10	14	21	29	30	10
3	9	11	15	34	8
10	20	28	33	34	8
4	9	10	12	20	10
6	11	14	30	32	8
3	5	13	17	33	8
4	5	18	20	31	6
6	8	23	25	35	4
4	14	18	22	23	8
1	10	13	19	30	5
7	10	15	24	30	4
1	6	24	30	32	6
12	16	21	28	32	9
8	12	29	32	35	7
8	11	15	23	30	10
4	5	11	13	26	1
1	6	7	28	30	5
18	21	29	30	32	2
9	17	21	33	35	9
1	4	9	10	33	2
1	4	14	22	33	2
3	6	11	27	31	10
5	20	24	25	27	9
6	8	15	25	26	9
12	22	24	29	32	1
13	19	28	31	35	6
7	11	14	18	33	2
4	6	9	27	29	1
2	3	4	24	25	9
2	10	25	33	35	6
11	15	20	22	23	3
9	11	15	22	30	1
20	22	26	27	32	5
7	16	19	23	34	4
1	15	17	23	35	8
1	10	13	25	28	6
3	28	30	33	35	2
7	13	21	25	30	9
11	20	28	29	33	6
2	5	13	20	29	6
2	22	23	26	28	2
1	11	21	22	32	10
6	7	16	18	20	5
3	14	23	24	29	5
6	15	19	24	26	9
6	11	13	28	33	8
22	24	27	28	34	1
4	9	18	19	30	2
14	17	19	24	28	1
6	11	12	14	34	4
5	6	16	22	32	9
5	8	13	17	30	7
4	7	25	29	31	7
12	17	22	26	33	7
3	7	8	28	33	10
1	10	20	31	32	7
14	18	20	27	29	10
1	2	8	21	32	3
9	17	18	21	22	3
6	16	23	24	26	8
16	22	25	30	33	9
1	3	9	19	30	10
2	5	16	26	33	2
13	15	16	27	29	1
3	17	26	28	32	6
2	4	19	31	35	6
13	21	23	34	35	3
5	7	10	19	28	5
14	19	21	26	27	8
1	2	7	20	25	3
7	16	20	23	25	8
17	22	26	31	32	10
3	13	24	26	34	1
2	3	5	15	19	7
2	12	27	28	33	1
8	20	25	29	35	2
13	20	26	27	35	7
5	7	12	19	27	4
6	15	20	21	22	6
10	14	22	26	32	10
8	21	26	32	33	9
9	17	19	27	31	6
8	11	16	19	31	9
8	11	16	23	25	1
11	16	17	33	35	1
8	14	15	24	29	6
6	10	13	14	19	7
4	28	29	30	31	3
8	11	17	27	29	3
4	5	9	10	18	7
5	12	27	32	35	2
1	16	19	22	23	5
6	11	21	33	34	4
2	13	15	29	35	7
2	10	22	30	33	8
13	14	20	22	23	2
9	14	21	23	28	10
5	8	10	28	30	2
1	2	4	23	32	7
3	15	16	22	32	1
1	6	8	22	30	1
2	18	19	20	27	7
13	15	22	23	32	10
1	5	11	30	32	5
3	6	7	10	14	9
4	6	10	11	23	7
3	4	12	15	18	2
4	9	15	21	26	5
6	15	17	27	35	5
10	17	25	27	35	8
5	20	32	34	35	7
11	22	24	33	35	6
12	13	17	25	27	10
3	5	15	24	29	3
2	7	24	26	28	2
9	19	20	32	34	8
1	5	20	25	29	3
2	18	20	23	32	1
5	17	21	26	30	3
10	15	17	23	28	8
12	16	27	28	33	4
4	11	13	20	28	9
4	5	8	24	35	1
11	17	19	23	31	3
3	9	21	25	33	10
3	6	24	27	32	6
3	5	16	20	24	5
1	8	22	32	33	7
17	18	23	25	28	10
14	15	20	32	33	10
14	21	22	31	33	8
1	2	6	8	17	2
16	21	22	26	35	1
13	14	20	26	34	6
4	7	13	18	19	7
2	12	16	27	30	1
8	20	27	30	31	10
5	8	17	28	31	5
7	15	20	22	29	10
2	20	25	31	32	8
5	17	18	29	33	4
4	8	16	26	32	4
3	16	17	20	35	7
3	4	6	21	25	2
11	17	21	28	32	8
1	12	16	23	26	1
10	11	13	22	27	2
3	6	7	28	35	2
10	17	21	26	30	8
10	17	18	22	33	4
1	2	17	20	23	8
2	7	13	19	30	7
12	19	22	28	31	7
1	13	21	27	31	3
2	3	7	16	28	2
5	6	7	8	21	7
8	12	13	19	30	2
10	15	17	18	20	8
12	18	22	28	33	10
1	6	13	20	30	8
2	16	29	33	35	9
2	11	12	25	26	7
2	9	25	27	29	5
3	12	23	25	33	5
3	7	12	17	27	2
3	16	17	21	23	6
3	12	15	19	25	8
6	11	14	15	33	9
2	10	19	21	22	7
1	4	10	18	23	4
1	5	20	21	32	9
13	15	21	24	34	9
1	16	17	25	30	8
1	2	12	17	23	1
2	12	16	26	28	1
3	4	5	9	12	10
12	16	17	19	31	5
1	6	12	22	27	6
9	18	23	31	32	10
5	6	27	29	31	5
4	17	22	25	30	7
11	17	18	28	35	10
3	4	7	21	30	10
1	7	11	14	34	10
1	4	5	7	23	2
17	22	23	24	33	10
1	5	11	24	29	7
3	6	11	15	28	3
2	8	9	10	23	9
4	9	11	17	34	9
8	10	24	28	32	10
5	8	13	17	20	4
16	19	20	32	34	1
2	11	15	30	35	1
2	9	25	30	33	7
2	21	24	29	31	1
1	2	28	33	35	5
5	12	25	26	27	1
5	14	22	24	31	1
1	9	11	26	30	7
4	16	19	25	34	6
1	2	4	7	28	10
1	12	26	29	31	7
2	4	9	10	25	2
12	13	16	33	34	4
6	15	23	25	32	8
1	3	9	23	32	3
2	4	13	26	31	2
2	6	8	33	35	10
8	12	14	16	21	4
4	5	15	25	33	9
3	17	25	26	27	9
3	5	12	22	33	5
8	12	19	20	27	3
14	20	22	25	30	6
1	19	28	30	31	1
9	20	21	22	31	2
1	6	20	23	34	9
6	8	11	20	23	4
4	8	11	21	22	4
15	19	21	23	34	8
8	14	17	18	27	2
1	4	18	23	35	5
10	12	25	26	27	6
9	17	18	19	26	7
1	6	11	21	33	10
8	18	22	30	35	3
1	3	6	25	26	1
23	24	26	28	31	5
2	6	10	14	19	8
6	11	12	25	28	2
6	7	11	24	31	1
2	9	11	19	24	9
8	11	19	22	24	4
5	6	15	18	19	6
8	11	12	26	31	3
9	10	26	27	28	9
3	7	8	21	24	9
4	6	13	15	34	10
1	3	22	28	31	3
1	7	10	11	15	1
3	6	7	24	26	8
2	4	5	29	34	5
10	15	16	17	19	6
6	9	11	31	34	5
2	3	11	27	34	9
4	16	22	25	33	6
5	19	27	30	33	1
12	18	23	26	35	5
1	2	13	27	29	4
1	5	9	20	22	1
2	6	18	21	27	5
5	12	14	22	24	1
11	12	24	26	35	8
19	20	21	29	35	9
13	20	24	29	35	1
11	13	23	24	33	4
5	8	15	30	32	10
3	9	23	27	35	4
2	6	14	22	31	2
8	12	20	25	30	5
1	3	4	26	34	5
11	18	20	23	34	6
2	10	21	22	24	1
19	21	25	29	30	2
7	13	17	18	32	2
10	15	19	22	25	2
13	18	20	31	35	6
2	7	18	28	33	9
4	8	19	20	26	2
4	5	6	9	17	9
12	16	17	20	26	10
1	4	29	30	32	4
3	24	25	26	33	2
2	6	18	26	28	4
4	13	16	21	31	7
4	9	17	20	33	9
5	18	21	28	29	1
10	17	20	21	24	7
21	22	24	27	29	3
3	15	16	19	21	10
4	5	13	18	32	4
6	12	17	29	33	1
18	20	25	31	34	5
6	24	25	27	32	9
2	5	7	16	32	7
4	6	22	23	35	1
3	4	9	10	13	6
9	17	18	24	31	10
1	3	14	20	33	9
2	4	13	24	32	3
7	9	17	19	23	7
1	10	19	27	34	5
4	7	11	20	25	6
2	18	23	27	32	3
6	14	25	28	29	9
6	14	25	28	29	9
17	22	23	29	35	7
3	4	19	20	26	8
6	10	12	17	27	4
7	15	16	21	23	1
11	13	15	20	29	7
7	14	17	20	31	4
6	10	18	27	28	4
2	9	10	20	26	1
2	18	25	32	34	2
1	5	14	28	33	3
2	8	22	24	28	5
2	8	22	24	28	5
3	9	15	18	33	5
4	5	7	19	26	7
2	13	17	18	35	7
7	21	28	31	3	4
6	10	15	17	28	3
2	8	10	20	30	4
7	12	23	30	34	8
1	3	5	13	24	6
10	13	26	27	29	7
7	9	12	25	27	1
3	11	21	23	24	8
9	11	12	19	34	10
2	20	26	30	34	5
2	3	11	18	19	4
6	13	22	26	33	3
2	10	17	25	32	5
1	5	11	15	30	9
2	11	15	18	25	1
4	21	26	27	33	2
1	5	6	30	33	4
5	16	23	29	33	8
4	10	22	27	31	2
6	8	15	24	28	1
8	13	20	25	31	6
13	18	21	31	35	3
4	8	9	10	32	1
3	14	15	21	28	2
2	6	20	22	23	6
13	16	22	24	29	7
5	25	29	31	34	3
7	8	19	26	28	9
9	13	16	20	34	3
2	11	23	24	34	7
18	19	23	27	35	6
3	6	17	19	30	5
10	23	27	28	31	8
7	16	26	29	35	7
5	10	13	26	34	1
1	12	21	23	31	9
10	19	30	31	35	7
2	6	10	17	25	1
5	7	15	20	27	7
10	12	14	29	33	4
2	3	11	26	31	8
3	8	30	31	35	9
3	11	13	19	26	10
9	11	24	27	28	6
9	22	25	26	33	3
11	12	20	29	30	1
13	22	31	33	35	2
7	11	16	21	25	3
3	13	14	17	18	3
3	9	15	17	18	1
5	12	25	31	34	7
8	10	17	21	31	6
3	11	17	28	29	9
9	16	18	28	31	2
14	22	26	33	34	4
3	8	13	14	28	9
1	5	11	23	31	3
10	25	29	34	35	1
3	9	13	21	24	4
7	10	13	28	31	3
4	5	7	27	32	3
3	6	11	25	26	4

The following is a set of 6 numbers.

For the first number in each set, 1 is the most reoccurring number tied with 2 followed by 3, 4, 6, 5, 8 and 10

For the second number in each set, 6 is the most reoccurring number followed by 11, 5, 12, 8, 16, 17 and 10

For the third number in each set, 17 is the most reoccurring number followed by 20, 21, 13, 11, 22, 15, 25

For the forth number in each set, 26 is the most reoccurring number followed by 27, 28, 20, 25, 24, 22 and 23

For the fifth number in each set, 35 is the most reoccurring number followed by 33, 32, 31, 34, 30, 28 and 29

For the sixth number in each set, 1 is the most reoccurring number followed by 7, 9, 2, 10, 5, 8 and 6

Can you generate 8 unique sets of numbers by analyzing the sets of numbers i provided, looking for a pattern. The sets of numbers you generate must not match any of the other sets of numbers i provided