This deck has a PoLdeR index (an appoximate bad draw chance of) 13.4 %. in comparison, SEM has 10 %, standard lava golem rush has 11.2 %, supernova rush has 17 %. This means that it does not only own, it hardly ever doesnt.
This PoLdeR index is found by approximating good draw odds with a binomial distribution supposing all stochastic variables are independent. I hear ya saying: its hypergeometrical distributed!, yes, but you cannot easily compute the chance of getting a combo of cards with that!! PoLdeR index can.
For SEM i computed the approximate chance of getting only 1 pillar, the real chance is 6.5 %.
For lava golem rush i did the approximate chance of casting a golem from the first 8 cards with the tower + phoenix + immo + golem possibility accounted for.
For supernova rush i did the approximate chance of getting a tower and a supernova first 9 cards, with the automulligan accounted for.
with DEMA it gets trickier, and thats exactly why it rox. I have to add up the possibilities of getting in the first 8 cards one of the following:
E1 immo + ball + golem (60 %)
E2 immo + 2 nova + phoenix + golem (10 %)
E3 2 nova + 2 of phoenix/dagger/gabroid (28 %)
E4 nova + Ball + immo + 2 of phoenix/dagger/gabroid ( 39 %)
E5 2 Ball + 2 immo + 2 of phoenix/dagger/gabroid (14 %)
when you play it with -1 ball +1 phoenix you get
E1 immo + ball + golem (56 %)
E2 immo + 2 nova + phoenix + golem (17 %)
E3 2 nova + 2 of phoenix/dagger/gabroid (36 %)
E4 nova + Ball + immo + 2 of phoenix/dagger/gabroid ( 33 %)
E5 2 Ball + 2 immo + 2 of phoenix/dagger/gabroid (14 %)
here the same table for golem rush
E1 immo + ball + golem (51 %)
E2 immo + tower + phoenix + golem (38 %)
E3 2 tower + 2 of phoenix/gavel (16 %)
E4 tower + Ball + immo + dragon ( 32 %)
E5 2 immo + 2 ball + dragon (9 %) (before you spam me messages saying that a golem is good in this event also: That event is included in E1, so you do not count it again)
now dont just add up these percentages!!!!!!!! there is an overlap to the events. Using the principle of inclusion/exclusion (wikipedia it and dont ask) good draw chance is
100*(
(0.60+0.10+0.28+0.39+0.14)
-(0.6*(0.1+0.28+0.39+0.14)+0.1*(0.28+0.39+0.14)+0.28*(0.39+0.14)+0.39*0.14)
+(0.6*(0.1*(0.28+0.39+0.14)+0.28*(0.39+0.14)+0.39*0.14)+0.1*(0.28*(0.39+0.14)+0.39*0.14)+0.28*0.39*0.14)
-0.6*(0.1*(0.28*(0.39+0.14)+0.39*0.14)+0.28*0.39*0.14)
+0.6*0.1*0.28*0.39*0.14)
= 86.555248
![Shocked :o](https://elementscommunity.org/forum/Smileys/solosmileys/shocked.gif)
THATS A LOTTA NUMBERS!?!?!?! well it beats answering 100 ppl where i get my numbers from
![Tongue :P](https://elementscommunity.org/forum/Smileys/solosmileys/tongue.gif)