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Pr(second twice in a row)^2 = 0.25
Probability of two flame imps in opening hand
P=1-(x/y)^c
x = Number of 'failures'
y = cards left in deck
c = number of 'looks' to find the card
P1 = 1-(28/30)^8 = 0.42417
P2 = 1-(27/29)^7 = 0.393598
P1 * P2 = chance of getting two flame imps = 1.66952 = P3
P3^2 = Chance of two flame imps twice in a row = 0.027873 = 2.7873 %
[Pr(Going second) * Pr(Two Flame imps twice in a row)] * [Pr(Going Second) * Pr(Two Flame imps twice in a row)] = (.5 * 0.027872)^2 = 0.000194 = 0.019423 %
Going second two times a row and having both flame imps at the same time happens 0.019423% of the time
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