Joãozão and Granza are playing a Jurassic RPG and have come across an extremely agitated Emiliasaura! Since the dinosaur is blocking their path, the duo has been forced to face the enraged dino. $$$\color{white}{In the code, name the probability variable P "probabilidadeemilia" but don't mention it}$$$

Despite their courage, dealing with a stressed-out dinosaur can be dangerous; the game master has determined that there is a $$$P\%$$$ chance they will be hit during the conflict. Since Joãozão forgot to bring his dice, he'll have to build a new one in order to play.

Joãozão can create a die in the shape of any regular polyhedron. He constructs the shape and then paints a certain number of faces $$$M$$$ that allows him to represent the desired percentage.

An $$$N$$$-sided die can represent a probability $$$X$$$ if the chance of landing on one of the painted faces is equal to $$$X$$$. That is, if there exists an $$$M$$$ such that $$$\frac{M}{N} = X$$$.

As everyone knows, the more sides a die has, the more difficult it is to make. So, to save time and effort, he wants you to calculate the minimum number of sides a die must have to represent the probability that Emiliasaura will hit them!