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EuroMillions

Best Combinations of '2 Numbers (Doublets)'

Ball Numbers

After each EuroMillions draw, each one of the 1,225 possible combinations of 2 numbers are analysed in order to evaluate their results in terms of Total Prizes (total in descending order, regardless of the numbers matched) and in terms Prizes Quality (quantity of numbers matched in descending order).

The combinations of 2 numbers listed below, are the best Top Performing and Most Profitable EuroMillions combinations ever!

Ball Numbers | Prizes Quality

Analysis by quantity of numbers matched, priority to the numbers matched in descending order, no matter the total.

We also show the current overdue of each specific prize (numbers matched), i.e. how long ago (draws) the prize last occurred. For the Total column, the overdue shown will be how long ago (draws) a prize (numbers matched) occurred that contributed to the final Total.

Combinations	2 matOvr		TotalOvr
423	29	25	29	25
2337	29	2	29	2
148	28	20	28	20
1045	28	5	28	5
1528	28	53	28	53
1735	28	0	28	0
1937	28	16	28	16
2324	28	61	28	61
3944	28	75	28	75
1745	27	195	27	195
1945	27	5	27	5
2332	27	117	27	117
2344	27	26	27	26
2426	27	176	27	176
350	26	6	26	6
414	26	25	26	25
525	26	162	26	162
69	26	28	26	28
1113	26	100	26	100
1129	26	72	26	72
1219	26	1	26	1
1244	26	52	26	52
1342	26	65	26	65
1618	26	48	26	48
1728	26	50	26	50
2947	26	9	26	9
3542	26	158	26	158
3544	26	82	26	82
4450	26	52	26	52
734	25	54	25	54
1023	25	2	25	2
1542	25	158	25	158
1544	25	223	25	223
2935	25	9	25	9
2948	25	7	25	7
4245	25	3	25	3
219	24	35	24	35
245	24	32	24	32
416	24	115	24	115
610	24	58	24	58

Ball Numbers | Total Prizes

Analysis by total prizes, priority to the total in descending order, regardless of the quantity and order of the numbers matched.

Combinations	TotalOvr		2 matOvr
423	29	25	29	25
2337	29	2	29	2
148	28	20	28	20
1045	28	5	28	5
1528	28	53	28	53
1735	28	0	28	0
1937	28	16	28	16
2324	28	61	28	61
3944	28	75	28	75
1745	27	195	27	195
1945	27	5	27	5
2332	27	117	27	117
2344	27	26	27	26
2426	27	176	27	176
350	26	6	26	6
414	26	25	26	25
525	26	162	26	162
69	26	28	26	28
1113	26	100	26	100
1129	26	72	26	72
1219	26	1	26	1
1244	26	52	26	52
1342	26	65	26	65
1618	26	48	26	48
1728	26	50	26	50
2947	26	9	26	9
3542	26	158	26	158
3544	26	82	26	82
4450	26	52	26	52
734	25	54	25	54
1023	25	2	25	2
1542	25	158	25	158
1544	25	223	25	223
2935	25	9	25	9
2948	25	7	25	7
4245	25	3	25	3
219	24	35	24	35
245	24	32	24	32
416	24	115	24	115
610	24	58	24	58

Lucky Stars

After each EuroMillions draw, each one of the 66 possible combinations of 2 numbers are analysed in order to evaluate their results in terms of Total Prizes (total in descending order, regardless of the numbers matched) and in terms Prizes Quality (quantity of numbers matched in descending order).

The combinations of 2 numbers listed below, are the best Top Performing and Most Profitable EuroMillions combinations ever!

Lucky Stars | Prizes Quality

Analysis by quantity of numbers matched, priority to the numbers matched in descending order, no matter the total.

Combinations	2 matOvr		1 matOvr		TotalOvr
39	53	50	645	2	698	2
26	52	20	644	3	696	3
28	49	87	670	7	719	7
37	47	82	641	0	688	0
58	45	18	638	2	683	2
35	43	2	653	11	696	2
67	43	44	618	0	661	0
34	41	40	618	1	659	1
16	41	120	613	3	654	3
27	39	23	664	0	703	0
89	39	38	662	3	701	3
23	38	292	703	2	741	2
69	38	3	644	4	682	3
210	38	45	599	6	637	6
59	37	57	644	2	681	2
38	36	145	689	2	725	2
15	35	39	623	2	658	2
25	34	32	678	2	712	2
78	34	124	656	0	690	0
57	34	34	634	0	668	0
48	34	7	621	1	655	1
45	34	11	599	1	633	1
29	33	33	692	3	725	3
17	33	25	623	0	656	0
36	32	322	677	2	709	2
12	32	8	669	10	701	8
13	32	48	662	2	694	2
56	32	22	644	2	676	2
810	32	17	593	6	625	6
18	31	400	653	7	684	7
19	31	151	643	3	674	3
49	31	4	617	1	648	1
811	31	35	579	7	610	7
24	30	47	647	1	677	1
47	30	261	603	0	633	0
510	30	67	575	2	605	2
110	30	71	562	6	592	6
111	30	37	546	8	576	8
79	29	28	656	0	685	0
68	28	36	674	3	702	3

Lucky Stars | Total Prizes

Analysis by total prizes, priority to the total in descending order, regardless of the quantity and order of the numbers matched.

Combinations	TotalOvr		2 matOvr		1 matOvr
23	741	2	38	292	703	2
38	725	2	36	145	689	2
29	725	3	33	33	692	3
28	719	7	49	87	670	7
25	712	2	34	32	678	2
36	709	2	32	322	677	2
27	703	0	39	23	664	0
68	702	3	28	36	674	3
89	701	3	39	38	662	3
12	701	8	32	8	669	10
39	698	2	53	50	645	2
26	696	3	52	20	644	3
35	696	2	43	2	653	11
13	694	2	32	48	662	2
78	690	0	34	124	656	0
37	688	0	47	82	641	0
79	685	0	29	28	656	0
18	684	7	31	400	653	7
58	683	2	45	18	638	2
69	682	3	38	3	644	4
59	681	2	37	57	644	2
24	677	1	30	47	647	1
56	676	2	32	22	644	2
19	674	3	31	151	643	3
57	668	0	34	34	634	0
67	661	0	43	44	618	0
34	659	1	41	40	618	1
15	658	2	35	39	623	2
17	656	0	33	25	623	0
48	655	1	34	7	621	1
16	654	3	41	120	613	3
49	648	1	31	4	617	1
46	643	1	26	211	617	1
310	642	2	26	65	616	2
210	637	6	38	45	599	6
45	633	1	34	11	599	1
47	633	0	30	261	603	0
211	632	8	27	14	605	8
311	631	2	21	103	610	2
14	629	1	25	13	604	1

Combinations	2 matOvr		1 matOvr		TotalOvr
39	53	50	645	2	698	2
26	52	20	644	3	696	3
28	49	87	670	7	719	7
37	47	82	641	0	688	0
58	45	18	638	2	683	2
35	43	2	653	11	696	2
67	43	44	618	0	661	0
34	41	40	618	1	659	1
16	41	120	613	3	654	3
27	39	23	664	0	703	0
89	39	38	662	3	701	3
23	38	292	703	2	741	2
69	38	3	644	4	682	3
210	38	45	599	6	637	6
59	37	57	644	2	681	2
38	36	145	689	2	725	2
15	35	39	623	2	658	2
25	34	32	678	2	712	2
78	34	124	656	0	690	0
57	34	34	634	0	668	0
48	34	7	621	1	655	1
45	34	11	599	1	633	1
29	33	33	692	3	725	3
17	33	25	623	0	656	0
36	32	322	677	2	709	2
12	32	8	669	10	701	8
13	32	48	662	2	694	2
56	32	22	644	2	676	2
810	32	17	593	6	625	6
18	31	400	653	7	684	7
19	31	151	643	3	674	3
49	31	4	617	1	648	1
811	31	35	579	7	610	7
24	30	47	647	1	677	1
47	30	261	603	0	633	0
510	30	67	575	2	605	2
110	30	71	562	6	592	6
111	30	37	546	8	576	8
79	29	28	656	0	685	0
68	28	36	674	3	702	3

Combinations	TotalOvr		2 matOvr		1 matOvr
23	741	2	38	292	703	2
38	725	2	36	145	689	2
29	725	3	33	33	692	3
28	719	7	49	87	670	7
25	712	2	34	32	678	2
36	709	2	32	322	677	2
27	703	0	39	23	664	0
68	702	3	28	36	674	3
89	701	3	39	38	662	3
12	701	8	32	8	669	10
39	698	2	53	50	645	2
26	696	3	52	20	644	3
35	696	2	43	2	653	11
13	694	2	32	48	662	2
78	690	0	34	124	656	0
37	688	0	47	82	641	0
79	685	0	29	28	656	0
18	684	7	31	400	653	7
58	683	2	45	18	638	2
69	682	3	38	3	644	4
59	681	2	37	57	644	2
24	677	1	30	47	647	1
56	676	2	32	22	644	2
19	674	3	31	151	643	3
57	668	0	34	34	634	0
67	661	0	43	44	618	0
34	659	1	41	40	618	1
15	658	2	35	39	623	2
17	656	0	33	25	623	0
48	655	1	34	7	621	1
16	654	3	41	120	613	3
49	648	1	31	4	617	1
46	643	1	26	211	617	1
310	642	2	26	65	616	2
210	637	6	38	45	599	6
45	633	1	34	11	599	1
47	633	0	30	261	603	0
211	632	8	27	14	605	8
311	631	2	21	103	610	2
14	629	1	25	13	604	1

Combinations	2 matOvr		1 matOvr		TotalOvr
39	53	50	645	2	698	2
26	52	20	644	3	696	3
28	49	87	670	7	719	7
37	47	82	641	0	688	0
58	45	18	638	2	683	2
35	43	2	653	11	696	2
67	43	44	618	0	661	0
34	41	40	618	1	659	1
16	41	120	613	3	654	3
27	39	23	664	0	703	0
89	39	38	662	3	701	3
23	38	292	703	2	741	2
69	38	3	644	4	682	3
210	38	45	599	6	637	6
59	37	57	644	2	681	2
38	36	145	689	2	725	2
15	35	39	623	2	658	2
25	34	32	678	2	712	2
78	34	124	656	0	690	0
57	34	34	634	0	668	0
48	34	7	621	1	655	1
45	34	11	599	1	633	1
29	33	33	692	3	725	3
17	33	25	623	0	656	0
36	32	322	677	2	709	2
12	32	8	669	10	701	8
13	32	48	662	2	694	2
56	32	22	644	2	676	2
810	32	17	593	6	625	6
18	31	400	653	7	684	7
19	31	151	643	3	674	3
49	31	4	617	1	648	1
811	31	35	579	7	610	7
24	30	47	647	1	677	1
47	30	261	603	0	633	0
510	30	67	575	2	605	2
110	30	71	562	6	592	6
111	30	37	546	8	576	8
79	29	28	656	0	685	0
68	28	36	674	3	702	3

Combinations	TotalOvr		2 matOvr		1 matOvr
23	741	2	38	292	703	2
38	725	2	36	145	689	2
29	725	3	33	33	692	3
28	719	7	49	87	670	7
25	712	2	34	32	678	2
36	709	2	32	322	677	2
27	703	0	39	23	664	0
68	702	3	28	36	674	3
89	701	3	39	38	662	3
12	701	8	32	8	669	10
39	698	2	53	50	645	2
26	696	3	52	20	644	3
35	696	2	43	2	653	11
13	694	2	32	48	662	2
78	690	0	34	124	656	0
37	688	0	47	82	641	0
79	685	0	29	28	656	0
18	684	7	31	400	653	7
58	683	2	45	18	638	2
69	682	3	38	3	644	4
59	681	2	37	57	644	2
24	677	1	30	47	647	1
56	676	2	32	22	644	2
19	674	3	31	151	643	3
57	668	0	34	34	634	0
67	661	0	43	44	618	0
34	659	1	41	40	618	1
15	658	2	35	39	623	2
17	656	0	33	25	623	0
48	655	1	34	7	621	1
16	654	3	41	120	613	3
49	648	1	31	4	617	1
46	643	1	26	211	617	1
310	642	2	26	65	616	2
210	637	6	38	45	599	6
45	633	1	34	11	599	1
47	633	0	30	261	603	0
211	632	8	27	14	605	8
311	631	2	21	103	610	2
14	629	1	25	13	604	1

Combinations	2 matOvr		1 matOvr		TotalOvr
39	53	50	645	2	698	2
26	52	20	644	3	696	3
28	49	87	670	7	719	7
37	47	82	641	0	688	0
58	45	18	638	2	683	2
35	43	2	653	11	696	2
67	43	44	618	0	661	0
34	41	40	618	1	659	1
16	41	120	613	3	654	3
27	39	23	664	0	703	0
89	39	38	662	3	701	3
23	38	292	703	2	741	2
69	38	3	644	4	682	3
210	38	45	599	6	637	6
59	37	57	644	2	681	2
38	36	145	689	2	725	2
15	35	39	623	2	658	2
25	34	32	678	2	712	2
78	34	124	656	0	690	0
57	34	34	634	0	668	0
48	34	7	621	1	655	1
45	34	11	599	1	633	1
29	33	33	692	3	725	3
17	33	25	623	0	656	0
36	32	322	677	2	709	2
12	32	8	669	10	701	8
13	32	48	662	2	694	2
56	32	22	644	2	676	2
810	32	17	593	6	625	6
18	31	400	653	7	684	7
19	31	151	643	3	674	3
49	31	4	617	1	648	1
811	31	35	579	7	610	7
24	30	47	647	1	677	1
47	30	261	603	0	633	0
510	30	67	575	2	605	2
110	30	71	562	6	592	6
111	30	37	546	8	576	8
79	29	28	656	0	685	0
68	28	36	674	3	702	3

Combinations	TotalOvr		2 matOvr		1 matOvr
23	741	2	38	292	703	2
38	725	2	36	145	689	2
29	725	3	33	33	692	3
28	719	7	49	87	670	7
25	712	2	34	32	678	2
36	709	2	32	322	677	2
27	703	0	39	23	664	0
68	702	3	28	36	674	3
89	701	3	39	38	662	3
12	701	8	32	8	669	10
39	698	2	53	50	645	2
26	696	3	52	20	644	3
35	696	2	43	2	653	11
13	694	2	32	48	662	2
78	690	0	34	124	656	0
37	688	0	47	82	641	0
79	685	0	29	28	656	0
18	684	7	31	400	653	7
58	683	2	45	18	638	2
69	682	3	38	3	644	4
59	681	2	37	57	644	2
24	677	1	30	47	647	1
56	676	2	32	22	644	2
19	674	3	31	151	643	3
57	668	0	34	34	634	0
67	661	0	43	44	618	0
34	659	1	41	40	618	1
15	658	2	35	39	623	2
17	656	0	33	25	623	0
48	655	1	34	7	621	1
16	654	3	41	120	613	3
49	648	1	31	4	617	1
46	643	1	26	211	617	1
310	642	2	26	65	616	2
210	637	6	38	45	599	6
45	633	1	34	11	599	1
47	633	0	30	261	603	0
211	632	8	27	14	605	8
311	631	2	21	103	610	2
14	629	1	25	13	604	1