For Nothing to Exists There Must Be Equal and Opposite Relativity

Are Lines of Dimension pre-existent?

Nothing = equal and opposite relativity of Dimension.

To have nothing, you have to have equal and opposite relativity.

A requisite of nothing, the null set, is equal and opposite relativity.

0 = +1 -1

To have the null set, you need [+1:-1].

0 = no dimension

Equal and opposite Relativity of Dimension = no dimension

equal and opposite relativity creates lines in space.

which can twist and knot.

Dimension of What?

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