A tech company claims that the mean battery life of its new smartwatch is at least $24$ hours. A skeptical reviewer believes the battery life is less than $24$ hours. A random sample of 10 smartwatches resulted in a mean battery life of 24 hours. After simulating $2000$ randomizations under the null hypothesis, $70$ simulated means are as extreme or more extreme than $24$ hours.
Use a randomization procedure to test the reviewer's claim at the $0.05$ significance level.

Fail to reject the null hypothesis; there is not enough evidence to conclude that the mean battery life is less than $24$ hours.

Fail to reject the null hypothesis; there is sufficient evidence that the mean battery life is greater than or equal to $24$ hours.

Reject the null hypothesis; there is sufficient evidence to conclude that the mean battery life is less than $24$ hours.

Reject the null hypothesis; there is not enough evidence to conclude anything about the mean battery life.