Check out the La Primitiva Winning Numbers and Results for October 30, 2025. You’ll also find handy stats like odd-even numbers, high-low numbers, number frequency, common number pairs, and other quick statistical analysis and insights to help you explore the trends.
La Primitiva Charts
- Latest Draw Result
- Number Frequency
- Overdue Numbers
- Odd/Even Numbers
- High/Low Numbers
- Sum and Root Sum
- Hot and Cold Numbers
- Most Common Pairs
- Most Common Triplets
- Most Common Quadruplets
- Most Common Quintupletss
- Mean, STDEV, & Range Trend
- Mean Distribution
- Range Distribution
- STDDEV Distribution
- IQR Distribution
- Clustering Distribution
Winning Number Combination
Statistical Analysis
The dataset consists of 6 values ranging from 8 to 42, with a range of 34. The mean is 25.17, while the median is 26.5, suggesting the data is negatively skewed (left-tailed). There is no mode, indicating that all values are unique. The standard deviation is 13.83, which reflects how spread out the numbers are from the mean. Overall, the dataset shows a moderate level of dispersion and appears to be negatively skewed (left-tailed).
Previous La Primitiva Results
| October 27, 2025 |
13
23
24
38
42
45
25
|
View Statistics |
| October 26, 2025 |
15
17
46
50
51
6
|
View Statistics |
| October 25, 2025 |
05
13
14
36
44
46
12
|
View Statistics |
| October 23, 2025 |
07
15
17
34
47
49
40
|
View Statistics |
| October 20, 2025 |
02
08
14
24
28
39
43
|
View Statistics |
| Ball | Frequency | Max Interval | Avg. Interval | |
|---|---|---|---|---|
19 |
15 |
|
11 | 5.27 |
39 |
14 |
|
18 | 5.93 |
9 |
12 |
|
29 | 7.75 |
8 |
12 |
|
20 | 7.08 |
34 |
11 |
|
20 | 8.55 |
42 |
6 |
|
33 | 13.83 |
| Rank | Frequency | Ball |
|---|---|---|
| 1 | 18 |
46
|
| 2 | 16 |
38
|
| 3 | 15 |
19
|
| 4 | 14 |
39
|
| 5 | 12 |
9
16
6
14
8
|
| 6 | 11 |
34
4
36
|
| 7 | 10 |
10
23
43
25
45
20
|
| 8 | 9 |
15
28
41
24
5
18
44
40
|
| 9 | 8 |
47
29
49
30
12
33
|
| 10 | 7 |
17
32
13
7
|
| 11 | 6 |
2
22
42
11
26
21
|
| 12 | 5 |
35
48
37
31
1
27
|
| 13 | 4 |
3
|
| Pairs | Last Drawn | Interval |
|---|---|---|
|
8
9
|
Sep-04-2025 | 32 |
|
8
19
|
Jun-01-2024 | 232 |
|
8
34
|
Sep-29-2025 | 17 |
|
8
39
|
Oct-20-2025 | 5 |
|
8
42
|
Aug-02-2025 | 49 |
|
9
19
|
Sep-13-2025 | 27 |
|
9
34
|
Jul-07-2025 | 60 |
|
9
39
|
Sep-01-2025 | 33 |
|
9
42
|
May-27-2024 | 234 |
|
19
34
|
Oct-16-2025 | 8 |
|
19
39
|
May-01-2025 | 89 |
|
19
42
|
Jun-30-2025 | 63 |
|
34
39
|
Oct-02-2025 | 16 |
|
34
42
|
Aug-26-2024 | 195 |
|
39
42
|
May-15-2025 | 83 |
| Triplets | Last Drawn | Interval |
|---|---|---|
|
8
9
19
|
Dec-08-2018 | 885 |
|
8
9
34
|
Mar-14-2015 | 1275 |
|
8
9
39
|
Sep-01-2025 | 33 |
|
8
9
42
|
Dec-01-2022 | 467 |
|
8
19
34
|
Jan-16-2010 | 1813 |
|
8
19
39
|
Jul-11-2022 | 528 |
|
8
19
42
|
Apr-21-2018 | 951 |
|
8
34
39
|
Sep-29-2018 | 905 |
|
8
34
42
|
Oct-27-2018 | 897 |
|
8
39
42
|
Feb-04-2017 | 1077 |
|
9
19
34
|
Nov-12-2022 | 475 |
|
9
19
39
|
Apr-28-1994 | 3454 |
|
9
19
42
|
||
|
9
34
39
|
Feb-01-2025 | 127 |
|
9
34
42
|
Feb-24-2000 | 2846 |
|
9
39
42
|
Sep-21-2023 | 341 |
|
19
34
39
|
Aug-25-2012 | 1541 |
|
19
34
42
|
Feb-27-2021 | 671 |
|
19
39
42
|
Sep-02-2023 | 349 |
|
34
39
42
|
Feb-05-2024 | 282 |
| Quadruplets | Last Drawn | Interval |
|---|---|---|
|
8
9
19
34
|
Aug-24-1995 | 3316 |
|
8
9
19
39
|
||
|
8
9
19
42
|
||
|
8
9
34
39
|
Mar-14-2015 | 1275 |
|
8
9
34
42
|
||
|
8
9
39
42
|
||
|
8
19
34
39
|
||
|
8
19
34
42
|
Jul-06-1995 | 3330 |
|
8
19
39
42
|
||
|
8
34
39
42
|
||
|
9
19
34
39
|
||
|
9
19
34
42
|
||
|
9
19
39
42
|
||
|
9
34
39
42
|
||
|
19
34
39
42
|
| Quintuplets | Last Drawn | Int. |
|---|---|---|
|
8
9
19
34
39
|
||
|
8
9
19
34
42
|
||
|
8
9
19
39
42
|
||
|
8
9
34
39
42
|
||
|
8
19
34
39
42
|
||
|
9
19
34
39
42
|
La Primitiva Charts
- Latest Draw Result
- Number Frequency
- Overdue Numbers
- Odd/Even Numbers
- High/Low Numbers
- Sum and Root Sum
- Hot and Cold Numbers
- Most Common Pairs
- Most Common Triplets
- Most Common Quadruplets
- Most Common Quintupletss
- Mean, STDEV, & Range Trend
- Mean Distribution
- Range Distribution
- STDDEV Distribution
- IQR Distribution
- Clustering Distribution