Explore the mind-bending concept of infinity in this 30-minute video from Wondrium's "Mind-Bending Math: Riddles and Paradoxes" series. Delve into the paradoxical nature of Hotel Infinity, also known as Hilbert's Hotel, and grapple with mathematical conundrums such as accommodating infinite guests in a fully booked infinite hotel. Investigate the relationship between prime numbers and infinity, unique prime factorization, and the intriguing Ross-Littlewood paradox involving ping pong balls, vases, and barrels. Examine the concept of supertasks, E. Brian Davies' theory on infinitely powerful computers, and the equality of 0.999... to 1. Presented by David Kung, this thought-provoking exploration challenges conventional understanding of numbers and sets the stage for a deeper appreciation of mathematical infinity.