In it he proves that all things are true and states how the truths of all contradictions may be reconciled physically, such as for example that white is black and black is white; that one can be and not be at the same time; that there can be hills without valleys; that nothingness is something and that everything, which is, is not. But take note that he proves all these unheard-of paradoxes without any fallacious or sophistical reasoning.

Summary

This quote is explaining the idea that the author presents various paradoxes in order to demonstrate that contradictory statements can still be considered true. They give examples such as white being considered black, existence and non-existence coexisting, and the concept of hills without valleys. The author emphasizes that these paradoxes are proven without any deceptive or faulty arguments - suggesting that they are thoughtfully and logically reconciled.

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