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
148	27	33	27	33
1528	27	5	27	5
423	26	0	26	0
2337	26	0	26	0
2426	26	46	26	46
350	25	146	25	146
1113	25	6	25	6
1544	25	2	25	2
1735	25	21	25	21
1745	25	56	25	56
2332	25	36	25	36
525	24	140	24	140
1045	24	55	24	55
1219	24	110	24	110
1244	24	40	24	40
1618	24	8	24	8
2649	24	142	24	142
3544	24	2	24	2
3944	24	126	24	126
1129	23	6	23	6
1342	23	50	23	50
1421	23	90	23	90
1728	23	21	23	21
1923	23	0	23	0
1937	23	0	23	0
2145	23	49	23	49
2344	23	36	23	36
2650	23	72	23	72
3542	23	23	23	23
4450	23	54	23	54
414	22	68	22	68
416	22	1	22	1
434	22	1	22	1
939	22	57	22	57
1019	22	51	22	51
1144	22	36	22	36
2126	22	82	22	82
2324	22	48	22	48
2330	22	98	22	98
3038	22	39	22	39

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
148	27	33	27	33
1528	27	5	27	5
423	26	0	26	0
2337	26	0	26	0
2426	26	46	26	46
350	25	146	25	146
1113	25	6	25	6
1544	25	2	25	2
1735	25	21	25	21
1745	25	56	25	56
2332	25	36	25	36
525	24	140	24	140
1045	24	55	24	55
1219	24	110	24	110
1244	24	40	24	40
1618	24	8	24	8
2649	24	142	24	142
3544	24	2	24	2
3944	24	126	24	126
1129	23	6	23	6
1342	23	50	23	50
1421	23	90	23	90
1728	23	21	23	21
1923	23	0	23	0
1937	23	0	23	0
2145	23	49	23	49
2344	23	36	23	36
2650	23	72	23	72
3542	23	23	23	23
4450	23	54	23	54
414	22	68	22	68
416	22	1	22	1
434	22	1	22	1
939	22	57	22	57
1019	22	51	22	51
1144	22	36	22	36
2126	22	82	22	82
2324	22	48	22	48
2330	22	98	22	98
3038	22	39	22	39

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	47	83	584	10	631	10
26	47	159	570	2	617	2
28	45	111	600	0	645	0
37	44	29	588	2	632	2
67	41	2	551	3	592	2
58	40	14	568	0	608	0
23	38	71	631	10	669	10
35	38	73	589	9	627	9
34	38	15	565	0	603	0
16	37	181	544	2	581	2
89	35	336	591	0	626	0
27	34	72	601	2	635	2
78	33	3	593	0	626	0
38	32	41	633	0	665	0
36	32	101	607	2	639	2
69	32	60	571	2	603	2
15	32	25	548	6	580	6
210	32	27	530	4	562	4
25	31	89	596	9	627	9
18	31	179	582	0	613	0
48	31	0	562	3	593	0
45	31	38	530	0	561	0
13	30	18	601	6	631	6
59	30	50	569	9	599	9
17	30	12	563	2	593	2
47	30	40	543	0	573	0
810	29	4	526	0	555	0
12	28	46	598	6	626	6
79	28	13	584	2	612	2
24	28	42	578	0	606	0
57	28	9	571	2	599	2
19	28	107	569	6	597	6
56	28	35	566	2	594	2
811	28	32	523	0	551	0
29	27	84	617	13	644	13
49	27	47	551	0	578	0
510	27	96	498	4	525	4
411	27	125	469	0	496	0
111	26	6	491	5	517	5
46	25	126	548	0	573	0

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	669	10	38	71	631	10
38	665	0	32	41	633	0
28	645	0	45	111	600	0
29	644	13	27	84	617	13
36	639	2	32	101	607	2
27	635	2	34	72	601	2
37	632	2	44	29	588	2
68	632	0	22	7	610	0
39	631	10	47	83	584	10
13	631	6	30	18	601	6
35	627	9	38	73	589	9
25	627	9	31	89	596	9
89	626	0	35	336	591	0
78	626	0	33	3	593	0
12	626	6	28	46	598	6
26	617	2	47	159	570	2
18	613	0	31	179	582	0
79	612	2	28	13	584	2
58	608	0	40	14	568	0
24	606	0	28	42	578	0
34	603	0	38	15	565	0
69	603	2	32	60	571	2
59	599	9	30	50	569	9
57	599	2	28	9	571	2
19	597	6	28	107	569	6
56	594	2	28	35	566	2
48	593	0	31	0	562	3
17	593	2	30	12	563	2
67	592	2	41	2	551	3
16	581	2	37	181	544	2
15	580	6	32	25	548	6
49	578	0	27	47	551	0
310	578	4	23	154	555	4
311	576	5	20	175	556	5
47	573	0	30	40	543	0
46	573	0	25	126	548	0
211	565	5	24	30	541	5
14	565	0	23	199	542	0
210	562	4	32	27	530	4
45	561	0	31	38	530	0

Combinations	2 matOvr		1 matOvr		TotalOvr
39	47	83	584	10	631	10
26	47	159	570	2	617	2
28	45	111	600	0	645	0
37	44	29	588	2	632	2
67	41	2	551	3	592	2
58	40	14	568	0	608	0
23	38	71	631	10	669	10
35	38	73	589	9	627	9
34	38	15	565	0	603	0
16	37	181	544	2	581	2
89	35	336	591	0	626	0
27	34	72	601	2	635	2
78	33	3	593	0	626	0
38	32	41	633	0	665	0
36	32	101	607	2	639	2
69	32	60	571	2	603	2
15	32	25	548	6	580	6
210	32	27	530	4	562	4
25	31	89	596	9	627	9
18	31	179	582	0	613	0
48	31	0	562	3	593	0
45	31	38	530	0	561	0
13	30	18	601	6	631	6
59	30	50	569	9	599	9
17	30	12	563	2	593	2
47	30	40	543	0	573	0
810	29	4	526	0	555	0
12	28	46	598	6	626	6
79	28	13	584	2	612	2
24	28	42	578	0	606	0
57	28	9	571	2	599	2
19	28	107	569	6	597	6
56	28	35	566	2	594	2
811	28	32	523	0	551	0
29	27	84	617	13	644	13
49	27	47	551	0	578	0
510	27	96	498	4	525	4
411	27	125	469	0	496	0
111	26	6	491	5	517	5
46	25	126	548	0	573	0

Combinations	TotalOvr		2 matOvr		1 matOvr
23	669	10	38	71	631	10
38	665	0	32	41	633	0
28	645	0	45	111	600	0
29	644	13	27	84	617	13
36	639	2	32	101	607	2
27	635	2	34	72	601	2
37	632	2	44	29	588	2
68	632	0	22	7	610	0
39	631	10	47	83	584	10
13	631	6	30	18	601	6
35	627	9	38	73	589	9
25	627	9	31	89	596	9
89	626	0	35	336	591	0
78	626	0	33	3	593	0
12	626	6	28	46	598	6
26	617	2	47	159	570	2
18	613	0	31	179	582	0
79	612	2	28	13	584	2
58	608	0	40	14	568	0
24	606	0	28	42	578	0
34	603	0	38	15	565	0
69	603	2	32	60	571	2
59	599	9	30	50	569	9
57	599	2	28	9	571	2
19	597	6	28	107	569	6
56	594	2	28	35	566	2
48	593	0	31	0	562	3
17	593	2	30	12	563	2
67	592	2	41	2	551	3
16	581	2	37	181	544	2
15	580	6	32	25	548	6
49	578	0	27	47	551	0
310	578	4	23	154	555	4
311	576	5	20	175	556	5
47	573	0	30	40	543	0
46	573	0	25	126	548	0
211	565	5	24	30	541	5
14	565	0	23	199	542	0
210	562	4	32	27	530	4
45	561	0	31	38	530	0

Combinations	2 matOvr		1 matOvr		TotalOvr
39	47	83	584	10	631	10
26	47	159	570	2	617	2
28	45	111	600	0	645	0
37	44	29	588	2	632	2
67	41	2	551	3	592	2
58	40	14	568	0	608	0
23	38	71	631	10	669	10
35	38	73	589	9	627	9
34	38	15	565	0	603	0
16	37	181	544	2	581	2
89	35	336	591	0	626	0
27	34	72	601	2	635	2
78	33	3	593	0	626	0
38	32	41	633	0	665	0
36	32	101	607	2	639	2
69	32	60	571	2	603	2
15	32	25	548	6	580	6
210	32	27	530	4	562	4
25	31	89	596	9	627	9
18	31	179	582	0	613	0
48	31	0	562	3	593	0
45	31	38	530	0	561	0
13	30	18	601	6	631	6
59	30	50	569	9	599	9
17	30	12	563	2	593	2
47	30	40	543	0	573	0
810	29	4	526	0	555	0
12	28	46	598	6	626	6
79	28	13	584	2	612	2
24	28	42	578	0	606	0
57	28	9	571	2	599	2
19	28	107	569	6	597	6
56	28	35	566	2	594	2
811	28	32	523	0	551	0
29	27	84	617	13	644	13
49	27	47	551	0	578	0
510	27	96	498	4	525	4
411	27	125	469	0	496	0
111	26	6	491	5	517	5
46	25	126	548	0	573	0

Combinations	TotalOvr		2 matOvr		1 matOvr
23	669	10	38	71	631	10
38	665	0	32	41	633	0
28	645	0	45	111	600	0
29	644	13	27	84	617	13
36	639	2	32	101	607	2
27	635	2	34	72	601	2
37	632	2	44	29	588	2
68	632	0	22	7	610	0
39	631	10	47	83	584	10
13	631	6	30	18	601	6
35	627	9	38	73	589	9
25	627	9	31	89	596	9
89	626	0	35	336	591	0
78	626	0	33	3	593	0
12	626	6	28	46	598	6
26	617	2	47	159	570	2
18	613	0	31	179	582	0
79	612	2	28	13	584	2
58	608	0	40	14	568	0
24	606	0	28	42	578	0
34	603	0	38	15	565	0
69	603	2	32	60	571	2
59	599	9	30	50	569	9
57	599	2	28	9	571	2
19	597	6	28	107	569	6
56	594	2	28	35	566	2
48	593	0	31	0	562	3
17	593	2	30	12	563	2
67	592	2	41	2	551	3
16	581	2	37	181	544	2
15	580	6	32	25	548	6
49	578	0	27	47	551	0
310	578	4	23	154	555	4
311	576	5	20	175	556	5
47	573	0	30	40	543	0
46	573	0	25	126	548	0
211	565	5	24	30	541	5
14	565	0	23	199	542	0
210	562	4	32	27	530	4
45	561	0	31	38	530	0

Combinations	2 matOvr		1 matOvr		TotalOvr
39	47	83	584	10	631	10
26	47	159	570	2	617	2
28	45	111	600	0	645	0
37	44	29	588	2	632	2
67	41	2	551	3	592	2
58	40	14	568	0	608	0
23	38	71	631	10	669	10
35	38	73	589	9	627	9
34	38	15	565	0	603	0
16	37	181	544	2	581	2
89	35	336	591	0	626	0
27	34	72	601	2	635	2
78	33	3	593	0	626	0
38	32	41	633	0	665	0
36	32	101	607	2	639	2
69	32	60	571	2	603	2
15	32	25	548	6	580	6
210	32	27	530	4	562	4
25	31	89	596	9	627	9
18	31	179	582	0	613	0
48	31	0	562	3	593	0
45	31	38	530	0	561	0
13	30	18	601	6	631	6
59	30	50	569	9	599	9
17	30	12	563	2	593	2
47	30	40	543	0	573	0
810	29	4	526	0	555	0
12	28	46	598	6	626	6
79	28	13	584	2	612	2
24	28	42	578	0	606	0
57	28	9	571	2	599	2
19	28	107	569	6	597	6
56	28	35	566	2	594	2
811	28	32	523	0	551	0
29	27	84	617	13	644	13
49	27	47	551	0	578	0
510	27	96	498	4	525	4
411	27	125	469	0	496	0
111	26	6	491	5	517	5
46	25	126	548	0	573	0

Combinations	TotalOvr		2 matOvr		1 matOvr
23	669	10	38	71	631	10
38	665	0	32	41	633	0
28	645	0	45	111	600	0
29	644	13	27	84	617	13
36	639	2	32	101	607	2
27	635	2	34	72	601	2
37	632	2	44	29	588	2
68	632	0	22	7	610	0
39	631	10	47	83	584	10
13	631	6	30	18	601	6
35	627	9	38	73	589	9
25	627	9	31	89	596	9
89	626	0	35	336	591	0
78	626	0	33	3	593	0
12	626	6	28	46	598	6
26	617	2	47	159	570	2
18	613	0	31	179	582	0
79	612	2	28	13	584	2
58	608	0	40	14	568	0
24	606	0	28	42	578	0
34	603	0	38	15	565	0
69	603	2	32	60	571	2
59	599	9	30	50	569	9
57	599	2	28	9	571	2
19	597	6	28	107	569	6
56	594	2	28	35	566	2
48	593	0	31	0	562	3
17	593	2	30	12	563	2
67	592	2	41	2	551	3
16	581	2	37	181	544	2
15	580	6	32	25	548	6
49	578	0	27	47	551	0
310	578	4	23	154	555	4
311	576	5	20	175	556	5
47	573	0	30	40	543	0
46	573	0	25	126	548	0
211	565	5	24	30	541	5
14	565	0	23	199	542	0
210	562	4	32	27	530	4
45	561	0	31	38	530	0