Check out the New York Lotto Draw Result for April 26, 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.
Rank | Frequency | Ball |
---|---|---|
1 | 14 |
41
|
2 | 13 |
55
|
3 | 12 |
57
38
|
4 | 11 |
46
9
3
48
42
31
51
58
|
5 | 10 |
40
29
11
1
|
6 | 9 |
34
15
54
4
5
50
52
|
7 | 8 |
22
36
30
|
8 | 7 |
14
8
47
35
10
49
43
56
18
44
32
13
39
33
|
9 | 6 |
27
2
12
19
26
20
|
10 | 5 |
53
23
17
7
|
11 | 4 |
59
24
37
25
|
12 | 3 |
21
28
6
45
|
13 | 2 |
16
|
Pairs | Last Drawn | Interval |
---|---|---|
11
12
|
Oct-11-2023 | 161 |
11
15
|
Nov-13-2024 | 47 |
11
27
|
Nov-27-2024 | 43 |
11
38
|
Dec-11-2024 | 39 |
11
44
|
Nov-13-2024 | 47 |
12
15
|
Jan-03-2024 | 137 |
12
27
|
Sep-24-2022 | 270 |
12
38
|
Feb-26-2025 | 17 |
12
44
|
Jun-17-2023 | 194 |
15
27
|
Sep-28-2024 | 60 |
15
38
|
Nov-13-2024 | 47 |
15
44
|
Nov-13-2024 | 47 |
27
38
|
Jul-02-2022 | 294 |
27
44
|
Dec-07-2022 | 249 |
38
44
|
Nov-13-2024 | 47 |
Triplets | Last Drawn | Interval |
---|---|---|
11
12
15
|
Nov-12-2022 | 256 |
11
12
27
|
Oct-05-2011 | 1415 |
11
12
38
|
Aug-21-2013 | 1219 |
11
12
44
|
Jun-17-2023 | 194 |
11
15
27
|
Sep-16-2017 | 794 |
11
15
38
|
Nov-13-2024 | 47 |
11
15
44
|
Nov-13-2024 | 47 |
11
27
38
|
Jun-23-1993 | 3323 |
11
27
44
|
Mar-27-1999 | 2722 |
11
38
44
|
Nov-13-2024 | 47 |
12
15
27
|
Apr-20-2013 | 1254 |
12
15
38
|
Nov-03-1984 | 4572 |
12
15
44
|
Oct-31-2012 | 1303 |
12
27
38
|
Jul-19-1997 | 2898 |
12
27
44
|
Jun-20-1990 | 3718 |
12
38
44
|
Jul-10-2013 | 1231 |
15
27
38
|
Jul-02-2022 | 294 |
15
27
44
|
Jul-03-1991 | 3557 |
15
38
44
|
Nov-13-2024 | 47 |
27
38
44
|
Nov-09-1991 | 3502 |
The dataset consists of 6 values ranging from 11 to 44, with a range of 33. The mean is 24.5, while the median is 21, suggesting the data is positively skewed (right-tailed). There is no mode, indicating that all values are unique. The standard deviation is 12.89, which reflects how spread out the numbers are from the mean. Overall, the dataset shows a moderate level of dispersion and appears to be positively skewed (right-tailed).