Euromillions | Results for Sep 12 | 5 10 23 31 37 (rollover!)
Lucky Clover
Statistics for Timemania
Statistics of real draws
Timemania statistics only consider draws carried out since May 7, 2022, when the rules/matrix changed (participating teams were changed).
Timemania (until the draw 2295 on Sep 16, 2025)

Frequency by year

Total occurrences of each number in each year
Choose the year
Year 2025
Number
Actual frequency
Expected frequency
52
5
73
5
62
5
15
5
12
4
4
4
6
3
11
3
79
3
39
3
30
3
51
3
78
2
65
2
13
2
48
2
77
2
27
2
17
2
21
2
69
2
59
2
42
2
23
2
34
2
43
2
28
2
44
2
57
2
66
1
80
1
55
1
61
1
41
1
10
1
24
1
1
1
2
1
32
1
40
1
63
1
53
1
70
1
36
1
9
1
35
1
7
1
50
1
75
1
38
1
54
1
45
1
47
1
25
1
18
1
5
1
31
1
8
0
19
0
22
0
29
0
33
0
37
0
46
0
49
0
56
0
58
0
67
0
68
0
71
0
72
0
74
0
76
0
No.
Actual
occurrences
Expected
occurrences
Last
draw
Shortest
interval
Longest
interval
Current
interval
Average
interval
52
5
1.35
2292
3
39
3
21.60
73
5
1.35
2233
4
20
62
21.60
62
5
1.35
2268
3
48
27
21.60
15
5
1.35
2249
8
18
46
21.60
12
4
1.35
2235
3
20
60
27.00
4
4
1.35
2269
7
28
26
27.00
6
3
1.35
2275
16
71
20
36.00
11
3
1.35
2271
3
49
24
36.00
79
3
1.35
2273
14
45
22
36.00
39
3
1.35
2281
9
42
14
36.00
30
3
1.35
2215
3
13
80
36.00
51
3
1.35
2285
2
76
10
36.00
78
2
1.35
2251
29
34
44
54.00
65
2
1.35
2267
20
59
28
54.00
13
2
1.35
2286
40
58
9
54.00
48
2
1.35
2253
10
55
42
54.00
77
2
1.35
2277
17
72
18
54.00
27
2
1.35
2270
8
74
25
54.00
17
2
1.35
2254
20
46
41
54.00
21
2
1.35
2265
33
44
30
54.00
69
2
1.35
2295
21
86
0
54.00
59
2
1.35
2250
3
59
45
54.00
42
2
1.35
2282
37
57
13
54.00
23
2
1.35
2280
28
64
15
54.00
34
2
1.35
2236
10
38
59
54.00
43
2
1.35
2293
13
92
2
54.00
28
2
1.35
2263
15
60
32
54.00
44
2
1.35
2206
5
13
89
54.00
57
2
1.35
2287
31
68
8
54.00
66
1
1.35
2259
71
71
36
108.00
80
1
1.35
2291
103
103
4
108.00
55
1
1.35
2290
102
102
5
108.00
61
1
1.35
2276
88
88
19
108.00
41
1
1.35
2261
73
73
34
108.00
10
1
1.35
2284
96
96
11
108.00
24
1
1.35
2264
76
76
31
108.00
1
1
1.35
2283
95
95
12
108.00
2
1
1.35
2278
90
90
17
108.00
32
1
1.35
2258
70
70
37
108.00
40
1
1.35
2288
100
100
7
108.00
63
1
1.35
2241
53
53
54
108.00
53
1
1.35
2256
68
68
39
108.00
70
1
1.35
2255
67
67
40
108.00
36
1
1.35
2244
56
56
51
108.00
9
1
1.35
2242
54
54
53
108.00
35
1
1.35
2200
12
12
95
108.00
7
1
1.35
2238
50
50
57
108.00
50
1
1.35
2189
1
1
106
108.00
75
1
1.35
2229
41
41
66
108.00
38
1
1.35
2220
32
32
75
108.00
54
1
1.35
2217
29
29
78
108.00
45
1
1.35
2216
28
28
79
108.00
47
1
1.35
2211
23
23
84
108.00
25
1
1.35
2210
22
22
85
108.00
18
1
1.35
2207
19
19
88
108.00
5
1
1.35
2205
17
17
90
108.00
31
1
1.35
2294
106
106
1
108.00
8
0
1.35
108
0.00
19
0
1.35
108
0.00
22
0
1.35
108
0.00
29
0
1.35
108
0.00
33
0
1.35
108
0.00
37
0
1.35
108
0.00
46
0
1.35
108
0.00
49
0
1.35
108
0.00
56
0
1.35
108
0.00
58
0
1.35
108
0.00
67
0
1.35
108
0.00
68
0
1.35
108
0.00
71
0
1.35
108
0.00
72
0
1.35
108
0.00
74
0
1.35
108
0.00
76
0
1.35
108
0.00
  • The table shows data on the quantity of draws in which each number was drawn on the chosen year, considering all the draws of timemania (with the current matrix).
  • Actual occurrences are the total actual occurrences of the numbers in draws that happened during the chosen year.
  • Expected occurrences are the expected occurrences for each number on the chosen year, according to mathematical probability.
  • Last draw is the most recent draw in which the number was drawn on the chosen year.
  • Shortest interval is the shortest gap between draws that happened on the chosen year in which the number was drawn.
  • Longest interval is the longest gap between draws that happened on the chosen year in which the number was drawn.
  • Current interval is the current gap since the last draw that happened on the chosen year in which the number was drawn (only considering draws of that year).
  • Average interval is the general average of intervals between draws that happened on the chosen year in which the number was drawn (until the last draw that happened on the chosen year in which the chosen number was drawn).
  • The actual and expected occurrences tend to get closer to each other the largest the sample.