Mega Millions | Results for May 15 | 17 23 25 52 61 (rollover!)
Lucky Clover
Statistics for Super Sete
Statistics of real draws
In Super Sete statistics, the numbers are represented as follows: the first number (ten) represents the column and the second number (unit) represents the line/number. Example: 15 corresponds to column 1, number 5.
Super Sete (until the draw 849 on May 20, 2026)

Frequency in recent draws

Total occurrences in each number in recent draws
Last 100 draws
Number
Actual frequency
Expected frequency
66
16
75
15
25
15
64
15
42
15
57
15
53
14
40
14
34
14
60
13
37
13
73
13
10
13
48
13
24
13
50
13
16
12
27
12
30
12
79
11
33
11
44
11
29
11
52
11
63
11
54
10
21
10
15
10
74
10
14
10
36
10
22
10
35
10
11
10
65
10
56
10
69
10
13
10
51
10
78
9
70
9
49
9
19
9
12
9
32
9
26
9
18
9
31
9
77
9
72
9
43
9
71
9
45
8
41
8
17
8
20
8
67
8
38
7
46
7
68
7
28
7
59
7
76
6
58
6
47
6
39
5
62
5
23
5
61
5
55
4
No.
Actual
occurrences
Expected
occurrences
Last
draw
Shortest
interval
Longest
interval
Current
interval
Average
interval
66
16
10.00
848
1
13
1
6.25
75
15
10.00
849
2
17
0
6.67
25
15
10.00
839
1
16
10
6.67
64
15
10.00
845
1
22
4
6.67
42
15
10.00
836
1
17
13
6.67
57
15
10.00
843
1
15
6
6.67
53
14
10.00
834
1
15
15
7.14
40
14
10.00
842
2
22
7
7.14
34
14
10.00
849
1
19
0
7.14
60
13
10.00
847
2
20
2
7.69
37
13
10.00
844
2
29
5
7.69
73
13
10.00
835
1
17
14
7.69
10
13
10.00
839
1
30
10
7.69
48
13
10.00
845
1
19
4
7.69
24
13
10.00
835
1
27
14
7.69
50
13
10.00
839
1
15
10
7.69
16
12
10.00
847
1
22
2
8.33
27
12
10.00
841
1
18
8
8.33
30
12
10.00
833
1
15
16
8.33
79
11
10.00
828
1
15
21
9.09
33
11
10.00
841
1
16
8
9.09
44
11
10.00
847
1
25
2
9.09
29
11
10.00
833
1
15
16
9.09
52
11
10.00
849
3
17
0
9.09
63
11
10.00
844
2
33
5
9.09
54
10
10.00
846
2
23
3
10.00
21
10
10.00
840
3
16
9
10.00
15
10
10.00
831
2
16
18
10.00
74
10
10.00
840
1
21
9
10.00
14
10
10.00
845
1
23
4
10.00
36
10
10.00
847
2
24
2
10.00
22
10
10.00
848
1
47
1
10.00
35
10
10.00
848
2
29
1
10.00
11
10
10.00
846
1
39
3
10.00
65
10
10.00
835
1
25
14
10.00
56
10
10.00
840
1
28
9
10.00
69
10
10.00
843
1
33
6
10.00
13
10
10.00
842
1
21
7
10.00
51
10
10.00
847
2
24
2
10.00
78
9
10.00
832
1
14
17
11.11
70
9
10.00
844
1
23
5
11.11
49
9
10.00
844
2
19
5
11.11
19
9
10.00
849
2
38
0
11.11
12
9
10.00
833
2
32
16
11.11
32
9
10.00
846
3
13
3
11.11
26
9
10.00
830
1
38
19
11.11
18
9
10.00
843
1
24
6
11.11
31
9
10.00
832
1
13
17
11.11
77
9
10.00
841
1
33
8
11.11
72
9
10.00
848
1
52
1
11.11
43
9
10.00
848
2
28
1
11.11
71
9
10.00
847
1
37
2
11.11
45
8
10.00
849
5
22
0
12.50
41
8
10.00
843
1
31
6
12.50
17
8
10.00
848
3
25
1
12.50
20
8
10.00
846
1
17
3
12.50
67
8
10.00
849
1
53
0
12.50
38
7
10.00
839
2
36
10
14.29
46
7
10.00
841
1
47
8
14.29
68
7
10.00
830
1
27
19
14.29
28
7
10.00
844
1
29
5
14.29
59
7
10.00
844
9
26
5
14.29
76
6
10.00
798
1
22
51
16.67
58
6
10.00
845
4
21
4
16.67
47
6
10.00
816
2
28
33
16.67
39
5
10.00
826
8
22
23
20.00
62
5
10.00
813
1
26
36
20.00
23
5
10.00
849
2
57
0
20.00
61
5
10.00
846
4
17
3
20.00
55
4
10.00
848
12
55
1
25.00
  • The table shows data on how many times each number was drawn over the selected range of draws, considering all draws of super sete (with the current matrix).
  • Actual occurrences are the total real occurrences of the number over the selected range of draws.
  • Expected occurrences are the expected occurrences of the number over the selected range of draws, according to the mathematical probability.
  • Last draw os the most recent draw in which the number was drawn.
  • Shortest interval is the shortest gap between draws of the selected range in which the number was drawn.
  • Longest interval is the longest gap between draws of the selected range in which the number was drawn.
  • Current interval is the interval since the last draw (of the selected range) in which the number was drawn.
  • Average interval is the general average of intervals between draws of the selected range in which the number was drawn (until the last draw of the selected range in which the number was drawn).
  • The actual and expected occurrences tend to get closer to each other the largest the sample.