An instructor would like to investigate the possibility of a difference in STAT 2001 final scores between male (population 1) and female (population 2) students. Sixty-two students were classified into male (sample 1) and female (sample 2) categories, and their STAT 2001 final scores are provided below. Assume these two samples are simple random samples selected from normally distributed populations.

**Male Scores:**
85.6, 90.4, 85.5, 75.0, 98.9, 69.1, 92.8, 54.8, 87.2, 96.0, 80.9, 93.7, 83.0, 65.2, 82.8, 91.4, 74.3, 87.2, 98.5, 91.5, 94.2, 87.6, 87.0, 58.6, 94.3, 96.8, 91.7, 93.7, 90.6, 84.2

**Female Scores:**
86.2, 92.9, 75.0, 97.8, 94.3, 96.0, 95.0, 83.1, 84.5, 78.8, 96.7, 91.5, 99.2, 64.9, 95.7, 97.3, 100.0, 83.3, 94.3, 99.0, 79.1, 93.0, 87.2, 88.0, 98.5, 96.5, 89.5, 98.6, 93.4, 82.7

**Task:**
(A) Calculate the sample sizes (\( n_1 \) and \( n_2 \)), sample means (\( \bar{x}_1 \) and \( \bar{x}_2 \)), and sample variances (\( s_1^2 \) and \( s_2^2 \)). Round the final answers to two decimal points.