And both of those are divisible by 13, this is the same thing as one forth.

So let's say that this thing right over here is making five revolutions every second

2x2x2 cube, 4 moves

3x3x1 mat, 4 moves

3x3x3 cube, 4 moves

4x4x4 cube, 4 moves

5x5x5 cube, 4 moves

He turned the dial on the bicycle lock.

What's the area of each of these triangles?

6x3x2 brick, 4 moves

2x2x1 mat, 1 move

Let's make it this one let me change the color pink.

Now I have 3 one fourths.

Player 1 Rotate Left

What I if I did it in the other order? Would it make any difference?

Right.

So this is the exact same problem here.

Well let's do that.

So now I have 5.

But this language allows us to say that they are representations of the same symmetrical abstract object, which we call 4 4 2.

What about the center of a triangle?

So that's what the five pies represent.

Lock on the transporter.

Turn your head a 1 4 inch.

And we find the same symmetries here, and the same interaction.

let's do six of them.

So here I have 2 one fourths, or you could see I have 2 4.

Let me write it like that.

This is 4, 1 4ths, another 4,1 4ths another 4,1 4ths this is another 4, 1 4ths.

So 5 is the same thing as 20 4, and then this plus 1 4 is the same thing as plus 1 4.

Well, let's just finish up this problem.

Check and control rotation on this STB, should be three hundred per minute.

So let me say out of this area I don't know this is 1 2.

Now this is a whole, right?

What is 4 4?

Minus 2 is the same thing as minus 2 times x plus 4 over x plus 4.

What can I do to the starfish which makes it look the same?

Of course, it doesn't make any difference.

Can you get a transporter lock?

So they tell us that this is 1 and 3 4 units long.

And the reason why this makes sense is 1 is 4 4, or 1 is 4 times 1 fourths, right?

3 times 4 times 1 2.

The area of the rectangle part is 8 times 5, that's 40.

Five squares, subtract four squares equals one square, one twentieth.

20 4 or 20 pieces, where each piece is 1 4.