being able to survive aggressive decks , which a vast majority of players are versed into, to ultimately overthrow them *is* fun. T1 Trogg > T2 Doggie Biscuit is a bit less, at least after the 37443829th encounter.
whats wrong? they are mutually exclusive events. we have the chain or we dont. first mulligan 30% , second mulligan 33%. P(A) + P(B) ? 63% ? P(A or B) doesnt exist, we dont throw the chain card.
so i made a mistake in previous build : mailbox dancer was drawn by tuskpiercer, breaking the chain, replaced by Annoy-o-Tron to further slow down the opponent and contain aggro.
probabilities are on our side: the chain is 3 cards in a 30 cards deck (3/30 = 1/10) 10% chance taken 3 time = 30% event "we have the chain" chance then chain is 3 cards in 27 cards deck (we removed 3 non chain cards) 11% chance taken 3 time = 33% event "we have the chain" chance
in conclusion we have 30+33 = 63% chance to have the Dragon Lady chain at start by mulligan and to do the gameplan its already good, which is further boosted each turn by simply drawing cards (+11%~ each) or by Sightless (+33%~) overall "you dont have the chain" event is very rare, which is good for us, because otherwise this deck would be plain bad
now if you are into maths, you could calculate what are your chances of having specific dragons within approx 17 minions cards :D but i like random fun and composing with random :)
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the deck here does not match the video, could you update? thanks
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being able to survive aggressive decks , which a vast majority of players are versed into, to ultimately overthrow them *is* fun. T1 Trogg > T2 Doggie Biscuit is a bit less, at least after the 37443829th encounter.
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agreed :D
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you need anti spambot hearthpwn. implement warcraft themed captcha or hire someone idk.
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whats wrong? they are mutually exclusive events. we have the chain or we dont. first mulligan 30% , second mulligan 33%. P(A) + P(B) ? 63% ? P(A or B) doesnt exist, we dont throw the chain card.
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so i made a mistake in previous build : mailbox dancer was drawn by tuskpiercer, breaking the chain, replaced by Annoy-o-Tron to further slow down the opponent and contain aggro.
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probabilities are on our side:
the chain is 3 cards in a 30 cards deck (3/30 = 1/10)
10% chance taken 3 time = 30% event "we have the chain" chance
then chain is 3 cards in 27 cards deck (we removed 3 non chain cards)
11% chance taken 3 time = 33% event "we have the chain" chance
in conclusion we have 30+33 = 63% chance to have the Dragon Lady chain at start by mulligan and to do the gameplan
its already good, which is further boosted each turn by simply drawing cards (+11%~ each) or by Sightless (+33%~)
overall "you dont have the chain" event is very rare, which is good for us, because otherwise this deck would be plain bad
now if you are into maths, you could calculate what are your chances of having specific dragons within approx 17 minions cards :D but i like random fun and composing with random :)
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hello, got any recent update / new cards for this deck ? it looks cool
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yw ^^ hope you ll have fun with the Dragon Lady :)