Ranking Probabilities for a Sample Mean

The caffeine content of an energy drink is normally distributed with a mean of $200$ mg and a standard deviation of $10$ mg. For a random sample of six bottles, the sampling distribution of the mean caffeine content has a standard error of approximately $10/\sqrt{6} \approx 4.08$ mg. Consider the following events:

A: The sample mean caffeine content is greater than $205$ mg.
B: The sample mean caffeine content is less than $196$ mg.
C: The sample mean caffeine content is between $198$ mg and $202$ mg.
D: The sample mean caffeine content is between $190$ mg and $210$ mg.

Which of the following correctly orders these events from least probable to most probable?