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?

Dimension of What?

Dimension of what?

Of space.

In order for space to exist … space exists when there is equal and opposite relativity.

Equal and opposite relativity of dimension = space.

What is a dimension of space?

Once space is created, it has dimension.

Dimension of space is spatial curvature.