Statistics for Super Sete
Statistics of real draws
In Super Sete statistics, the numbers are represented as follows: the first number (ten) represents the column and the second number (unit) represents the line/number. Example: 15 corresponds to column 1, number 5.
Super Sete (until the draw 685 on
Apr 25, 2025)
Most common triplets
Total occurrences of the most drawn triplets
Numbers
Actual frequency
Expected frequency
10
49
59
23
45
77
10
59
77
36
40
72
32
56
75
28
49
59
27
34
55
25
60
72
25
30
47
49
55
73
22
34
61
19
23
75
19
23
32
16
49
53
14
29
54
12
29
67
19
32
75
12
25
46
27
34
79
25
34
75
25
40
79
26
44
77
26
47
56
26
47
65
27
59
69
27
47
67
27
55
79
27
59
64
27
61
79
27
69
78
28
33
46
28
59
66
24
38
60
25
34
47
22
46
74
24
31
62
22
43
70
20
64
73
21
45
76
21
49
60
21
49
73
21
53
71
21
58
66
22
46
66
24
31
56
29
49
76
22
46
75
22
52
70
23
32
63
23
32
75
24
31
43
29
38
50
33
46
67
30
54
73
46
64
74
38
48
63
39
55
69
39
58
76
40
55
72
40
58
65
45
53
76
47
65
79
38
40
50
49
57
79
49
64
71
50
62
75
55
60
72
57
65
74
58
66
77
38
40
79
37
55
76
30
63
76
20
38
54
31
42
71
31
43
70
31
44
77
32
47
56
32
67
71
33
40
69
33
56
77
37
53
66
33
69
74
34
47
75
35
45
67
35
67
72
37
41
71
37
46
50
20
56
60
42
53
79
19
58
66
14
32
67
12
46
56
13
23
45
13
47
56
14
20
67
14
20
73
14
25
67
14
33
60
12
31
77
14
33
73
|
Triplet
|
Actual
occurrences
|
Expected
occurrences
|
Last
draw
|
Shortest
interval
|
Longest
interval
|
Current
interval
|
Average
interval
|
|
10 - 49 - 59
|
5
|
0.69
|
385
|
13
|
124
|
300
|
77.00
|
|
23 - 45 - 77
|
5
|
0.69
|
678
|
9
|
316
|
7
|
135.60
|
|
10 - 59 - 77
|
5
|
0.69
|
385
|
13
|
180
|
300
|
77.00
|
|
36 - 40 - 72
|
5
|
0.69
|
675
|
39
|
285
|
10
|
135.00
|
|
32 - 56 - 75
|
5
|
0.69
|
321
|
22
|
111
|
364
|
64.20
|
|
28 - 49 - 59
|
5
|
0.69
|
273
|
14
|
103
|
412
|
54.60
|
|
27 - 34 - 55
|
5
|
0.69
|
648
|
32
|
250
|
37
|
129.60
|
|
25 - 60 - 72
|
5
|
0.69
|
636
|
23
|
226
|
49
|
127.20
|
|
25 - 30 - 47
|
5
|
0.69
|
632
|
11
|
334
|
53
|
126.40
|
|
49 - 55 - 73
|
5
|
0.69
|
509
|
58
|
201
|
176
|
101.80
|
|
22 - 34 - 61
|
5
|
0.69
|
625
|
70
|
223
|
60
|
125.00
|
|
19 - 23 - 75
|
5
|
0.69
|
570
|
22
|
182
|
115
|
114.00
|
|
19 - 23 - 32
|
5
|
0.69
|
679
|
37
|
182
|
6
|
135.80
|
|
16 - 49 - 53
|
5
|
0.69
|
622
|
28
|
242
|
63
|
124.40
|
|
14 - 29 - 54
|
5
|
0.69
|
467
|
6
|
200
|
218
|
93.40
|
|
12 - 29 - 67
|
5
|
0.69
|
665
|
1
|
267
|
20
|
133.00
|
|
19 - 32 - 75
|
5
|
0.69
|
570
|
1
|
209
|
115
|
114.00
|
|
12 - 25 - 46
|
5
|
0.69
|
618
|
22
|
227
|
67
|
123.60
|
|
27 - 34 - 79
|
4
|
0.69
|
616
|
31
|
374
|
69
|
154.00
|
|
25 - 34 - 75
|
4
|
0.69
|
680
|
111
|
282
|
5
|
170.00
|
|
25 - 40 - 79
|
4
|
0.69
|
535
|
35
|
209
|
150
|
133.75
|
|
26 - 44 - 77
|
4
|
0.69
|
436
|
10
|
206
|
249
|
109.00
|
|
26 - 47 - 56
|
4
|
0.69
|
611
|
18
|
220
|
74
|
152.75
|
|
26 - 47 - 65
|
4
|
0.69
|
521
|
63
|
190
|
164
|
130.25
|
|
27 - 59 - 69
|
4
|
0.69
|
455
|
10
|
278
|
230
|
113.75
|
|
27 - 47 - 67
|
4
|
0.69
|
655
|
89
|
294
|
30
|
163.75
|
|
27 - 55 - 79
|
4
|
0.69
|
616
|
66
|
363
|
69
|
154.00
|
|
27 - 59 - 64
|
4
|
0.69
|
372
|
16
|
270
|
313
|
93.00
|
|
27 - 61 - 79
|
4
|
0.69
|
651
|
7
|
356
|
34
|
162.75
|
|
27 - 69 - 78
|
4
|
0.69
|
650
|
8
|
255
|
35
|
162.50
|
|
28 - 33 - 46
|
4
|
0.69
|
615
|
24
|
468
|
70
|
153.75
|
|
28 - 59 - 66
|
4
|
0.69
|
360
|
39
|
124
|
325
|
90.00
|
|
24 - 38 - 60
|
4
|
0.69
|
358
|
25
|
206
|
327
|
89.50
|
|
25 - 34 - 47
|
4
|
0.69
|
398
|
50
|
159
|
287
|
99.50
|
|
22 - 46 - 74
|
4
|
0.69
|
573
|
3
|
325
|
112
|
143.25
|
|
24 - 31 - 62
|
4
|
0.69
|
674
|
21
|
309
|
11
|
168.50
|
|
22 - 43 - 70
|
4
|
0.69
|
424
|
7
|
231
|
261
|
106.00
|
|
20 - 64 - 73
|
4
|
0.69
|
507
|
15
|
236
|
178
|
126.75
|
|
21 - 45 - 76
|
4
|
0.69
|
375
|
3
|
306
|
310
|
93.75
|
|
21 - 49 - 60
|
4
|
0.69
|
653
|
52
|
382
|
32
|
163.25
|
|
21 - 49 - 73
|
4
|
0.69
|
653
|
132
|
219
|
32
|
163.25
|
|
21 - 53 - 71
|
4
|
0.69
|
647
|
42
|
319
|
38
|
161.75
|
|
21 - 58 - 66
|
4
|
0.69
|
275
|
1
|
178
|
410
|
68.75
|
|
22 - 46 - 66
|
4
|
0.69
|
672
|
53
|
214
|
13
|
168.00
|
|
24 - 31 - 56
|
4
|
0.69
|
637
|
85
|
242
|
48
|
159.25
|
|
29 - 49 - 76
|
4
|
0.69
|
656
|
10
|
280
|
29
|
164.00
|
|
22 - 46 - 75
|
4
|
0.69
|
322
|
22
|
236
|
363
|
80.50
|
|
22 - 52 - 70
|
4
|
0.69
|
677
|
79
|
253
|
8
|
169.25
|
|
23 - 32 - 63
|
4
|
0.69
|
419
|
17
|
162
|
266
|
104.75
|
|
23 - 32 - 75
|
4
|
0.69
|
590
|
20
|
209
|
95
|
147.50
|
|
24 - 31 - 43
|
4
|
0.69
|
637
|
51
|
330
|
48
|
159.25
|
|
29 - 38 - 50
|
4
|
0.69
|
512
|
1
|
322
|
173
|
128.00
|
|
33 - 46 - 67
|
4
|
0.69
|
615
|
51
|
334
|
70
|
153.75
|
|
30 - 54 - 73
|
4
|
0.69
|
632
|
10
|
376
|
53
|
158.00
|
|
46 - 64 - 74
|
4
|
0.69
|
573
|
3
|
453
|
112
|
143.25
|
|
38 - 48 - 63
|
4
|
0.69
|
600
|
50
|
268
|
85
|
150.00
|
|
39 - 55 - 69
|
4
|
0.69
|
559
|
75
|
282
|
126
|
139.75
|
|
39 - 58 - 76
|
4
|
0.69
|
496
|
63
|
180
|
189
|
124.00
|
|
40 - 55 - 72
|
4
|
0.69
|
636
|
34
|
464
|
49
|
159.00
|
|
40 - 58 - 65
|
4
|
0.69
|
496
|
6
|
329
|
189
|
124.00
|
|
45 - 53 - 76
|
4
|
0.69
|
420
|
31
|
237
|
265
|
105.00
|
|
47 - 65 - 79
|
4
|
0.69
|
439
|
75
|
149
|
246
|
109.75
|
|
38 - 40 - 50
|
4
|
0.69
|
512
|
5
|
317
|
173
|
128.00
|
|
49 - 57 - 79
|
4
|
0.69
|
585
|
1
|
444
|
100
|
146.25
|
|
49 - 64 - 71
|
4
|
0.69
|
483
|
44
|
197
|
202
|
120.75
|
|
50 - 62 - 75
|
4
|
0.69
|
680
|
8
|
393
|
5
|
170.00
|
|
55 - 60 - 72
|
4
|
0.69
|
636
|
45
|
391
|
49
|
159.00
|
|
57 - 65 - 74
|
4
|
0.69
|
658
|
18
|
388
|
27
|
164.50
|
|
58 - 66 - 77
|
4
|
0.69
|
441
|
11
|
371
|
244
|
110.25
|
|
38 - 40 - 79
|
4
|
0.69
|
512
|
63
|
183
|
173
|
128.00
|
|
37 - 55 - 76
|
4
|
0.69
|
646
|
51
|
322
|
39
|
161.50
|
|
30 - 63 - 76
|
4
|
0.69
|
644
|
34
|
528
|
41
|
161.00
|
|
20 - 38 - 54
|
4
|
0.69
|
600
|
18
|
350
|
85
|
150.00
|
|
31 - 42 - 71
|
4
|
0.69
|
542
|
1
|
353
|
143
|
135.50
|
|
31 - 43 - 70
|
4
|
0.69
|
552
|
16
|
296
|
133
|
138.00
|
|
31 - 44 - 77
|
4
|
0.69
|
478
|
28
|
307
|
207
|
119.50
|
|
32 - 47 - 56
|
4
|
0.69
|
439
|
39
|
212
|
246
|
109.75
|
|
32 - 67 - 71
|
4
|
0.69
|
647
|
125
|
233
|
38
|
161.75
|
|
33 - 40 - 69
|
4
|
0.69
|
435
|
46
|
215
|
250
|
108.75
|
|
33 - 56 - 77
|
4
|
0.69
|
412
|
3
|
200
|
273
|
103.00
|
|
37 - 53 - 66
|
4
|
0.69
|
659
|
61
|
284
|
26
|
164.75
|
|
33 - 69 - 74
|
4
|
0.69
|
667
|
64
|
245
|
18
|
166.75
|
|
34 - 47 - 75
|
4
|
0.69
|
398
|
7
|
159
|
287
|
99.50
|
|
35 - 45 - 67
|
4
|
0.69
|
586
|
12
|
440
|
99
|
146.50
|
|
35 - 67 - 72
|
4
|
0.69
|
665
|
76
|
234
|
20
|
166.25
|
|
37 - 41 - 71
|
4
|
0.69
|
610
|
65
|
295
|
75
|
152.50
|
|
37 - 46 - 50
|
4
|
0.69
|
403
|
35
|
208
|
282
|
100.75
|
|
20 - 56 - 60
|
4
|
0.69
|
493
|
11
|
215
|
192
|
123.25
|
|
42 - 53 - 79
|
4
|
0.69
|
487
|
2
|
375
|
198
|
121.75
|
|
19 - 58 - 66
|
4
|
0.69
|
554
|
12
|
357
|
131
|
138.50
|
|
14 - 32 - 67
|
4
|
0.69
|
535
|
1
|
381
|
150
|
133.75
|
|
12 - 46 - 56
|
4
|
0.69
|
580
|
13
|
281
|
105
|
145.00
|
|
13 - 23 - 45
|
4
|
0.69
|
579
|
41
|
253
|
106
|
144.75
|
|
13 - 47 - 56
|
4
|
0.69
|
439
|
14
|
294
|
246
|
109.75
|
|
14 - 20 - 67
|
4
|
0.69
|
555
|
16
|
402
|
130
|
138.75
|
|
14 - 20 - 73
|
4
|
0.69
|
546
|
4
|
393
|
139
|
136.50
|
|
14 - 25 - 67
|
4
|
0.69
|
535
|
38
|
180
|
150
|
133.75
|
|
14 - 33 - 60
|
4
|
0.69
|
653
|
49
|
468
|
32
|
163.25
|
|
12 - 31 - 77
|
4
|
0.69
|
678
|
30
|
238
|
7
|
169.50
|
|
14 - 33 - 73
|
4
|
0.69
|
653
|
20
|
530
|
32
|
163.25
|
- The table shows the occurrences of the most frequently drawn triplets, considering all the draws of super sete (with the current matrix).
- Actual occurrences are the total actual occurrences of the triplets in the draws.
- Expected occurrences are the expected occurrences for each triplet according to the mathematical probability.
- Last draw is the most recent draw in which the triplet was drawn.
- Longest interval is the longest interval between draws in which the triplet was drawn.
- Current interval is the current interval since the last draw in which the triplet was drawn.
- Average interval is the general average of intervals between draws in which the triplet was drawn (until the last draw in which the triplet was drawn).
- The actual and expected occurrences tend to get closer to each other the largest the sample.
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