The fourth theorem states that, for a given fixed entropy, this flow is unique, up to a constant rescaling of time. The fifth theorem states that there is a single, unique flow (up to a constant rescaling of time) that has infinite entropy.
The fourth theorem asserts that, given a constant level of disorder, this flow is singular, subject to a proportional adjustment in time. The fifth theorem posits that there exists a single, unique flow (subject to a proportional adjustment in time) characterized by infinite disorder.