But I said that we have to also if I just shifted this function, you would have all this other stuff, because you would have had all this other stuff when the function was back here still going on.

He's moving again.

All the measurements are green.

They moved her.

Diamonds are moving.

So what are we dealing with here?

It gets pulled close.

They move from place to place.

So, relative to this train, we move from right here, we move 400 meters.

They're moving out.

And he is going to, while the whole column is going forward with the velocity, v, he's going to go to the front of it.

Golitsyn is on the move.

And then he's going to go to the back and they want to know how far did this whole column move.

'I want a clean cup,' interrupted the Hatter 'let's all move one place on.'

The fourth one always succeeds in a bounded number of steps.

Go back in.

And we move 600 meters relative to the front of train

Move!

Move!

The first point I go along the horizontal, what we traditionally call our x axis.

I'm back and forth in them all the time.

What about the poorest two billion here?

It's downward sloping at a slope of one two.

I'm sorry. Would you mind moving up just a little?

It's about a year's worth of data.

Now, if we look at the sequence, green, green, green, green, green, we first don't move at all, then move right, down, down, and right, you find that the most likely match in this world is we first sense this green over here.

If instead I force a greater detour,

Now I go through each grid cell and for each cell, I collect possible cells that the robot might have come from.

So that means for every 2 you run over, so if you go positive in the positive x direction 2, you move up 1.

Well, to cut a long story short, they're actually flying right across the ocean.

So, over time 1, how far does the column move?

Move?

Go on.

We go from S to B, and if the traffic light is red, we wait until it finally turns green.

Let's consider a robot that has slippery wheels so that sometimes when you make a movement a left or a right action the wheels slip and you stay in the same location.

The Stanford trial car trying to find a way through a maze.

Vector a would have taken any arbitrary point here and shifted it that way.

Move along!

Move, move!

Everything is gonna be fine.

Because let's say the rise in this situation is negative one, and the run is two.

Well, we're saying over time, when he moves to the front of the column.

They had to move this village in 1987 as a huge dune threatened to swallow it.

But this is true any function.

Are involved. I wanna get them out of here