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Statistics for Lotomania

Statistics of real draws

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Lotomania (until the draw 2966 on Aug 21, 2026)

General frequency

Total occurrences of each number

Number

Actual frequency

Expected frequency

649

647

636

633

628

627

625

623

617

616

615

614

612

611

610

609

608

605

603

602

600

599

598

595

594

593

592

590

589

588

587

586

585

584

583

582

580

579

577

576

574

573

571

570

568

567

563

561

556

554

551

534

530

No.	Actual occurrences	Expected occurrences	Last draw	Longest interval	Current interval	Average interval
43	649	593.2	2960	26	6	4.56
47	647	593.2	2962	33	4	4.58
54	636	593.2	2957	26	9	4.65
49	633	593.2	2965	34	1	4.68
11	628	593.2	2963	26	3	4.72
41	627	593.2	2964	38	2	4.73
48	627	593.2	2955	28	11	4.71
24	627	593.2	2947	29	19	4.70
38	625	593.2	2966	26	0	4.75
92	625	593.2	2958	30	8	4.73
31	623	593.2	2966	36	0	4.76
26	623	593.2	2966	28	0	4.76
44	617	593.2	2965	24	1	4.81
76	617	593.2	2945	27	21	4.77
82	616	593.2	2957	30	9	4.80
93	615	593.2	2965	34	1	4.82
42	615	593.2	2963	26	3	4.82
4	615	593.2	2961	36	5	4.81
64	614	593.2	2964	40	2	4.83
61	612	593.2	2965	39	1	4.84
13	612	593.2	2964	31	2	4.84
85	611	593.2	2964	31	2	4.85
53	610	593.2	2966	26	0	4.86
67	609	593.2	2964	28	2	4.87
17	608	593.2	2966	30	0	4.88
29	608	593.2	2964	39	2	4.88
6	608	593.2	2948	28	18	4.85
91	605	593.2	2962	27	4	4.90
95	603	593.2	2966	30	0	4.92
99	603	593.2	2962	26	4	4.91
83	602	593.2	2965	35	1	4.93
74	602	593.2	2963	25	3	4.92
73	600	593.2	2966	44	0	4.94
68	600	593.2	2964	35	2	4.94
87	600	593.2	2954	28	12	4.92
90	599	593.2	2954	29	12	4.93
51	599	593.2	2948	25	18	4.92
78	598	593.2	2965	47	1	4.96
5	598	593.2	2965	25	1	4.96
19	598	593.2	2949	27	17	4.93
45	598	593.2	2946	31	20	4.93
14	595	593.2	2966	25	0	4.98
20	595	593.2	2966	24	0	4.98
86	595	593.2	2965	30	1	4.98
25	595	593.2	2964	37	2	4.98
00	595	593.2	2963	41	3	4.98
79	594	593.2	2963	31	3	4.99
18	594	593.2	2960	38	6	4.98
1	593	593.2	2957	29	9	4.99
35	592	593.2	2963	39	3	5.01
12	592	593.2	2959	32	7	5.00
9	590	593.2	2963	32	3	5.02
16	589	593.2	2965	34	1	5.03
37	589	593.2	2960	31	6	5.03
30	589	593.2	2956	29	10	5.02
81	589	593.2	2955	26	11	5.02
2	588	593.2	2949	28	17	5.02
23	587	593.2	2966	28	0	5.05
7	587	593.2	2964	29	2	5.05
34	586	593.2	2966	36	0	5.06
55	586	593.2	2947	32	19	5.03
15	585	593.2	2965	34	1	5.07
10	585	593.2	2961	30	5	5.06
88	585	593.2	2960	32	6	5.06
71	584	593.2	2966	30	0	5.08
62	584	593.2	2965	38	1	5.08
8	584	593.2	2959	29	7	5.07
66	584	593.2	2956	31	10	5.06
28	584	593.2	2952	33	14	5.05
27	583	593.2	2965	33	1	5.09
50	583	593.2	2961	50	5	5.08
3	583	593.2	2958	33	8	5.07
77	582	593.2	2966	35	0	5.10
69	582	593.2	2965	26	1	5.09
58	582	593.2	2961	24	5	5.09
46	580	593.2	2966	32	0	5.11
72	580	593.2	2965	40	1	5.11
75	579	593.2	2962	48	4	5.12
80	579	593.2	2961	35	5	5.11
65	577	593.2	2965	44	1	5.14
36	576	593.2	2966	28	0	5.15
40	576	593.2	2965	27	1	5.15
63	574	593.2	2966	40	0	5.17
39	574	593.2	2963	42	3	5.16
89	574	593.2	2963	29	3	5.16
60	573	593.2	2966	32	0	5.18
22	571	593.2	2965	28	1	5.19
84	570	593.2	2966	30	0	5.20
97	570	593.2	2966	25	0	5.20
32	570	593.2	2965	38	1	5.20
33	568	593.2	2964	35	2	5.22
94	567	593.2	2958	30	8	5.22
70	563	593.2	2963	35	3	5.26
56	561	593.2	2964	31	2	5.28
98	561	593.2	2953	38	13	5.26
59	556	593.2	2966	33	0	5.33
21	554	593.2	2962	37	4	5.35
57	551	593.2	2960	41	6	5.37
52	534	593.2	2965	27	1	5.55
96	530	593.2	2962	25	4	5.59

The table shows data on how many times each number was drawn considering all draws of lotomania (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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