So just return that dictionary.

So just filling that in.

So I did just that.

So let's just do that.

So that just equals 0.

So that just becomes 0.

So that is just 20.

So that is just 1.

So just open that backpack. Heavy! Just clothes?

So let's just write that first.

Just so I make that clear.

So we just take that two.

So let's just write that down.

So let's just write that out.

So let's just continue that pattern.

Well, it's just so interesting that

So let's just leave that there.

Let's say that that equals x. So let's just remind ourselves, that's just

So, how did it just do that?

So let's just do that real fast.

Alright? So just try that, really easy.

So that was just a little snip.

So let me just tell you that.

So plus p squared just like that.

So let's just put that in there.

So that just becomes x minus 1.

So, I just draw that in here.

So I just figured that out earlier.

So that one just gets us there.

A. So just be careful of that.

So you plot it just like that.

That was like just so super cool.

So let me just write that there.

I'm just so used to that story.

So let's just type that it in.

So just hold your hands like that.

So let's say that that state just for convenience

So we'll just assume that that is our psi.

So you could almost just write the eighteen just like that.

Well 1 squared is just 1, so that is just 1.

So...if....so I'll just leave that stuff over there.

So just the notation, just so you're comfortable with it, that would be so partial x, partial y.

So just like, that we're able to do that problem.

So just don't make that mistake. Again, it's one of the thing that I just.

So just graphing that on a number line, we just put a