Oh so both of the first two are correct.

They're both correct, and then there's estimates for where landmarks are.

Both of the interpretations are correct or the sentence is ambiguous.

It's also correct, if the two individuals being compared are both women.

So remember, they both know the correct answer.

Are you correct?

Well, getting correct on both is only this one, correct on choice 1 and correct on choice on problem number 2.

You are absolutely correct.

Our PhDs are correct.

And you are correct.

And which of these outcomes represent getting correct on both?

Now, my dear, if you don't mind, tomorrow's schedule, if that's your preferred pronunciation, both are correct.

Within which are correct writings.

Empty answers are never correct.

These are the correct answers.

This is an approximation and is only correct to the point that these motions equations are correct that are not correct.

You are correct in your judgement.

You are correct in thinking so.

Those are the correct link IDs.

And there's only one correct one, so only one of them are correct.

Both are profoundly involved in both.

Both are viable both take off.

But both of these are true, both are important.

What is the probability of randomly guessing the correct answer on both problems?

Correct the errors if there are any.

Are you addressed by your correct name?

Both are alive.

Wow it turns out that this idea is even correct as long as, the two individuals being compared are both men.

Not all the laws of nature are correct.

You can check whether these values are correct.

You are great. This is the correct posture.

Correct!

Correct

Correct

Correct!

Correct.

Correct?

Correct.

Correct.

They are both unmarried.

Both dogs are asleep.

They are both good.

Both are my colleagues.

Both stories are true.

Both sisters are pretty.