Humans relate to nature through the intermediation of abstract linguistic concepts that aren’t themselves part of nature. Animals, on the other hand, relate to nature through actions—gestures, secretions, sounds, etc.—that evoke meaning in a manner directly grounded in the elements of nature. The potential power of this more direct approach has been illustrated by Kurt Gödel, who used elements of mathematics—natural numbers and arithmetic operations—to model mathematics itself and investigate its nature, thereby unlocking great insight. This is analogous to how animals relate to their world. Could Gödel’s insight help us transcend the artificial boundaries created by our abstract concepts and, thereby, better understand reality?