Check out the New York Take 5 Draw Result for July 27, 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

18
20
29
33
36

Jackpot Prize

-

Winners

-

Odd / Even Numbers

2 / 3

High / Low Numbers

4 / 1

Number Sum

136

Root Sum

1

Number Frequency

Last 75 draws
From Jun. 20, 2025 10:30 PM To Jul. 27, 2025 12:00 AM
Ball Frequency Max Interval Avg. Interval
18
16
16 4.69
29
12
25 7.50
20
12
13 6.67
36
11
19 6.82
33
8
24 10.13

Number Frequency by Rank

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

Number Pairs

Pairs Last Drawn Interval
18 20
Jul-23-2025 10:30 PM 8
18 29
Jul-16-2025 2:30 PM 23
18 33
Jun-22-2025 2:30 PM 71
18 36
Jul-16-2025 2:30 PM 23
20 29
Apr-17-2025 10:30 PM 202
20 33
Jul-12-2025 2:30 PM 31
20 36
Apr-06-2025 2:30 PM 225
29 33
May-25-2025 2:30 PM 127
29 36
Jul-16-2025 2:30 PM 23
33 36
Jul-25-2025 10:30 PM 4

Number Triplets

Triplets Last Drawn Interval
18 20 29
Apr-17-2025 10:30 PM 202
18 20 33
Jun-22-2025 2:30 PM 71
18 20 36
May-01-2022 10:30 PM 2366
18 29 33
Feb-15-2025 10:30 PM 324
18 29 36
Jul-16-2025 2:30 PM 23
18 33 36
Sep-11-2024 2:30 PM 639
20 29 33
Jan-04-2025 10:30 PM 408
20 29 36
Jan-15-2024 2:30 PM 1119
20 33 36
Jun-03-2023 10:30 PM 1570
29 33 36
Dec-13-2024 10:30 PM 452

Number Quadruplets

Quadruplets Last Drawn Interval
18 20 29 33
18 20 29 36
18 20 33 36
Aug-09-2016 10:30 PM 4737
18 29 33 36
20 29 33 36
Jun-03-2023 10:30 PM 1570

Number Quintuplets

Quintuplets Last Drawn Int.
18 20 29 33 36

Statistical Analysis

18
20
29
33
36

The dataset consists of 5 values ranging from 18 to 36, with a range of 18. The mean is 27.2, while the median is 29, suggesting the data is negatively skewed (left-tailed). There is no mode, indicating that all values are unique. The standard deviation is 7.08, 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).