Powerball | Results for Oct 28 | 11 13 16 47 60 (rollover!)
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Statistics for Lotofácil
Statistics of real draws
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Lotofácil (until the draw 3819 on Nov 1, 2026)

General frequency

Total occurrences of each number
Number
Actual frequency
Expected frequency
20
2380
25
2373
10
2368
11
2351
13
2326
24
2323
1
2315
4
2310
14
2309
3
2303
5
2302
12
2298
15
2286
2
2280
19
2279
9
2278
22
2276
21
2268
18
2267
7
2255
6
2249
23
2244
17
2241
8
2217
16
2187
No.
Actual
occurrences
Expected
occurrences
Last
draw
Longest
interval
Current
interval
Average
interval
20
2380
2291.4
3818
9
1
1.60
25
2373
2291.4
3819
12
0
1.61
10
2368
2291.4
3817
9
2
1.61
11
2351
2291.4
3819
9
0
1.62
13
2326
2291.4
3819
8
0
1.64
24
2323
2291.4
3819
9
0
1.64
1
2315
2291.4
3819
8
0
1.65
4
2310
2291.4
3818
8
1
1.65
14
2309
2291.4
3819
12
0
1.65
3
2303
2291.4
3818
9
1
1.66
5
2302
2291.4
3819
10
0
1.66
12
2298
2291.4
3819
10
0
1.66
15
2286
2291.4
3819
10
0
1.67
2
2280
2291.4
3818
12
1
1.67
19
2279
2291.4
3818
13
1
1.68
9
2278
2291.4
3819
9
0
1.68
22
2276
2291.4
3819
8
0
1.68
21
2268
2291.4
3814
11
5
1.68
18
2267
2291.4
3817
9
2
1.68
7
2255
2291.4
3819
11
0
1.69
6
2249
2291.4
3819
11
0
1.70
23
2244
2291.4
3818
8
1
1.70
17
2241
2291.4
3818
11
1
1.70
8
2217
2291.4
3819
11
0
1.72
16
2187
2291.4
3819
10
0
1.75
  • The table shows data on how many times each number was drawn considering all draws of lotofácil (with the current matrix).
  • Actual occurrences are the total real occurrences of the numbers in draws.
  • Expected occurrences are the expected occurrences for each number according to mathematical probability.
  • Last draw is the most recent draw in which the number was drawn.
  • Longest interval is the longest gap between draws in which the number was drawn.
  • Current interval is the current gap since the last draw in which the number was drawn.
  • Average interval is the general average of intervals between draws in which the number was drawn (until the last draw in which the number was drawn).
  • The actual and expected occurrences tend to get closer to each other the larger the sample.
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