Simulation of a force free rotating asymmetric body

And if you think about it, all these different societies have different geometric design themes that they use.

You know what it means.

I could rotate it by a third of a turn, or a half a turn, or put it back down on its image, or two thirds of a turn.

Let me just draw the positive because we're going to rotate it around the y axis and it's symmetric anyway, so that's y equals x squared.

But then as well, I was able to just flip them, rotate them and combine them in different ways to create either regular patterns or abstract patterns.

There's no way that you could this is the exact center point the ellipse.

For example, if your matrix moves an object five units up, the inverse moves it five units down.

Well, I can rotate by a third of a turn clockwise or a third of a turn anticlockwise.

Asymmetrical

Symmetric Point

You take a sphere, in three dimensions, you rotate around the center of the sphere, and all those rotations leave the sphere alone.

Maxwell's equations are of course symmetrical under rotations of all of space.

Spin... spin... spin...

Reflect in Point

Reflect in Line

Symmetrical encryption

Only more debts.

The Alhambra somehow asks all of these questions.

Symmetrical its central body mass.

Which looks a little bit like Tally Fisher or Faber Jackson relation.

I don't always know why I take photographs of things.

Rotation

rotate

Rotate

Rotation

Rotation

Rational

Scatter

Turn!

And gone, too.

Select the line to reflect in...

lathe

Lathe

Surface of revolution

Lathe

Surface of Revolution

surface of revolution

Rotation Z

Rotation Y

Rotation X

Inverse

x rotation

x rotation

y rotation