nice one

Sweet deals.

I changed the design, it looks better now and you can see the percentages.

Someone know what the payout structure is when there's a members only tourney with more than 3 but less than 6 players?

http://www.kdice.com/tournaments/15/stats?page=6

here you can find the payout with 5 players, there were 4 and 3 tourneys in the past but you will have to look these up yourself in older pages. If it's not here, you can browse the history of night and morning members in a similar way.

I hope this helped enough


good job with the calculator so far

http://www.kdice.com/tournaments/15/stats?page=7

next page has the 4 player payouts, good luck finding a 3 player one

Ok thanks alot, jurgen, i fixed it and i'm pretty sure it's 50% 30% 20% with 3 players, but i did'nt found such a tourney.

The 55 BuyIn tourney payouts are different too, but i know the payout structure there, i'll fix it tomorrow.

http://www.kdice.com/tournaments/15/stats?page=67
3s

This still is a cool calculator but this would not be first on my wish list actually. tbh I don't care that much about payout structure but I am sure others will find it helpfull to know in advance so well done.

It would be fun to have a 1 hit calculator

You enter the sucesfull attacks that were needed to do the 1hit and then the calculator gives the probability of that 1hit working.

It would be cool to see which 1hit had the lowest odds of being successful. Also, you can use the same calculator to compare crazy connects and see which one had the lowest probability ever.

I don't get it.. you mean:

2 dice vs. 1 dice = 77.27%
3 dice vs. 1 dice = 89.58%
4 dice vs. 1 dice = 95.24%
5 dice vs. 1 dice = 98.08%
6 dice vs. 1 dice = 99.46%
7 dice vs. 1 dice = 100%
8 dice vs. 1 dice = 100%

2 dice vs. 2 dice = 45.45%
3 dice vs. 2 dice = 68.75%
4 dice vs. 2 dice = 80.52%
5 dice vs. 2 dice = 87.41%
6 dice vs. 2 dice = 91.79%
7 dice vs. 2 dice = 94.70%
8 dice vs. 2 dice = 96.67%

2 dice vs. 3 dice = 25.57%
3 dice vs. 3 dice = 46.88%
4 dice vs. 3 dice = 64.29%
5 dice vs. 3 dice = 74.76%
6 dice vs. 3 dice = 81.65%
7 dice vs. 3 dice = 86.46%
8 dice vs. 3 dice = 89.94%

etc.?

So that means if you want to connect with a 5dice-stack against a 4 stack, 3 stack and 2 stack (5vs4 + 4vs3 + 3vs2 + 2vs1), that the probability that it works is only 21.02%.