How many panther covers do you get from the 10pk?

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  • Unknown
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    Jachdo wrote:
    Leaving the 3* characters out, we have twelve 2* heroes. 10 of these heroes have 3 unique covers each, and two have 2 unique covers each -- that's 34 potential covers that could drop. If my math is correct (and it may very well not be), the chances of pulling the same Blue Hawkeye 10x is... very, very unlikely. 10 drawn from a pool of 34 gives up approximately 131,000,000 combinations.

    C(n,r)
    n= 34 (total covers)
    r= 10 (number of samples)

    34!/(10!(34-10)!) = 131,128,140

    On reflection, the total number of permutations is actually smaller since that sample was pulled from a smaller pool of 2* characters. Regardless, it's damn unlikey icon_e_wink.gif

    Is this the Hulk Comic pack? It's guaranteed to have a powered up hero. The powered up 2* heroes are OBW, Hawkeye, and Thor, so getting 10 Hawkeyes out of 34 is pretty darn normal. Now the chance that they're all Hawkeye blue is simply 1/3^10 = 1 in 59049, which seems like pretty low odds but it's probably happened to someone before.

    If this was the standard heroic token, getting 10 Hawkeye blues out of 34 would be unthinkable bad luck.

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