So if there are 2 VH teams (1 at 1000 points, one between 667 and 1000 points) and 3 High teams (between 538 and 666 points) then you would do the calc like this. I'll assume 1000 and 850 for the VH's .. and 650, 600, 550 for the Highs. Again, these would be the final effort of each team that had all the correction factors for prestige and preference already applied).
So the probability calc would be:
1000+850+650+600+550= 3650 points (between 2 VH and 3 H)
And the Probabilities would be:
1000/3650 = 27.4%
850/3650 = 23.2%
650/3650 = 17.8%
600/3650 = 16.4
550/3650 = 15.1%
Then they decided to do something to make the leader more prominent .. not idea of that exact calc.
But those are the basic calcs there
10/24/2016 1:06 AM (edited)