And so if this is at distance 0, we could call this distance out here distance d.

Select this point

Apply a similitude mapping a point onto this point

Well, what we can do is, we can say let's take this as a starting point.

We may take the Gaian view.

El Salvador shares that point of view.

Start transport from this point of the circle

Construct an angle through this point

Construct an arc through this point

Construct a circle through this point

Construct an ellipse through this point

Construct a hyperbola through this point

Construct a parabola through this point

Construct a line through this point

Construct a half line through this point

Project this point onto the circle

We share this view.

Let me pick this right over here, x.

I completely understand this view.

I share this consensus view.

Plato would reject this view.

This is typically called the breakeven point.

My Government shares that view.

Portugal strongly rejects that view.

We fully support those views.

Construct a conic through this point

Construct the parallel line through this point

Construct a perpendicular line through this point

We strongly support that view.

We Australians fully endorse this view.

I'm gonna add that point on the surface.

An overwhelming majority of states share this view.

Not all Ugandans share this view.

Not everyone is sold on the idea, however.

That view, we will never change.

Construct a conic arc through this point

Construct a cubic curve through this point

A few key indicators appear to support this.

But there is scant evidence to support this view.

He said, Consider again that dot.

This view was shared by some of the presenters and participants.

The representative of the United States of America supported this idea.

The Nordic countries have long argued along those lines.

He said, Consider again that dot.

They don't want to look around, they just want to go, to get to that point.