A local haunted house claims that at least $60\%$ of its visitors report being scared during the tour. A skeptical blogger suspects the true proportion is less than $60\%$, and collects a random sample of $50$ visitors, of whom $25$ said they were scared. Use a randomization procedure to test the blogger's claim at the $0.05$ significance level.

Reject the null hypothesis; there is evidence that the proportion is less than $60\%$.

Fail to reject the null hypothesis; there is not enough evidence that the proportion is less than $60\%$.

Reject the null hypothesis; there is evidence that the proportion is greater than $60\%$.

Fail to reject the null hypothesis; there is enough evidence that the proportion is greater than $60\%$.