How is the winner determined?

Dice sets are rolled (and rolled and rolled again) until one team gets a favorable outcome while the other team does not.

If both teams roll a favorable outcome in a given toss, then no one is declared the winner and a new set is rolled.

Here is how it works:

Lets use Euler: 2d20(15) versus Bayes 7d12(4) as an example:

EULER: 2d20(15) -- Means Euler will roll two 20-sided dice on every toss: If ALL dice show a (15) or greater, than Euler has a favorable outcome.

BAYES: 7d12(4) -- Means Bayes will roll seven 12-sided dice on every toss: If ALL dice show a (4) or greater, than Bayes has a favorable outcome.

So, Euler and Bayes will continue to roll until one team gets a favorable outcome, while the other does not.

Consider this simulation:

Roll 1: Euler gets the following numbers - 18, 2, 13    Bayes gets the following numbers - 2, 7, 7, 9, 10, 12, 1   
RESULT: NO WINNER YET (Euler only had one umber 15+ and Bayes only 5 numbers 4+) --- THEY NEED ALL NUMBERS AT OR GREATER THAN THE MAGIC NUMBER

Roll 2: Euler - 15, 20, 17     Bayes - 5, 12, 9
RESULT: NO WINNER YET (Both had desirable outcomes)

Roll 3: Euler - 12, 20, 13     Bayes - 4, 4, 9, 4, 8, 10, 5
RESULT: BAYES IS THE WINNER!