If you reflect this guy, if you reflect this blue line, it becomes this orange line.

It's a line like that. It's the span of this guy.

And this guy is the inverse of that guy but not the negative inverse, so this guy is not perpendicular to either of the other two, but line A and line B are perpendicular to each other.

So the transformation of this guy, I'm just flipping him over this line.

The first guy goes, and you're just in line, and you just kind of lumber to the door.

But if I apply the transformation to this guy right here, I'm just going to flip it over the line.

This guy and this guy add up to this guy.

And I worked as a marketing guy, and a sales guy, and a knowledge guy, and a content guy, and a training guy.

And he said, You know, I'm not the kind of guy to rat people out, but some things just cross the line.

We have minus 2, 1, 2 dotted this guy, only this guy kind of survived that dot product, minus 2, then you take this guy dot this guy, only this guy survives. And then you take this guy dot that guy. This guy gets negative.

So maybe you're able to knock out that guy, that guy, that guy.

Let's divide this guy by that guy.

BF This guy, this guy invented air.

Guy

Guy!

Guy.

Guy.

Guy?

Think of that guy, that ba that guy.

Wait... this is a guy and a guy...

And then let me replace this guy with 4 times this guy, minus this guy.

I met a guy the guy on the left.

He's a nice guy. He's a really nice guy.

And why would a guy wanna marry a guy?

So can this guy ever be represented as a linear combination of this guy and that guy?

'What about this guy, this guy, this guy, and this guy? Maybe they meant the first elected female leader of a Muslim state ?' he writes.

Potato Guy

Potato Guy

Incredible guy.

That guy...

A guy?

This guy...

What? Guy?

Lucky guy.

The guy?

That guy...

What guy?

Guy Lombard!

What guy?

This guy?

Wise guy.

Wise guy.

Guy. Bruno.

But, Guy...

Hello, Guy.