Jan-Markus Schwindt's paper argues that in the Many-Worlds Interpretation (MWI) of quantum mechanics, nothing happens because the state vector of the universe lacks distinguishing information among equivalent vectors in a Hilbert space. He introduces the concept of "Nirvana frames," where branches of the universe rotate without interaction, suggesting that all decompositions of the state vector exhibit this characteristic. The discussion highlights the challenge of identifying a preferred basis for separating systems, which is crucial for understanding interactions and measurements in quantum mechanics. Critics point out that Schwindt's conclusions may overlook the existence of decompositions where interactions do occur, questioning his assertion that MWI cannot accommodate state evolution. Overall, the conversation emphasizes the need for further exploration of the implications of Schwindt's claims on the foundations of quantum theory.