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A standard deck of cards has $52$ total cards divided evenly into $4$ suits - there are $13$ clubs, $13$ diamonds, $13$ hearts, and $13$ spades.$\newline$Ayana and Emil are playing a game that involves drawing $2$ cards from a standard deck without replacement to start the game. If neither of the cards are spades, then Ayana goes first. Otherwise, Emil goes first.$\newline$Is this a fair way to decide who goes first? Why or why not?$\newline$Choose $1$ answer:$\newline$(A) No, there is a higher probability that Ayana goes first.$\newline$B No, there is a higher probability that Emil goes first.$\newline$(C) Yes, they both have an equal probability of going first.