You get the size of two server groups and a desired target for group A in percent (0 - 100). How should you choose the weights for each individual server of a group (each server of a group has to have the same weight), that the combined weights of grooup A are the percentage of the combined weights of all groups.

• The weight have to be integers between 0 and 255.
• You should return the solution with the lowest values if there are multiple solutions possible.
• You should return the solution with lowest error if there are no perfect solutions.

Example:

group_a_size = 2
group_b_size = 4
target = 50

Solution: 2,1

+--------+--------+-----------------+
| server | weigth | weight by group |
+--------|--------+-----------------+
| A1     |      2 |                 |
| A2     |      2 |        4  (50%) |
+--------+--------+-----------------+
| B1     |      1 |                 |
| B2     |      1 |                 |
| B3     |      1 |                 |
| B4     |      1 |        4  (50%) |
+--------+--------+-----------------+
| total  |      8 |        8 (100%) |
+--------+--------+-----------------+

The weight of all A servers is 4 which is 50 of the total way.

pipenv install --dev
pipenv run pytest .

Copy the soultion_template.py to <nick>_solution.py and fill the function.