Steven and his friends are playing a board game that involves rolling two dice. He is interested in the number of times a 6 is rolled. Based on each player’s records, he found that 52 rolls did not get a 6; 43 rolls produce one 6; and five rolls get a 6 twice. By using the binomial distribution, Steven estimated that 69% of the rolls did not get a 6, 28% produce one, and about 3% produce a 6 twice. Does the data show Steven’s estimated pattern for the number of times a 6 is thrown at the 1% level?