You could just say, OK, this is a square.

You could pretty plainly tell how long each one had been ashore.

Or instead of saying congruent, I could say equal.

Shall we say betting?

We could say roughly 1.89.

Well, can we say anything about the pattern of who survives and who doesn't?

We can no more say that than we can say 1 divided by 0 is equal to blue.

What can we say to them?

But we're interested in, can we say something about when disagreements occur versus don't occur?

We could say a plus b times 3 is equal to 12.

Or you could, if we added t to both sides, we could say that t is equal to x plus c.

The same can be said of our molecules.

I guess you could say.

And the easiest way we can do that, is say hey, is there any common factor?

Goodbye to the Dollar?

Shall we say goodbye now?

Just what specie or shall we say genus are you, my dear?

The real value of the Bastille to the revolutionaries, we could say, is that there were weapons there.

Farewell to Inflation Targeting?

to encourage, shall we say, younger actresses,

And how can we say that?

You could imagine a situation that, right now, its real GDP is, let's say it's the equivalent of 100 drachma.

Can you loan me?

So 5 3, we could say is is equal to 5 3.

You never can tell, Jeeves! Very seldom, sir.

So let's say this guy actually, I can show it.

So for our purposes, we can just say that psi is equal to this.

We say okay, does fifteen go into two?

Shall I say I love you?

Who knows? Shall we say 100,000?

Instead of explicitly drawing these bonds, you could say that this part right here

Unlike Gertrude Stein's roses, it's not the case that a transistor is a transistor.

So we could say that y is equal to the indefinite integral 2x dx.

Now another way to think about this is this is just like saying this is 4 thousands plus or you could even think of and so plus 3 hundreds plus 50, you could think of it as 5 tens plus 6.

Who can say the same for the products of Damien Hirst?

Sample variance.

And so we could actually say that since these two triangles are symmetric.

Points in just R, or we could just say R1, you could just graph those on a number line.

Can't you hear it?

Lohmann, if you'd be willing to help me out...

Can I hear you?

Could you give me a lift?

Well, you can dismiss.

Would it be possible for me to see...

Will you get to the point?