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EuroDreams

Frequency Grouped by Year of Numbers and Dream

These statistics consolidates how often Ball Numbers and Dream Number were randomly selected in EuroDreams draws, organized by year.

Red colours are used to highlight higher values, green colours to highlight lower values, and colour gradients from red to green to highlight values between the highest and lowest.

In the case of overdue, a gradient of grey colours is shown from lightest to darkest to highlight those who have been absent longer than the rest.

Ball Numbers

Ball Numbers | Frequency by Year

The table shows how many times each Ball Number has been drawn in EuroDreams, sorted by their natural order.

The first 2 columns on the left show the total frequency and current overdue, whilst the rightmost columns show the total frequencies for each year.

	Total	Overdue	2026	2025	2024	2023
1	34	1	5	14	13	2
2	36	3	4	14	15	3
3	40	14	1	11	24	4
4	39	1	2	24	12	1
5	34	2	5	14	12	3
6	33	1	4	11	16	2
7	36	9	4	12	20	0
8	48	2	5	21	20	2
9	35	4	5	13	16	1
10	37	10	5	16	14	2
11	36	0	4	20	9	3
12	28	9	1	13	12	2
13	33	1	3	7	19	4
14	36	0	4	11	18	3
15	47	2	4	20	19	4
16	34	1	1	14	17	2
17	32	8	3	15	12	2
18	40	6	4	19	13	4
19	47	8	2	24	20	1
20	33	4	5	14	14	0
21	47	8	3	19	21	4
22	41	6	2	18	18	3
23	49	4	5	19	22	3
24	46	3	6	13	25	2
25	35	9	2	16	13	4
26	36	9	4	15	14	3
27	36	12	3	11	19	3
28	38	1	5	15	16	2
29	26	3	1	12	10	3
30	40	0	3	16	18	3
31	34	21	2	12	19	1
32	41	0	6	20	10	5
33	41	2	4	18	15	4
34	35	0	8	12	15	0
35	36	4	4	19	9	4
36	27	4	5	12	9	1
37	47	5	6	23	16	2
38	41	6	5	21	14	1
39	33	0	4	13	14	2
40	33	19	1	13	18	1

Dream Numbers

Dream Numbers | Frequency by Year

The table shows how many times each Dream Number has been drawn in EuroDreams, sorted by their natural order.

The first 2 columns on the left show the total frequency and current overdue, whilst the rightmost columns show the total frequencies for each year.

	Total	Overdue	2026	2025	2024	2023
1	58	9	4	23	28	3
2	44	20	2	24	16	2
3	54	2	11	18	24	1
4	46	4	5	19	19	3
5	48	0	3	20	18	7

	Total	Overdue	2026	2025	2024	2023
1	34	1	5	14	13	2
2	36	3	4	14	15	3
3	40	14	1	11	24	4
4	39	1	2	24	12	1
5	34	2	5	14	12	3
6	33	1	4	11	16	2
7	36	9	4	12	20	0
8	48	2	5	21	20	2
9	35	4	5	13	16	1
10	37	10	5	16	14	2
11	36	0	4	20	9	3
12	28	9	1	13	12	2
13	33	1	3	7	19	4
14	36	0	4	11	18	3
15	47	2	4	20	19	4
16	34	1	1	14	17	2
17	32	8	3	15	12	2
18	40	6	4	19	13	4
19	47	8	2	24	20	1
20	33	4	5	14	14	0
21	47	8	3	19	21	4
22	41	6	2	18	18	3
23	49	4	5	19	22	3
24	46	3	6	13	25	2
25	35	9	2	16	13	4
26	36	9	4	15	14	3
27	36	12	3	11	19	3
28	38	1	5	15	16	2
29	26	3	1	12	10	3
30	40	0	3	16	18	3
31	34	21	2	12	19	1
32	41	0	6	20	10	5
33	41	2	4	18	15	4
34	35	0	8	12	15	0
35	36	4	4	19	9	4
36	27	4	5	12	9	1
37	47	5	6	23	16	2
38	41	6	5	21	14	1
39	33	0	4	13	14	2
40	33	19	1	13	18	1

	Total	Overdue	2026	2025	2024	2023
1	34	1	5	14	13	2
2	36	3	4	14	15	3
3	40	14	1	11	24	4
4	39	1	2	24	12	1
5	34	2	5	14	12	3
6	33	1	4	11	16	2
7	36	9	4	12	20	0
8	48	2	5	21	20	2
9	35	4	5	13	16	1
10	37	10	5	16	14	2
11	36	0	4	20	9	3
12	28	9	1	13	12	2
13	33	1	3	7	19	4
14	36	0	4	11	18	3
15	47	2	4	20	19	4
16	34	1	1	14	17	2
17	32	8	3	15	12	2
18	40	6	4	19	13	4
19	47	8	2	24	20	1
20	33	4	5	14	14	0
21	47	8	3	19	21	4
22	41	6	2	18	18	3
23	49	4	5	19	22	3
24	46	3	6	13	25	2
25	35	9	2	16	13	4
26	36	9	4	15	14	3
27	36	12	3	11	19	3
28	38	1	5	15	16	2
29	26	3	1	12	10	3
30	40	0	3	16	18	3
31	34	21	2	12	19	1
32	41	0	6	20	10	5
33	41	2	4	18	15	4
34	35	0	8	12	15	0
35	36	4	4	19	9	4
36	27	4	5	12	9	1
37	47	5	6	23	16	2
38	41	6	5	21	14	1
39	33	0	4	13	14	2
40	33	19	1	13	18	1

	Total	Overdue	2026	2025	2024	2023
1	34	1	5	14	13	2
2	36	3	4	14	15	3
3	40	14	1	11	24	4
4	39	1	2	24	12	1
5	34	2	5	14	12	3
6	33	1	4	11	16	2
7	36	9	4	12	20	0
8	48	2	5	21	20	2
9	35	4	5	13	16	1
10	37	10	5	16	14	2
11	36	0	4	20	9	3
12	28	9	1	13	12	2
13	33	1	3	7	19	4
14	36	0	4	11	18	3
15	47	2	4	20	19	4
16	34	1	1	14	17	2
17	32	8	3	15	12	2
18	40	6	4	19	13	4
19	47	8	2	24	20	1
20	33	4	5	14	14	0
21	47	8	3	19	21	4
22	41	6	2	18	18	3
23	49	4	5	19	22	3
24	46	3	6	13	25	2
25	35	9	2	16	13	4
26	36	9	4	15	14	3
27	36	12	3	11	19	3
28	38	1	5	15	16	2
29	26	3	1	12	10	3
30	40	0	3	16	18	3
31	34	21	2	12	19	1
32	41	0	6	20	10	5
33	41	2	4	18	15	4
34	35	0	8	12	15	0
35	36	4	4	19	9	4
36	27	4	5	12	9	1
37	47	5	6	23	16	2
38	41	6	5	21	14	1
39	33	0	4	13	14	2
40	33	19	1	13	18	1