A ring of processes with the following node ids in clockwise order is running the Ring Election protocol discussed in lecture: $10,3,2,4,7,6,8,9,5$

$($this list does not include the failed leader$).$ The process with id $2$ initiates a new leader election run, in order to elect the highest$-$id process as leader.

Assuming no further failures, the total number of messages incurred until the protocol terminates is: $(1$ point$)$

$24$

$25$

$5$

$27$