Check out the New York Take 5 Draw Result for July 28, 2025 10:30 PM. 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.

Winning Number Combination

1
6
14
15
18

Jackpot Prize

-

Winners

-

Odd / Even Numbers

2 / 3

High / Low Numbers

0 / 5

Number Sum

54

Root Sum

9

Number Frequency

Last 75 draws
From Jun. 21, 2025 10:30 PM To Jul. 28, 2025 12:00 AM
Ball Frequency Max Interval Avg. Interval
18
15
16 4.87
15
15
10 4.93
14
11
17 6.73
6
7
27 11.86
1
7
21 10.71

Number Frequency by Rank

Last 75 draws
From Jun. 21, 2025 10:30 PM To Jul. 28, 2025 12:00 AM
Rank Frequency Ball
1 16
11
2 15
18
26
15
3 14
28
4 13
17
31
5 12
29
20
6 11
16
23
36
30
5
14
21
7 10
3
10
37
25
32
7
8 8
9
24
38
19
13
39
33
9 7
35
6
1
2
34
10 6
4
27
11 5
22
12 3
8
13 2
12

Number Pairs

Pairs Last Drawn Interval
1 6
Apr-12-2025 2:30 PM 215
1 14
Jul-09-2025 2:30 PM 39
1 15
Jul-26-2025 2:30 PM 5
1 18
Jul-17-2025 2:30 PM 23
6 14
Jun-25-2025 10:30 PM 66
6 15
Jul-22-2025 10:30 PM 12
6 18
Jun-13-2025 2:30 PM 91
14 15
Jul-11-2025 2:30 PM 35
14 18
Jul-11-2025 10:30 PM 34
15 18
Jul-17-2025 2:30 PM 23

Number Triplets

Triplets Last Drawn Interval
1 6 14
Feb-10-2025 10:30 PM 336
1 6 15
Feb-13-2024 10:30 PM 1062
1 6 18
Jul-20-2023 10:30 PM 1478
1 14 15
Jun-21-2025 2:30 PM 75
1 14 18
Jun-21-2025 2:30 PM 75
1 15 18
Jul-17-2025 2:30 PM 23
6 14 15
Nov-29-2024 10:30 PM 482
6 14 18
Nov-03-2024 2:30 PM 535
6 15 18
Dec-24-2024 2:30 PM 433
14 15 18
Jun-21-2025 2:30 PM 75

Number Quadruplets

Quadruplets Last Drawn Interval
1 6 14 15
1 6 14 18
1 6 15 18
1 14 15 18
Jun-21-2025 2:30 PM 75
6 14 15 18

Number Quintuplets

Quintuplets Last Drawn Int.
1 6 14 15 18

Statistical Analysis

1
6
14
15
18

The dataset consists of 5 values ranging from 1 to 18, with a range of 17. The mean is 10.8, while the median is 14, suggesting the data is negatively skewed (left-tailed). There is no mode, indicating that all values are unique. The standard deviation is 6.31, 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).