Euromillions | Results for May 15 | 3 10 38 41 43 (rollover!)
Lucky Clover
Statistics for Quina
Statistics of real draws
Quina (until the draw 7030 on May 20, 2026)

General frequency

Total occurrences of each number
Number
Actual frequency
Expected frequency
4
505
26
489
52
487
44
481
49
479
31
474
29
472
16
471
53
469
39
468
42
467
56
467
5
466
15
463
9
462
33
460
66
459
18
459
10
457
37
457
38
454
73
453
13
452
14
451
61
451
72
449
40
448
54
448
70
446
45
443
74
442
60
442
64
442
55
441
6
441
12
441
79
440
19
439
75
439
78
437
71
437
59
434
57
434
62
434
77
434
46
434
24
433
34
432
43
432
11
432
23
431
51
430
8
430
27
427
76
427
21
427
41
425
80
425
63
425
36
423
32
423
7
423
2
422
69
422
28
418
17
417
35
417
22
416
50
415
30
414
68
414
1
413
20
410
25
408
58
407
67
406
65
406
48
399
3
396
47
387
No.
Actual
occurrences
Expected
occurrences
Last
draw
Longest
interval
Current
interval
Average
interval
4
505
450.8
7015
91
15
13.89
26
489
450.8
7009
82
21
14.33
52
487
450.8
7015
86
15
14.40
44
481
450.8
7027
85
3
14.61
49
479
450.8
7002
93
28
14.62
31
474
450.8
7020
80
10
14.81
29
472
450.8
7025
87
5
14.88
16
471
450.8
7030
91
0
14.93
53
469
450.8
7018
117
12
14.96
39
468
450.8
7016
77
14
14.99
42
467
450.8
7028
89
2
15.05
56
467
450.8
7004
131
26
15.00
5
466
450.8
7010
75
20
15.04
15
463
450.8
7018
95
12
15.16
9
462
450.8
7011
123
19
15.18
33
460
450.8
7006
101
24
15.23
66
459
450.8
7023
99
7
15.30
18
459
450.8
7003
90
27
15.26
10
457
450.8
7018
119
12
15.36
37
457
450.8
7013
101
17
15.35
38
454
450.8
7024
79
6
15.47
73
453
450.8
6990
82
40
15.43
13
452
450.8
7029
106
1
15.55
14
451
450.8
7029
117
1
15.59
61
451
450.8
7021
103
9
15.57
72
449
450.8
6995
89
35
15.58
40
448
450.8
7020
141
10
15.67
54
448
450.8
7020
84
10
15.67
70
446
450.8
7026
81
4
15.75
45
443
450.8
7011
91
19
15.83
74
442
450.8
7028
87
2
15.90
60
442
450.8
7017
103
13
15.88
64
442
450.8
7000
111
30
15.84
55
441
450.8
7030
70
0
15.94
6
441
450.8
7019
86
11
15.92
12
441
450.8
7017
108
13
15.91
79
440
450.8
6992
102
38
15.89
19
439
450.8
7030
128
0
16.01
75
439
450.8
7012
103
18
15.97
78
437
450.8
7023
102
7
16.07
71
437
450.8
6990
108
40
16.00
59
434
450.8
7029
105
1
16.20
57
434
450.8
7026
128
4
16.19
62
434
450.8
7019
99
11
16.17
77
434
450.8
6999
84
31
16.13
46
434
450.8
6992
79
38
16.11
24
433
450.8
7030
119
0
16.24
34
432
450.8
7027
115
3
16.27
43
432
450.8
7024
110
6
16.26
11
432
450.8
7019
110
11
16.25
23
431
450.8
7020
102
10
16.29
51
430
450.8
7026
172
4
16.34
8
430
450.8
7007
124
23
16.30
27
427
450.8
7027
131
3
16.46
76
427
450.8
7004
111
26
16.40
21
427
450.8
6994
119
36
16.38
41
425
450.8
7028
112
2
16.54
80
425
450.8
7013
144
17
16.50
63
425
450.8
7007
112
23
16.49
36
423
450.8
7013
82
17
16.58
32
423
450.8
7010
92
20
16.57
7
423
450.8
6993
147
37
16.53
2
422
450.8
7024
164
6
16.64
69
422
450.8
7007
111
23
16.60
28
418
450.8
6966
129
64
16.67
17
417
450.8
7029
109
1
16.86
35
417
450.8
7023
90
7
16.84
22
416
450.8
7007
248
23
16.84
50
415
450.8
7030
126
0
16.94
30
414
450.8
7022
112
8
16.96
68
414
450.8
7022
98
8
16.96
1
413
450.8
7028
90
2
17.02
20
410
450.8
7029
117
1
17.14
25
408
450.8
7001
106
29
17.16
58
407
450.8
7017
99
13
17.24
67
406
450.8
6990
160
40
17.22
65
406
450.8
6971
132
59
17.17
48
399
450.8
7024
124
6
17.60
3
396
450.8
7009
111
21
17.70
47
387
450.8
7027
124
3
18.16
  • The table shows data on how many times each number was drawn considering all draws of quina (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.