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The point sits at the centre of the square,
where its two diagonals intersect.
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*
From the same intersection, another square
can be drawn at right angles to the first.
Like this, we create eight equidistant points.
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*
By taking the original squares and extending all
eight sides, a new set of intersections is generated.
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*
The new Octagon, bigger than the first,
is perfectly derived from its archetype.
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Extending the sides of the Octagon generates another pair of larger squares.
The pattern is infinitely extendable around the point of origin with
perfect symmetry in every direction…
*
A point indicates a location in space which is present but has no dimension…
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Reblogged this on Stuart France.
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The building blocks of existence.
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Ideally…
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