1 Reply by Rygars

(7 replies, posted in GameFlux)

Din cate stiu, la scenariul 1, se tapeaza ambele creaturi daca doar una din creaturi primeste protectie la alb pentru ca ai un singur "target" scris pe Glimpse of the Sun God, iar efectul se face pentru toate creaturile targetate in prealabil. Din cate stiu eu, ambele creaturi se vor tapa cand se rezolva spellul.

PS: E posibil sa ma insel. Caut pe net sa vad unde naiba am citit acum vreo 2-3 ani de chestia asta.

LE: Nu am gasit inca, dar am gasit la Sudden Storm ca daca unul din cele doua targeturi devine ilegal, nu se mai tapeaza targetul ilegal. Scenariul 1 este OK! Totusi, o sa caut in continuare articolul respectiv.

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2 Reply by Rygars

(242 replies, posted in Noutăți)

Sansa sa dai tail: P(0) = 1/2
Sansa sa dai heads: P(1) = 1/2
C(A, B) = combinari de B luate cate A

Sansa sa dai 0 heads: P(0 heads) = P(0)^5 x P(1)^0 x C(0, 5) = (1/2)^5 x 5!/(0! x 5!) = 1/32
Sansa sa dai 1 heads: P(1 heads) = P(0)^4 x P(1)^1 x C(1, 5) = (1/2)^4 x (1/2) x 5!/(1! x 4!) = 5/32
Sansa sa dai 2 heads: P(2 heads) = P(0)^3 x P(1)^2 x C(2, 5) = (1/2)^3 x (1/2)^2 x 5!/(2! x 3!) = 10/32
Sansa sa dai 3 heads: P(3 heads) = P(0)^2 x P(1)^3 x C(3, 5) = (1/2)^2 x (1/2)^3 x 5!/(3! x 2!) = 10/32
Sansa sa dai 4 heads: P(4 heads) = P(0)^1 x P(1)^4 x C(4, 5) = (1/2) x (1/2)^4 x 5!/(4! x 1!) = 5/32
Sansa sa dai 5 heads: P(5 heads) = P(0)^0 x P(1)^5 x C(5, 5) = (1/2)^5 x 5!/(5! x 0!) = 1/32

Sansa sa dai cel putin 2 heads: P(at least 2 heads) = P(2 heads) + P(3 heads) + P(4 heads) + P(5 heads) = 10/32 + 10/32 + 5/32 + 1/32 = 26/32 = 81.25%

Sansa sa dai 2 sau 3 heads: P(2 heads) + P(3 heads) = 20/32 = 62.5%

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3 Reply by Rygars

(81 replies, posted in Taverna)

Sunt doua efecte cu can not. Ambele se aplica. Creatura devine neblocabila pentru ca la declararea blockerilor, nu exista combinatii de blockeri valide.

Go to forum: Taverna

4 Reply by Rygars

(1 replies, posted in General Discussion)

1. I always keep 1 foil and 1 normal.

2. I use perfect sleeves for them and then they go into my collection binder

3. I don't think there is a difference between having the full block collection or missing some parts. In the end, the values is based on each land value.

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