Powerball | Results for Jun 18 | 23 29 50 64 67 (rollover!)
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Statistics for Mega Millions
Statistics of real draws
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Mega Millions statistics only consider draws carried out since April 8, 2025, when the rules/matrix changed (range of white balls and mega balls).
Mega Millions (until the draw 2931 on Jun 20, 2025)

Delays

Recent absences of each number
Current delay
Relative to average delay of each number
Number
Current delay
Average delay
17
42
19
40
22
34
20
22
21
22
23
22
18
16
10
15
02
14
16
12
14
10
11
9
24
6
13
5
03
4
01
2
12
1
09
0
Average delay
Relative to expected average delay
Number
Average delay
Expected average delay
17
1.00
19
3.00
22
9.00
20
21.00
21
0.00
23
0.00
18
27.00
10
6.00
02
3.00
16
4.00
14
11.00
11
12.00
24
37.00
13
7.50
03
17.00
01
9.00
12
20.00
09
6.33
No.
Current
delay
Last
draw
Shortest
delay
Longest
delay
Average
of delays
Expected
average
17
42
2910
1
1
1.00
23.00
19
40
2911
3
3
3.00
23.00
22
34
2914
9
9
9.00
23.00
20
22
2920
21
21
21.00
23.00
21
22
0.00
23.00
23
22
0.00
23.00
18
16
2923
27
27
27.00
23.00
10
15
2916
6
6
6.00
23.00
02
14
2917
2
4
3.00
23.00
16
12
2919
0
8
4.00
23.00
14
10
2921
11
11
11.00
23.00
11
9
2922
12
12
12.00
23.00
24
6
2928
37
37
37.00
23.00
13
5
2926
0
15
7.50
23.00
03
4
2927
17
17
17.00
23.00
01
2
2929
3
15
9.00
23.00
12
1
2930
20
20
20.00
23.00
09
0
2931
5
8
6.33
23.00
  • The table shows data on the delays for each number, considering all the draws of mega millions (with the current matrix).
  • Current delay is the quantity of draws since the last time the referred number was drawn.
  • Last draw is the most recent draw in which the reffered number was drawn.
  • Shortest delay is the shortest interval between draws in which the number was drawn.
  • Longest delay is the longest interval between draws in which the number was drawn.
  • Average delay is the average of all the delays of the referred number (until the last draw in which the number was drawn).
  • Expected average is the general average delay expected for each number, according to the mathematical probability.
  • The average and the expected average tend to get closer to each other the larger the sample.
Statistics for Mega Millions
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