Why Negation is, Necessarily, Duplication

Ilexa Yardley
The Circular Theory
1 min readMay 26, 2017

If you say you don’t believe something, you are proving you do.

Opposing points of view conserve a mandatory circle.

Saying you believe (or do not believe) something makes no sense (means nothing).

X and Y conserve a circle.

Therefore, negation is, necessarily, duplication (if you say you don’t, you do) (we are stuck with duplicitous points of view).

https://www.amazon.com/Skating-Mirror-Observer-Conserves-Circle/dp/1505585651/

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