 Napkin folding problem

The Napkin Folding Problem is a classic problem in mathematics and combinatorial geometry, which involves determining the number of distinct ways to fold a napkin, typically represented as a two-dimensional sheet of paper. The goal is to explore how many unique configurations can be created through various folding techniques. The problem can be simplified into analyzing folds along a number of predefined lines, where each fold can change the orientation of the napkin.