We have heard about Different types of numbers and series.

For example **Ramanujan Number**, is the smallest number which can be expressed as the sum of two different cubes in two different ways.

Today we are going to see some another strange types of numbers and how to generate it with Python.

##
**How strange!**

Lets take a look at this number ..

The **number 2520** looks like a normal number like other numbers, but it is not like that.

The strange thing is that it is divisible by numbers from 1 to 10, whether these numbers are odd or even !!

###
**Lets see:**

2520 รท 1 = 2520

2520 รท 2 = 1260

2520 รท 3 = 840

2520 รท 4 = 630

2520 รท 5 = 504

2520 รท 6 = 420

2520 รท 7 = 360

2520 รท 8 = 315

2520 รท 9 = 280

2520 รท 10 = 252

See its awesome... But there is many more numbers like that.

Example: 5040,7560

Lets find more numbers like this by the way we Programmers do ..

We are going to do it Programmatically with Python ๐

## Lets get started.

Aim:

- Find numbers which are divisible by numbers from 1-10

Code:

```
def check(id: int):
for i in range(1,id):
check= 0
for j in range(1,11):
if i%j==0:
check= check+1
if check==10:
print(i)
check(100000)
```

The Code is simple.

- We are getting numbers from 1-100000(here) using for loop and range.
- We are initialising a variable to check for divisibility.

```
check=0
for j in range(1,11):
if i%j==0:
check= check+1
if check==10:
print(i)
```

- In the for loop we are checking the divisibility of the number with each numbers from 1-10.
- If a number is divisible the it will increment check by 1.
- Finaly we check if variable check is equal to 10 ( Means that the numbers is divisible by each in 1-10)

Final Output:

```
2520
5040
7560
10080
12600
15120
17640
20160
22680
25200
27720
30240
32760
35280
37800
40320
42840 45360
47880
50400
52920 55440
57960
60480
63000
65520
68040
70560
73080
75600
78120
80640
83160
85680
88200
90720
93240
95760
98280
```

That is for today guys .Thanks for reading the blog.

## Top comments (4)

You don't even need an algorithm to find those numbers: they're just multiples of 2520. That's not some kind of magic number, it's just the least common multiple of numbers from 1 to 10.

Oh..i didnt see that one.

Thanks for the information.

Guys..

Check here . I didnt know that all the numbers we multiples of 2520.

Thanks Franco Traversaro for the insight.

This might not be that strange but when i came to know about it i just made a blog.