When mathematical infinity meets child logic, mathematicians weep! This parent tried explaining that numbers are infinite and thus have no "biggest" one, even mentioning the googolplex (10^10^100 - a number so large it can't be written in standard notation in our universe). But the 6-year-old delivered the ultimate mathematical paradox - if infinite numbers exist, then surely "googoobazillion" must exist too! The beautiful irony is that the kid's makeshift number actually demonstrates a profound truth - we can always invent new names for bigger numbers, which is precisely why infinity is so mind-bending. The "checkmate" at the end is the chef's kiss of mathematical humiliation.