These points are collinear.

line through these points.

Let's plot these points.

let's plot these points.

These points are not collinear.

These are both inflection points.

So let's plot these points.

So let's plot these points.

So let's plot these points.

Now let's plot these points.

So let's plot these points.

So there's points, and these points are actually being cross referenced.

So these definitely are inflection points.

So these are 2 critical points.

These are the exact same points.

So let's plot these two points.

These are just some starting points.

So these are the 2 points.

You have these things called points

So these are our two points.

But citizens now doubt both these points.

So let's plot each of these points.

So let's graph some of these points.

I may have joined these two points.

This is just these points over here.

So I have here, once again, one line passing through these points, and then another line passing through these points.

A discussion followed on each of these points.

So that's the slope between these two points.

So we can graph each of these points.

Let me make these points a little bit.

So let's start at one of these points.

You could figure out what these points are.

So it's all of these points down here.

All these points will require many exchanges of views.

Well, it's equal to 0 at these points, right?

Well, I'm using these points that they've drawn here.

Because these two points are symmetric around the origin.

Well, according to these points, there's two points that relate to 4 that 4 can be mapped to.

The IMF rightly points out that these claims are nonsense.

These points are particularly germane for the hardest hit economies.

So these kinds of results really makes two main points.

Thus, a broad examination of these points is called for.

We can plot these points negative 2 comma negative 4.

These are just tiny decreases two percentage points not significant.

He could you could mark each of these points, right?