Failed to revise Exif orientation these files

I'll revise them.

These terms, these first two terms are definitely divisible by 3

Please revise regularly every day.

What are these terms?

These terms don't apply.

These are the terms.

These are real terms, folks.

Do you accept these terms?

In the light of these facts, it may be necessary to revise our theory.

You'd better revise history for the exam.

These technical terms derive from Greek.

He puts up with these terms.

Awareness. Awakening. These are the key terms.

So, I'm trying to revise history, and give some of these guys more credit than they've had.

And we just make these two terms negative.

And now we can merge these two terms.

And now we can group these two terms.

We're dividing both of these terms by 74.

All right, Mr. Linus, these are my terms

You have 30 seconds to define these terms

Well, what we did is we took all of these individual terms, and these green terms here are just taking the derivative with respect to just x on each of these terms.

So these first two terms can be factored into these two expressions.

Because then both of these terms will get squared.

So both of these terms are divisible by 4x.

Although you may not be familiar with these terms,

How can we optimize these two terms over here?

And then let's look at these second two terms.

So first I'm going to multiply these two terms.

Or, if we add these two middle terms, you have fh times x, plus add these two terms fj plus gh x.

You have one more chance Tom to revise your estimate. Okay.

Well it's going to be these two terms added together.

And these are terms that are really important to know.

So, precision and recall. These terms have the following meaning.

Let's see, both of these terms are divisible by 7z.

These terms drop out. This leading term doesn't really matter.

We're essentially multiplying both of these terms times 1 74.

Well, all of these are constant terms, so nothing happens.

So this is these two terms that I'm adding together.

The vagueness of these terms sometimes can reach absurd levels.

And finally, we're going to use these capital delta terms to accumulate these partial derivative terms that we wrote down on the previous line.

So 5xy actually goes into every one of these terms, right?

Basically, each of these terms refers to some of the particles.

So if you look at these first two terms right here.

And interesting enough, both of these terms are on this side.