1. **Problem Statement:** We are given a table of lottery winning numbers from multiple draws. The task is to analyze the data and find the least selected 6 numbers across all draws. 2. **Approach:** - Count the frequency of each number appearing in all the winning numbers. - Identify the 6 numbers with the lowest frequency. 3. **Data Extraction:** - Extract all numbers from each draw. - Combine all numbers into a single list. 4. **Frequency Calculation:** - Count how many times each number appears. 5. **Finding Least Selected Numbers:** - Sort numbers by their frequency in ascending order. - Select the first 6 numbers from this sorted list. 6. **Counting Frequencies:** - Numbers range roughly from 1 to 39. - After counting, the frequencies are: $$\begin{aligned} &1:5, 2:2, 3:5, 4:6, 5:5, 6:3, 7:3, 8:4, 9:4, 10:3, 11:4, 12:4, 13:3, 14:1, 15:4, 16:5, 17:3, 18:3, 19:3, 20:4, 21:2, 22:2, 23:2, 24:3, 25:4, 26:4, 27:5, 28:4, 29:2, 30:5, 31:4, 32:4, 33:2, 34:4, 35:5, 36:4, 37:4, 38:2, 39:5 \end{aligned}$$ 7. **Sorting by frequency:** - Frequencies sorted ascending: 14(1), 2(2), 21(2), 22(2), 23(2), 29(2), 33(2), 38(2), 6(3), 7(3), 10(3), 13(3), 17(3), 18(3), 19(3), 24(3), ... 8. **Selecting least 6 numbers:** - The 6 least selected numbers are: $$\boxed{14, 2, 21, 22, 23, 29}$$ These numbers appeared the fewest times in the given data.