Check out the Lotto 6/42 Draw Result for June 28, 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.
Pairs | Last Drawn | Interval |
---|---|---|
3
11
|
Jun-03-2025 | 11 |
3
20
|
May-20-2025 | 17 |
3
26
|
Aug-20-2024 | 132 |
3
29
|
Nov-21-2024 | 92 |
3
36
|
May-31-2025 | 12 |
11
20
|
Sep-03-2024 | 126 |
11
26
|
Apr-24-2025 | 28 |
11
29
|
Feb-20-2025 | 53 |
11
36
|
Feb-20-2025 | 53 |
20
26
|
Jun-14-2025 | 6 |
20
29
|
Nov-21-2024 | 92 |
20
36
|
May-25-2024 | 169 |
26
29
|
Feb-20-2025 | 53 |
26
36
|
Feb-27-2025 | 50 |
29
36
|
Feb-20-2025 | 53 |
Triplets | Last Drawn | Interval |
---|---|---|
3
11
20
|
Jul-04-2009 | 2386 |
3
11
26
|
Nov-11-2023 | 251 |
3
11
29
|
Oct-19-2024 | 106 |
3
11
36
|
May-12-2011 | 2123 |
3
20
26
|
Sep-15-2015 | 1454 |
3
20
29
|
Nov-21-2024 | 92 |
3
20
36
|
May-25-2024 | 169 |
3
26
29
|
Jul-19-2014 | 1631 |
3
26
36
|
Jan-22-2019 | 937 |
3
29
36
|
Oct-31-2023 | 256 |
11
20
26
|
Aug-19-2021 | 594 |
11
20
29
|
Oct-03-2015 | 1446 |
11
20
36
|
Oct-24-2023 | 259 |
11
26
29
|
Feb-20-2025 | 53 |
11
26
36
|
Feb-20-2025 | 53 |
11
29
36
|
Feb-20-2025 | 53 |
20
26
29
|
Oct-03-2015 | 1446 |
20
26
36
|
Sep-23-2014 | 1603 |
20
29
36
|
Nov-02-2021 | 562 |
26
29
36
|
Feb-20-2025 | 53 |
Quadruplets | Last Drawn | Interval |
---|---|---|
3
11
20
26
|
||
3
11
20
29
|
||
3
11
20
36
|
||
3
11
26
29
|
||
3
11
26
36
|
May-12-2011 | 2123 |
3
11
29
36
|
||
3
20
26
29
|
||
3
20
26
36
|
Apr-30-2013 | 1820 |
3
20
29
36
|
Dec-26-2013 | 1717 |
3
26
29
36
|
||
11
20
26
29
|
Oct-03-2015 | 1446 |
11
20
26
36
|
||
11
20
29
36
|
||
11
26
29
36
|
Feb-20-2025 | 53 |
20
26
29
36
|
The dataset consists of 6 values ranging from 3 to 36, with a range of 33. The mean is 20.83, while the median is 23, suggesting the data is negatively skewed (left-tailed). There is no mode, indicating that all values are unique. The standard deviation is 11.1, 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).