You made these with bacon grease.

And this comes straight out of statement 4, or we could say, corresponding sides, sides congruent, corresponding sides are congruent

That is veggie bacon.

Baconflavored pudding.

Bacon.

That's another square.

The great Leviathan that maketh the seas to seethe like boiling pan.

This side is 7, and that side is 7. And for a square, you could say it's a 1 by 1 square because that specifies all of the sides.

No, we used that.

Run Around Side

I'm supposed to be up here telling you the good news.

With bacon.

Could I have some bacon?

It's veggie bacon.

It's the highest range in the state over 13,000 feet.

We've established that multiple times.

What are you doing? ! Tomatoes, sausages, nice crispy bacon.

Taub and Brown, you take the side.

In a rhombus, not only are the opposite sides parallel, but also all the sides have equal length

Maybe a little bacon.

It is going to come to rest.

Now, what about this pentagon?

It's going to be generated by just the millions and billions and trillions of little bumps every time let me draw a side view.

So I think I'm actually the first one here I lead.

I'm going to follow maybe a different path than you did, but I'm going to do my best to try it.

A lot! ..of bacon.

No bacon today?

So this is my three dimensional plane.

And so, TEDxSanna said,

That side is parallel to that side

About 200 years before,

So that side is obviously is going to be the same length for both of these triangles.

And for some strange reason, he's been in lots of different movies with lots of different kinds of people.

The minotaurs will take the left flanks.

I'll alternate port and starboard thrusters.

Second Platoon. Protect the flanks.

General, we've been outflanked.

I'll burn the bacon

That's good. so cheese omelet, extra bacon, crisp...

Oi! The bacon's burning!

These are the same thing.

We could just solve for x here.

And he sets an example of the concerned scientist.

I handled the business side.

What if they had said,