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When two fair, $6$-sided dice are tossed, the result is called “doubles” if both dice land with the same number of dots showing (for example, both dice land with $3\text{ dots}$ showing).

What is the probability that when tossing two dice, more than $4\text{ tosses}$ will be needed in order to get doubles for the first time?

A

$0.0965$

B

$0.3858$

C

$0.4213$

D

$0.4823$

E

$0.5177$

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