So let's try out our statements

The square root of a squared plus b squared.

This certificate passed the verification tests successfully.

The certificate's signature is invalid. This means that the certificate can not be verified.

It doesn't have to be a difficult one.

Maybe it'll help you remember something.

Are you sure this is wise?

Hopefully I didn't confuse you too much with that little sign error near the end of the video, but in the next video,

This certificate has expired.

The certificate is self signed and not in the list of trusted certificates. If you want to accept this certificate, import it into the list of trusted certificates.

But eventually we'll kind of do the three dimensional intersection and prove that this is definitely the case.

What I want to do in this video is give you a bunch of properties of limits and we're not going to prove it rigorously here

So let's use this fact right here that d1 minus d2 is equal to 2a, to try to prove this.

It has to have both of its children. It has to have all four of its grandchildren.

Before I show you what an exact equation is, I'm just going to give you a little bit of the building blocks, just so that when I later prove it, or at least give you the intuition behind it, it doesn't seem like it's coming out of the blue.

Collecting cisco CA certs from Cisco certificate store...

Looking for CA certs in Cisco certificate store...

Getting cert info from Cisco certificate store...

Collecting cisco certs from Cisco certificate store...

Looking for certs in Cisco certificate store...

Do you want to make this certificate available to KMail as well?

And you can download it yourself and play with it.

Certificate import certificate was successfully imported.

Certificate import certificate successfully imported.

Trust Certifications Made by This Certificate...

The certificate is valid until this date.

It's ridiculous.

This certificate has been revoked.

Perfect! This is the proof you have been with el Ramón.

The actual update equations for a Kalman filter are involved, and I give them to you, but please, don't memorize them, and I won't prove them for you.

Maybe there's some other wacko function that would have worked here.

The import contained no new data for this certificate. It is unchanged.

This is my certificate

The N comes in because we have N additions of µ in the formula over here.

This list box shows which site and person certificates KDE knows about. You can easily manage them from here.

'cause we haven't necessarily proven it yet

And so you can just get the general principle.

And let's visualize what a bond certificate could look like.

That's all the evidence has ever proved.

This certificate has failed the tests and should be considered invalid.

And that is the famous quadratic formula.

Laplace Transforms, and eventually we'll prove all of them.

This button removes the selected certificate from the certificate cache.

This is how the new User ID will be stored in the certificate

The goal in this video is to essentially prove a pretty simple result.