Euromillions | Results for Jan 30 | 14 18 31 35 46 (€ 123,555,827.00)
Lucky Clover
Statistics for Quina
Statistics of real draws
Quina (until the draw 6945 on Feb 4, 2026)

General frequency

Total occurrences of each number
Number
Actual frequency
Expected frequency
4
499
52
482
26
480
49
474
44
469
16
467
31
467
5
465
39
462
29
462
42
461
56
460
53
460
15
458
33
457
66
456
9
454
18
454
10
453
37
453
38
450
61
449
73
448
13
448
40
447
72
446
70
443
54
443
14
442
45
439
64
438
71
436
75
436
60
436
12
435
79
435
6
435
74
432
19
432
77
431
55
431
46
430
34
429
62
429
43
429
59
429
57
428
11
428
78
428
51
426
8
425
23
424
76
423
24
422
27
421
21
421
63
421
36
421
69
420
32
419
80
419
41
419
28
417
2
415
7
415
22
412
50
411
17
411
35
410
30
409
68
406
20
405
1
405
65
404
58
402
67
402
25
401
48
393
3
391
47
380
No.
Actual
occurrences
Expected
occurrences
Last
draw
Longest
interval
Current
interval
Average
interval
4
499
445.3
6938
91
7
13.90
52
482
445.3
6938
86
7
14.39
26
480
445.3
6939
82
6
14.46
49
474
445.3
6927
93
18
14.61
44
469
445.3
6943
85
2
14.80
16
467
445.3
6942
91
3
14.87
31
467
445.3
6913
80
32
14.80
5
465
445.3
6935
75
10
14.91
39
462
445.3
6936
77
9
15.01
29
462
445.3
6926
87
19
14.99
42
461
445.3
6920
89
25
15.01
56
460
445.3
6944
131
1
15.10
53
460
445.3
6940
117
5
15.09
15
458
445.3
6936
95
9
15.14
33
457
445.3
6945
101
0
15.20
66
456
445.3
6945
99
0
15.23
9
454
445.3
6925
123
20
15.25
18
454
445.3
6923
90
22
15.25
10
453
445.3
6939
119
6
15.32
37
453
445.3
6888
101
57
15.21
38
450
445.3
6913
79
32
15.36
61
449
445.3
6945
103
0
15.47
73
448
445.3
6940
82
5
15.49
13
448
445.3
6929
106
16
15.47
40
447
445.3
6943
141
2
15.53
72
446
445.3
6928
89
17
15.53
70
443
445.3
6945
81
0
15.68
54
443
445.3
6929
84
16
15.64
14
442
445.3
6929
117
16
15.68
45
439
445.3
6903
91
42
15.72
64
438
445.3
6941
111
4
15.85
71
436
445.3
6942
108
3
15.92
75
436
445.3
6909
103
36
15.85
60
436
445.3
6905
103
40
15.84
12
435
445.3
6941
108
4
15.96
79
435
445.3
6931
102
14
15.93
6
435
445.3
6919
86
26
15.91
74
432
445.3
6921
87
24
16.02
19
432
445.3
6915
128
30
16.01
77
431
445.3
6940
84
5
16.10
55
431
445.3
6939
70
6
16.10
46
430
445.3
6937
79
8
16.13
34
429
445.3
6942
115
3
16.18
62
429
445.3
6933
99
12
16.16
43
429
445.3
6912
110
33
16.11
59
429
445.3
6911
105
34
16.11
57
428
445.3
6941
128
4
16.22
11
428
445.3
6917
110
28
16.16
78
428
445.3
6905
102
40
16.13
51
426
445.3
6933
172
12
16.27
8
425
445.3
6944
124
1
16.34
23
424
445.3
6943
102
2
16.38
76
423
445.3
6932
111
13
16.39
24
422
445.3
6940
119
5
16.45
27
421
445.3
6939
131
6
16.48
21
421
445.3
6938
119
7
16.48
63
421
445.3
6923
112
22
16.44
36
421
445.3
6922
82
23
16.44
69
420
445.3
6933
111
12
16.51
32
419
445.3
6941
92
4
16.57
80
419
445.3
6930
144
15
16.54
41
419
445.3
6923
112
22
16.52
28
417
445.3
6932
129
13
16.62
2
415
445.3
6944
164
1
16.73
7
415
445.3
6935
147
10
16.71
22
412
445.3
6943
248
2
16.85
50
411
445.3
6942
126
3
16.89
17
411
445.3
6937
109
8
16.88
35
410
445.3
6943
90
2
16.93
30
409
445.3
6944
112
1
16.98
68
406
445.3
6945
98
0
17.11
20
405
445.3
6927
117
18
17.10
1
405
445.3
6908
90
37
17.06
65
404
445.3
6932
132
13
17.16
58
402
445.3
6935
99
10
17.25
67
402
445.3
6934
160
11
17.25
25
401
445.3
6934
106
11
17.29
48
393
445.3
6936
124
9
17.65
3
391
445.3
6938
111
7
17.74
47
380
445.3
6920
124
25
18.21
  • 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.