If only I could like a video multiple times

I woke up to this

my idol

Amazing, yet reasonable formulated.

Freya really said: "vector multiplication and spline videos" and then dipped. Smh

Awazimg

Thanks for this, Freya; a really useful set of insights and learning :D

It just amazing!! Thank you a lot!

Correction: at 1:42:00 Freya says that the x basis is the first row. That's not true. It's the first column. Unity uses column major matrices so that's maybe why it might be easy to make the mistake.

which country are you from

nerd

Can anyone mention which headset she is wearing? Looks very comfy!

how do you write so pretty in photoshop?

what the fuck did i just watch

This is the third time I’m waking up to this

I fell asleep, and just woke up seeing this

subject seemed cool at first, but then I saw no mention of quaternions so I figured I do something else.

FEMALE THOR!

i watched this video 1y ago and now splines and their implementation on ai just happened and i remembered that i forgot everything abiut splines. here to watch again😎

This is the best spline explanation I’ve ever seen!

I woke up to this :o Useful lecture though! 👍

It seems all these splines compromise on one of the conditions due to being cubic. So why not use quartic polynomials instead and achieve all your desires?

Gerne noch mehr Folgen von dem Game, Hades wäre auch cool aufm Main Channel die Story is so cool!

impressive asf

"yeets off to ... wherever" 22:48 lol

Made with love. Wonderful.

had this in my watch later for far too long and im really glad i sat down and watched it. Fantastic video, thank you very much for making it <3

Who's here because KAN just showed up

Thank you. This was absolutely freaking brilliant. Phenomenally well done.

I love lerp.

woke up to this

You guys don´t know anything about god do you?

Beautiful and Amazing, thank you!

Thank you very much for creating such free quality resources ! You are so great 🙏

3:36:59 but I'm from future i will do it.

I wish there was a spline that was C3 G3 and went through each control point

Thank you, this video deepened my understanding of the topic so much. I think having such a good teacher is what everybody needs

most beautifully explained video I have ever seen. Can more educational videos get to this level soon?

What if YZ*2=2*(1*Y*Z) so 2Y+2Zthen (axX ayY azZ )*(bxX byY bzZ)= axbxXX aybx(Y+X) axbz(X+Z) axby(X+Y) aybyYY aybz(Y+Z) azbx(X+Z) azby(Y+Z) azbzZZ= -axbx-ayby-azbz+ X*(aybx+axbz+axby+azbx)+ Y*(aybx+axby+aybz+azby) Z*(axbz+azbx+aybz+azby) you could also set X=1…

2:01:43 graphic design is my passion ñasdkflhañslkdfa love that image

Awesome video, thanks!

Thank you so much!

This video blow my mind

No because I was about to fall asleep and then this video started playing in the way. I jumped up so fast it generally scared me

You look like WoolieGaming's wife. Are you her? I can't seperate you (singular/plural)

You Will Never Be A Spline

Your C2 continuous spline looked like it would be useful for a robotics application, where looking good isn't important, but the robot needs to reach all the points in a smooth way. I'd be interested to know how you derived it, although, I should probably figure it out myself.

Wow this was really impressive! And thank you, I was trying to calculate Bezier curves without knowing anything about how they worked. You helped me fix my code!

Hey Freya, for question 3a and 3b, I just subtracted the world space position of one point from its parent to get the local space, and added the parent's coordinates to the local space to get the world space. I did that since it's a simple offset calculation. Is my understanding of the problem not correct?

I'm not interested in game development. I clicked on this video because I was genuinely just curious why you can't multiply vectors (I'm a computer science student currently taking linear algebra classes) and this video did not disappoint. It was a lot of fun being able to utilize what I've already learned to follow/think along, make connections I hadn't made before, and see the possibilities and use-cases for linear algebra in general. It honestly has me excited for what more I'll be learning my courses and what I could continue learning outside that. 😁