somewhat like the ancient Greek liar's paradox, in which the truth of the statement This statement is false cannot be determined. {If the statement is true, then it's also false, and vice versa.} By coming up with statements
by Walter Isaacson
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The quote illustrates a form of paradox similar to the Greek liar's paradox, where a statement cannot be classified as definitively true or false. In this case, if the claim "This statement is false" is deemed true, it simultaneously contradicts itself by being false. This cyclical dilemma demonstrates how certain statements can elude binary categorization, challenging our understanding of truth.

In "The Innovators," Walter Isaacson explores various thinkers and creators...

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