Given an array of numbers, return an array, with each member of input array rounded to a nearest number, divisible by 5.

For example:
```
roundToFive([34.5, 56.2, 11, 13]);
```
should return
```
[35, 55, 10, 15]
```

```if:python
Roundings have to be done like "in real life": `22.5 -> 25`
```

Source: codewars | Difficulty: EASY

Starter code: def round_to_five(numbers):
	

Solutions:
from decimal import Decimal, ROUND_HALF_UP

def round_to_five(numbers):
	return [(n / 5).quantize(1, ROUND_HALF_UP) * 5 for n in map(Decimal, numbers)]


def round_to_five(numbers):
	return [5 * int(x / 5 + 0.5) for x in numbers]


def round_to_five(numbers):
	return [int((n + 2.5) / 5) * 5 for n in numbers]


round_to_five = lambda l: [round((0.01 + n) / 5) * 5 for n in l]


def round_to_five(numbers):
	return [int((x // 5 + (x % 5 >= 2.5)) * 5) for x in numbers]


def round_to_five(arr):
	return [5 * round(v / 5 + 0.01) for v in arr]


import math

def round_to_five(numbers):
	output = []
	for n in numbers:
		if n % 5 == 0:
			output.append(int(n))
		elif n % 10 < 5 and n % 5 < 2.5 or (n % 10 > 5 and n % 5 >= 2.5):
			output.append(int(round(n, -1)))
		elif n % 10 < 5 and n % 5 >= 2.5:
			output.append(int(round(n, -1) + 5))
		else:
			output.append(int(round(n, -1) - 5))
	return output


from math import floor, ceil

def rond(x):
	return floor(x) if x % 1 < 0.5 else ceil(x)

def round_to_five(numbers):
	return [rond(x / 5) * 5 for x in numbers]


def rounding(n):
	intPart = int(n)
	fracPart = n - intPart
	if fracPart >= 0.5:
		n = intPart + 1
	else:
		n = intPart
	for i in range(6):
		up = n + i
		down = n - i
		if up % 5 == 0:
			return up
		elif down % 5 == 0:
			return down

def round_to_five(numbers):
	numbers = [rounding(n) for n in numbers]
	return numbers