The Ross-Littlewood paradox, also known as the "Littlewood's paradox," is a thought experiment that highlights some intriguing features of infinite sets and their properties in set theory and mathematical logic. It revolves around the concepts of countable and uncountable sets.
The paradox is presented as follows:
1. **Setup**: Imagine a sequential process in which balls are placed into a box. At each second, a certain number of balls is added


