# Challenge: Find the Egyptian Fraction's Denominators

Given a positive fraction, break it down into its Egyptian fraction's denominators.

## We'll cover the following

## Problem statement

Every positive fraction can be represented as the sum of its unique unit fractions. A fraction is a unit fraction, if the numerator is `1`

and the denominator is a positive integer. For example, `1/3`

is a unit fraction. Such a representation is called an **Egyptian Fraction**.

### Input

Two variables `numerator`

and `denominator`

### Output

A list in the format `[d1, d2, ..., dn]`

### Sample input

```
numerator = 2
denominator = 3
```

### Sample output

```
result = [2, 6]
```

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