Check out the Michigan Fantasy 5 Draw Result for July 12, 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.

Winning Number Combination

13
18
23
28
33

Jackpot Prize

309,989.00

Winners

1

Odd / Even Numbers

3 / 2

High / Low Numbers

3 / 2

Number Sum

115

Root Sum

7

Number Frequency

Last 75 draws
From Apr. 29, 2025 To Jul. 12, 2025
Ball Frequency Max Interval Avg. Interval
23
16
13 4.75
33
12
17 6.42
28
12
17 6.25
18
7
20 11.57
13
7
28 14.00

Number Frequency by Rank

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

Number Pairs

Pairs Last Drawn Interval
13 18
May-08-2025 65
13 23
Jul-10-2025 2
13 28
May-08-2025 65
13 33
May-03-2025 70
18 23
Apr-02-2025 101
18 28
Jun-08-2025 34
18 33
Mar-26-2025 108
23 28
Jun-10-2025 32
23 33
Jul-06-2025 6
28 33
May-03-2025 70

Number Triplets

Triplets Last Drawn Interval
13 18 23
Sep-14-2022 1032
13 18 28
May-08-2025 65
13 18 33
Aug-26-2024 320
13 23 28
Mar-30-2025 104
13 23 33
Jan-04-2025 189
13 28 33
May-03-2025 70
18 23 28
Oct-12-2020 1734
18 23 33
Aug-11-2022 1066
18 28 33
Mar-26-2025 108
23 28 33
Oct-07-2021 1374

Number Quadruplets

Quadruplets Last Drawn Interval
13 18 23 28
13 18 23 33
13 18 28 33
13 23 28 33
18 23 28 33
Mar-06-2017 3050

Number Quintuplets

Quintuplets Last Drawn Int.
13 18 23 28 33

Statistical Analysis

13
18
23
28
33

The dataset consists of 5 values ranging from 13 to 33, with a range of 20. The mean is 23, while the median is 23, suggesting the data is symmetrically distributed. There is no mode, indicating that all values are unique. The standard deviation is 7.07, which reflects how spread out the numbers are from the mean. Overall, the dataset shows a moderate level of dispersion and appears to be symmetrically distributed.