@cheeseburgermonkey7104
I really like the illusion that rhombuses can look like an isometric projection of a collection of cubes Edit: Congratulations on 100k subs!!! You deserve millions though, I can't wait for that
@diribigal
Mathologer taught me about the arctic circle, but thank you for introducing me to other arctic curves and for discussing the generation strategy.
@oraziovescovi1922
DUDE! The craziest thing happened with this video! I had an exam today. Yesterday night I decided that "screw it, I'll stop studying now and I'll relax a bit - let's see what's on YouTube". I clicked on your video, and you talked about the Monte Carlo method I realized that is was a (niche) thing that the professor explained in class, but I didn't review: I opened my notes and reviewed it. Today at the exam, first question: "explain the Monte Carlo method, what it is and when it is used" my jaw dropped soooo thank you for helping me pass my exam! I wouldn't have answered that question if it wasn't for your video!
@tjreynolds685
One thing I noticed is that “removing a cube” is the same as rotating that “vertex” by 180°! This is only allowable when all three colors are intersecting at the “vertex”!
@galactic_goat_217
7:04 “a lot of the time, being aesthetic, or interesting, or beautiful, is the only thing you need to make learning about something worth it” holy crap, this is exactly why i like this channel without understanding most of the stuff in it.
@iwatchedthevideo7115
One of the best new science channels on YT. Love it!
@technopyrka5836
I may have not unterstood everything, but... I love your voice. It's so calm, so understanding, so... I just can't describe it
@larzanebra
You are the kind of youtuber who makes people enjoy math , thanks
@santoast24
Yesss yesss yessss more fun random math and physics to add to my repertoire of "Toast, How do you know this stuff????"
@georgew.9663
I love the conclusion to this video, appreciating something nice is enough reason to do anything
@the10thdoctor84
It reminds me a lot of a video from the french math youtuber Mickaël Launay called "La puissance organisatrice du hasard - Micmaths" ("The organizing power of randomness")
It's about how seamingly organized randomness can sometimes be.
And there is a specific part discussing the Aztec Diamond which reminds me a lot about how the liquid region of the rombuses is a circle but in the video in question the size of it was significant enough so the circle was blatantly obvious.
It's really interesting if you don't mind french subtitles or auto translated english ones.
@Blah64
I have no clue what I was supposed to learn from this, but the visuals were fun.
@KompakterOperator
You are one of my favorite YouTube channels right now
@dreadnought1109
Those colors hurt my eyes 😄 "Look at these solutions" I can't!
@SiddharthChakravarthy
congrats on 100k. Well deserved :)
@VK-lq5pk
the most underrated youtuber right now, i always expect your videos or channel to have millions of views or subscribers
@bray7299
one of my favorite courses I have taken was a grad course in monte carlo so always excited to see it brought up in interesting applications like this one!
@suhaimimazed1136
I may not understand things 100%, but seeing your animations, the bird and hearing your voice is calming
@ValkyRiver
3D version: a rhombic dodecahedron can be dissected into four rhombohedra (flattened cubes with rhombic faces). A large rhombic dodecahedron can be filled with many rhombohedra — the result is an isometric projection of a stack of 4D cubes (tesseracts).
@seanthebeast300