On a Sunday, five friends$--$ ohn, Karan, Ranbir, Mithun and Onir $-$ have gathered to play a game called Trios consisting of three rounds. In each round of the game, exactly three of these friends will play. Consider following rules regarding the participation:

No person can play in three consecutive rounds.

No person can sit out two consecutive rounds.

In any game, each of the five persons must play in exactly three rounds.

Q$.14$ If John, Karan and Ranbir play in a first round, which of the following could be playing in that game's second round?

$($a$)$ John, Karan, Mithun

$($b$)$ John, Karan, Onir

$($c$)$ John, Ranbir, Mithun

$($d$)$ Karan, Mithun, Onir