Euromillions | Results for Sep 11 | 1 7 15 39 50 (€ 111,516,282.00)
Lucky Clover
Statistics for Quina
Statistics of real draws
Quina (until the draw 7118 on Sep 15, 2026)

General frequency

Total occurrences of each number
Number
Actual frequency
Expected frequency
4
509
26
497
52
489
49
486
44
484
29
479
16
478
31
477
56
476
42
474
5
473
39
473
15
472
53
471
9
470
66
468
33
466
18
463
10
461
38
461
61
460
14
460
37
459
73
459
13
457
54
456
40
453
72
453
70
452
12
448
55
448
74
447
19
445
6
445
64
445
45
445
60
445
78
444
79
444
71
443
75
443
57
440
77
440
34
439
46
439
24
438
59
438
43
437
11
436
62
436
63
435
27
435
51
434
23
434
8
433
21
432
2
432
80
431
41
431
76
431
36
430
32
428
69
426
7
425
28
424
17
424
50
422
22
421
30
420
35
419
1
418
68
418
20
416
25
416
67
412
65
411
58
411
48
404
3
401
47
395
No.
Actual
occurrences
Expected
occurrences
Last
draw
Longest
interval
Current
interval
Average
interval
4
509
456.4
7108
91
10
13.96
26
497
456.4
7103
82
15
14.29
52
489
456.4
7101
86
17
14.52
49
486
456.4
7107
93
11
14.62
44
484
456.4
7117
85
1
14.70
29
479
456.4
7108
87
10
14.84
16
478
456.4
7116
91
2
14.89
31
477
456.4
7078
80
40
14.84
56
476
456.4
7072
131
46
14.86
42
474
456.4
7099
89
19
14.98
5
473
456.4
7114
75
4
15.04
39
473
456.4
7095
77
23
15.00
15
472
456.4
7111
95
7
15.07
53
471
456.4
7091
117
27
15.06
9
470
456.4
7116
123
2
15.14
66
468
456.4
7112
99
6
15.20
33
466
456.4
7107
101
11
15.25
18
463
456.4
7106
90
12
15.35
10
461
456.4
7118
119
0
15.44
38
461
456.4
7102
79
16
15.41
61
460
456.4
7115
103
3
15.47
14
460
456.4
7110
117
8
15.46
37
459
456.4
7117
101
1
15.51
73
459
456.4
7083
82
35
15.43
13
457
456.4
7111
106
7
15.56
54
456
456.4
7117
84
1
15.61
40
453
456.4
7117
141
1
15.71
72
453
456.4
7116
89
2
15.71
70
452
456.4
7118
81
0
15.75
12
448
456.4
7115
108
3
15.88
55
448
456.4
7089
70
29
15.82
74
447
456.4
7115
87
3
15.92
19
445
456.4
7095
128
23
15.94
6
445
456.4
7095
86
23
15.94
64
445
456.4
7093
111
25
15.94
45
445
456.4
7083
91
35
15.92
60
445
456.4
7064
103
54
15.87
78
444
456.4
7116
102
2
16.03
79
444
456.4
7111
102
7
16.02
71
443
456.4
7107
108
11
16.04
75
443
456.4
7104
103
14
16.04
57
440
456.4
7113
128
5
16.17
77
440
456.4
7102
84
16
16.14
34
439
456.4
7106
115
12
16.19
46
439
456.4
7090
79
28
16.15
24
438
456.4
7112
119
6
16.24
59
438
456.4
7103
105
15
16.22
43
437
456.4
7115
110
3
16.28
11
436
456.4
7118
110
0
16.33
62
436
456.4
7101
99
17
16.29
63
435
456.4
7117
112
1
16.36
27
435
456.4
7112
131
6
16.35
51
434
456.4
7114
172
4
16.39
23
434
456.4
7106
102
12
16.37
8
433
456.4
7085
124
33
16.36
21
432
456.4
7114
119
4
16.47
2
432
456.4
7105
164
13
16.45
80
431
456.4
7113
144
5
16.50
41
431
456.4
7105
112
13
16.48
76
431
456.4
7100
111
18
16.47
36
430
456.4
7107
82
11
16.53
32
428
456.4
7113
92
5
16.62
69
426
456.4
7106
111
12
16.68
7
425
456.4
7104
147
14
16.72
28
424
456.4
7108
129
10
16.76
17
424
456.4
7098
109
20
16.74
50
422
456.4
7082
126
36
16.78
22
421
456.4
7086
248
32
16.83
30
420
456.4
7109
112
9
16.93
35
419
456.4
7099
90
19
16.94
1
418
456.4
7118
90
0
17.03
68
418
456.4
7103
98
15
16.99
20
416
456.4
7103
117
15
17.07
25
416
456.4
7103
106
15
17.07
67
412
456.4
7115
160
3
17.27
65
411
456.4
7097
132
21
17.27
58
411
456.4
7087
99
31
17.24
48
404
456.4
7105
124
13
17.59
3
401
456.4
7118
111
0
17.75
47
395
456.4
7116
124
2
18.02
  • 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.