Euromillions | Results for Nov 10 | 15 18 31 37 41 (€ 141,899,445.00)
Lucky Clover
Statistics for Quina
Statistics of real draws
Quina (until the draw 7167 on Nov 13, 2026)

General frequency

Total occurrences of each number
Number
Actual frequency
Expected frequency
4
510
26
498
52
492
44
488
49
487
29
482
16
482
31
480
5
478
53
478
56
477
42
476
39
475
9
473
15
473
66
472
33
471
18
468
61
466
14
466
10
463
38
462
13
460
37
460
73
460
54
459
72
458
70
457
40
456
12
452
60
452
19
451
55
451
74
450
6
448
64
448
57
447
45
447
79
446
71
445
78
445
75
445
34
443
77
442
46
442
43
442
62
441
59
440
24
440
51
439
23
439
27
438
63
437
11
437
8
436
21
434
2
434
80
434
41
433
76
433
69
432
36
432
32
429
22
427
7
427
50
426
28
426
17
425
30
423
1
422
68
421
35
421
25
419
20
418
67
416
58
416
65
412
48
406
3
401
47
398
No.
Actual
occurrences
Expected
occurrences
Last
draw
Longest
interval
Current
interval
Average
interval
4
510
459.6
7130
91
37
13.98
26
498
459.6
7164
82
3
14.39
52
492
459.6
7152
86
15
14.54
44
488
459.6
7158
85
9
14.67
49
487
459.6
7133
93
34
14.65
29
482
459.6
7162
87
5
14.86
16
482
459.6
7156
91
11
14.85
31
480
459.6
7166
80
1
14.93
5
478
459.6
7167
75
0
14.99
53
478
459.6
7161
117
6
14.98
56
477
459.6
7141
131
26
14.97
42
476
459.6
7129
89
38
14.98
39
475
459.6
7167
77
0
15.09
9
473
459.6
7167
123
0
15.15
15
473
459.6
7134
95
33
15.08
66
472
459.6
7162
99
5
15.17
33
471
459.6
7160
101
7
15.20
18
468
459.6
7160
90
7
15.30
61
466
459.6
7166
103
1
15.38
14
466
459.6
7155
117
12
15.35
10
463
459.6
7143
119
24
15.43
38
462
459.6
7125
79
42
15.42
13
460
459.6
7148
106
19
15.54
37
460
459.6
7129
101
38
15.50
73
460
459.6
7128
82
39
15.50
54
459
459.6
7149
84
18
15.58
72
458
459.6
7155
89
12
15.62
70
457
459.6
7144
81
23
15.63
40
456
459.6
7139
141
28
15.66
12
452
459.6
7156
108
11
15.83
60
452
459.6
7156
103
11
15.83
19
451
459.6
7166
128
1
15.89
55
451
459.6
7163
70
4
15.88
74
450
459.6
7165
87
2
15.92
6
448
459.6
7154
86
13
15.97
64
448
459.6
7153
111
14
15.97
57
447
459.6
7165
128
2
16.03
45
447
459.6
7154
91
13
16.00
79
446
459.6
7161
102
6
16.06
71
445
459.6
7161
108
6
16.09
78
445
459.6
7157
102
10
16.08
75
445
459.6
7149
103
18
16.07
34
443
459.6
7142
115
25
16.12
77
442
459.6
7165
84
2
16.21
46
442
459.6
7162
79
5
16.20
43
442
459.6
7159
110
8
16.20
62
441
459.6
7164
99
3
16.24
59
440
459.6
7156
105
11
16.26
24
440
459.6
7152
119
15
16.25
51
439
459.6
7159
172
8
16.31
23
439
459.6
7158
102
9
16.31
27
438
459.6
7157
131
10
16.34
63
437
459.6
7160
112
7
16.38
11
437
459.6
7139
110
28
16.34
8
436
459.6
7154
124
13
16.41
21
434
459.6
7147
119
20
16.47
2
434
459.6
7146
164
21
16.47
80
434
459.6
7146
144
21
16.47
41
433
459.6
7154
112
13
16.52
76
433
459.6
7151
111
16
16.52
69
432
459.6
7167
111
0
16.59
36
432
459.6
7153
82
14
16.56
32
429
459.6
7144
92
23
16.65
22
427
459.6
7152
248
15
16.75
7
427
459.6
7146
147
21
16.74
50
426
459.6
7164
126
3
16.82
28
426
459.6
7151
129
16
16.79
17
425
459.6
7139
109
28
16.80
30
423
459.6
7164
112
3
16.94
1
422
459.6
7145
90
22
16.93
68
421
459.6
7161
98
6
17.01
35
421
459.6
7124
90
43
16.92
25
419
459.6
7167
106
0
17.11
20
418
459.6
7159
117
8
17.13
67
416
459.6
7166
160
1
17.23
58
416
459.6
7165
99
2
17.22
65
412
459.6
7164
132
3
17.39
48
406
459.6
7161
124
6
17.64
3
401
459.6
7118
111
49
17.75
47
398
459.6
7165
124
2
18.00
  • 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.