I've watched numerous mathematicians, physicists, and even math students react to Alan's video, and indeed they can highlight many details. However, your video stood out the most as you were able to highlight nearly all of the references, even the smallest details that most would overlook on initial reaction, which is quite impressive. Also I love your energy!
OH WOW, the platonic solids as elements is actually in the animation!!! The tetrahedron was red, Octahedron was white and stood still in the air, Hexahedron made them descend cuz it's earth and it's heavy, and it was green, the Icosahedron was blue and the only one that bent and stretched when the 4D entity collided with it, and boom, Dodecahedron was yellow and the aether/universe, so it was able to contain it. HOLY COW.
Each platonic solid's edge count also corresponds to one of three rhombohedra: rhombic hexahedron (or simply rhombohedron), rhombic dodecahedron, or rhombic triacontahedron.
Whoa! You're super quick to catch up on the little details, I didn't even think about a few of them until you mentioned it! This is defo one of the better analysis out there - I hope your channel grows bigger!
Never really liked geometry in school, but alan's animation really makes me wish i knew more about it. And your commentary was cherry on top, i was amazed all the way through
If you look closely when the Dodecahedron is thrown, a bunch of points on the 4-D creation connect/converge onto one spot and i believe thats what actually causes it to become trapped.
Yeah, I thought something similar. The dodecahedron caught the 4D object in a point of oscillation where it was closest to (or resembled) a 3D shape, then dissipated the extra dimension in form of dragon tail fractal curves.
@@themathemagicchannel oh and by the way the shape that what is the villain of animation vs geometry that you saw was actually a 4D 24 cell Polytope! 😅😅😂😂🤣🤣
At 27:59, the dragon curves are a representation to the mandel brot set, a set of infinite spirals, this equation (z= z^2 + c) makes an interesting shape when you graphic in the complex plane, when you zoom in the mandelbrot set, it never ends.
i hated math but after these three animations i saw i changed my mind its such a beautiful thing to study and without It would mean no time, no calendars, no buildings, no transportation, no recipes… the list goes on and on. Quite simply, all of the comforts which make our lives what they are today would be no more.
21:10 As you said to listeners, IT REALLY BLOW MY MIND!!!! As one of person who very wondered the theorem referenced by the video. That formula was shocking! i'm absolutely have no idea that penrose tiles is also related with phi!!! It really appreciate to showing us that formula. FOR REAL!!
My theory is the golden figure The Second Coming(the stickman) trapped the 24 cell in is 5D and that's why you see Animation Vs Physics The Second Coming in there. If you haven't watched Animation Vs Physics yet, you should, but in one scene, he goes into a black hole and reaches the singularity, so maybe he used it to look from a parallel universe
What about the last nine seconds of the video. You should know by now that Alan Becker has animation all the way up to the very last second of his videos. There's subtle nod to an infinite cycle at the end.
And a good reason that is the antagonistic shape is that it does not have a parallel in any other dimension. n-simplexes (extensions of triangles and tetrahedra) go on for any dimension, as to n-cubes and their duals, but the "hyperdiamond" can only exist in 4D.
I wanted to highlight a thing that was not mentioned in this or any other react videos. The Sierpienskt Carpet can be described as 2.5D object as it's volume is limited yet it's surface is infinite. This I think is a nod to the fact that this high dimensional being is attacking a 2D world by using 2.5D as a bridge. Pretty cool in my opinion.
I understand that there is a 4D solution to the Dodecohedral universe theory equation that suggests that having several such objects touch along a fourth spacial dimension and then you would get the 'infinite reflection' effect showing here.
I can understand! However school teachers aren’t necessarily mathematicians, they are educators and that’s a whole different skillset. Also we have to consider how hard it is for one individual to teach 7-10 subjects at primary levels. A specialist will have the privilege of having a better overall picture of a subject ☺️
Tetracontagon at 10:14 My guess about the chaos shape is that it's a representation of dimensions 4+ varying in number constantly, as the animation starts with geometry used to show dimensions incrementally.
Amazing commentary, I enjoyed your detailed analysis of it. Rewatching it with someone who understands and enjoys it as much as I do while learning more concepts in the process is quite beneficial. Keep up the amazing work!
Ah man I'm so glad someone noticed the antagonist was a 4D object! I noticed it was looking real weird, so when I checked the comments of the video someone said it was a 4D object. I'm amazed by the things I learned from mathematicians was really neat! Like the 3D objects being thrown are actually different 'elements'. They even have physics that connect them to their element, like Fire always sitting point-up and can't be knocked over easily, Air floating upwards, Earth adding weight and dropping to the ground, Air bending and flexing as the 4D object strains against it... and of course what you noticed with Aether being the universe! I'm sure for the 4D object, it wasn't angry at our protagonists, but perhaps angry where it was as it wasn't with its other multi-dimensional objects? We can see once it's within the Aether, there's other higher dimension objects, and it seems to have calmed down. Perhaps it was lashing out like a caged wild animal thrashing in its containment, trying to find a way back home. That's why it was attacking at seemingly chaotic moments-it was lashing out at everything and anything to get back home.
A lot of this one is about the attempt of geometry to contain chaos and how the golden ratio has both been a tool, but also a bit of a thorn in the side of that because it constantly opens the door to chaotic non-periodic and fractal structures
The last polygon in the quantity of sides increasing towards circularity had 42 sides: a "duoquadraginagon", possibly a subtle nod to Douglas Adam's "The Hitchhiker's Guide to The Galaxy" where a supercomputer was tasked with coming up with an answer to the question: "What is The Answer to Life, The Universe, and Everything?" and it eventually figured out that the answer is just "42".
I do really love this video, you go super in depth and you are either an amazing actor or you just love doing these videos. One minor detail that doesn't matter a lot but I noticed is that you paused at the very end when "The End" showed up on screen and you missed out on the very minor detail on the circle moving like it did in the very start, I would've liked to hear what you would maybe have theorized why if you didn't pause. Mini theory I have is that it's a loop and one of the alternate oranges in the circle will exit the circle after making another line, which is why the symbol knew to not fear orange at the start, because they've done it before. That's all just my thoughts, again lovely vid.
Thanks so much for all the positivity! Yes I loved making this video 😅 Re: the end, I just didn’t see it, thanks for pointing it out. This is just my take on this video 🫣
Woah!! You caught all the references! Including Metatrons cube! 😁 You’re probably one of the first ones to fully understand and appreciate the references! I’m such a geek for all these references myself haha 💛 Though it’s more of a leisurely activity for me. Educating myself I mean
Thank you! I'm totally new to this and learning the ropes, hopefully the channel gets better gradually and you'll stick around :) really appreciate your support ☺
27:00 My theory is that you can fight a 4-dimensional monster made of all platonic solids only with all platonic solids... And the perfect golden 12-sider at the end to finally destroy the monster.
I really like your cutaways going into greater depth about the specific part you are commenting and the related expanded equations. I find them really helpful and end up learning a lot more than I expected. Alan and a friend of his do a combo offical reaction video / director's comentary on all his animations on their channel "Animators vs Games". You might enjoy checking out their video when you have the free time.
Geometry is my favourite part of maths, I especially enjoy how we keep finding things in science that confirm the universality of geometric principles. There were a few things relating to sacred geometry I was looking for that didn't appear in the video, but what Alan did show us was still very cool.
@@themathemagicchannel I had my eye out mainly for things like the Vescica Pisces, Seed and Flower of Life, but plenty of other things I did recognise.
your face on the thumbnail ( along with your white shirt ) reminded me of : the angry videogame nerd : for a moment, had to look twice before i realized.
Nevermind, i think you've already watched it since you knew the reference of the cowboy hat at 29:38 . would still love to have seen your reaction though
i was thinking the universe inside of the dodecahedron at the end was an example of non-euclidean space, and that example u showed of dodecahedral space makes a lot of sense. neat recap!
16:00 Metatron is defenitly a force of good, considering his is the most powerfull arch-angel of all. He name literaly means "the one besides god", and he even has a throne next to him, and is considered to have the highiest position in all heaven.
The polygon that Phi stopped at has 40 sides (I counted) Also I think, when TSC shoots the points at the 4d thingy, the timing is also somewhat representative of Phi
at 11:12 you can see for a brief moment that the side lengths of the triangle are 1, phi, and sqrt(phi) Then phi creates a square on the side with length sqrt(phi) Meaning it glowed not because it has side lengths phi, but because the area of the square was sqrt(phi)^2 and when sqrt(phi)^2 is simplified, you get phi Or at least that's why I think the square glowed
Looking through animations like this really makes me think mathematicians (and other nerds) during ancient times were already extremely big brain, way too ahead of their times.
Kinda amusing, tying a 4th dimensional shape to Megatron. If I remember right, how the original Megs turned into a small gun was by 'folding' his mass and parts away into an internal subdimension... kinda like a multidimensional object 'folding' itself inside out.
I think one of them shown at the end was a metatrons cube, which has all the other platonic solids inside it, in other words they're "inscribed shapes" of metatron's cube :)
i'll be in highschool by july 29 and math is my favorite so im chasing my dream job of being a enginner or technichian this will help by the time i reach that level i love your videos
Thank you so much for the kind comment! Make sure to watch some of the ‘learning’ content ^ this one is super fun though and has lots of hidden gems within 😅
I always find it funny when people say the universe is chaotic and random. Because from everything scientists have learned, none of it is. It’s just simply too high of a level for us to comprehend.
unsure if you already know this but use comma and dot (whilst paused) to go back and forth by 1 frame to properly see the easy to miss stuff. only just seen 12:30 after commenting, nevermind hahaha.
Something i noticed is that the 4th dimensional diamond only charged at straight sides .. and when it bounced off a straight side it was making it spherical.
What a Video... Who knowed, that Maths alone and a Stickman can make such a Good Story, and even Teach the REAL way of Math in many ways... I wonder where the Story with the Chosen One and all Those Maths will go, and also what the The chosen one Physics will play a Role in it. Math, Physics, Geometry, hmm im too hyped up for this
@themathemagicchannel no, it's easy actually, you just make a square with side that is equal to even number, and highlight medians. Then you connect the dots, and you get it
This was so cool, I usually don't like math that much but hearing your input and comments was really fun! :D Edit: you mentioned Megatron/the Decepticons!! I love transformers so much, this just made me like the video so much more Edit2: honestly yeah, I think it is really cool what some can do with math! But it's all so very complicated to me
13:21 That looks like a four dimensional hyper diamond. ( I’ve seen a lot of four dimensional stuff when I was researching Multiverses. *lore about myself in the USS Alpha Multiverse* )
OH! So that is the reason behind the faint Red, Cyan/White, Green, Blue for the Platonic Solid. They represent the elements. Also, since TSC throws all the Platonic Solids at 24 Cell. He basically summon the Archangel Metatron to capture the chaos of 24 cells Monster. Heh! In the end: Mathematic and Religious are always relate to each other in one way or another. Even though, they sometime never agree to each other. But, they do help each other developes.
I've watched numerous mathematicians, physicists, and even math students react to Alan's video, and indeed they can highlight many details. However, your video stood out the most as you were able to highlight nearly all of the references, even the smallest details that most would overlook on initial reaction, which is quite impressive. Also I love your energy!
That’s awesome thank you so much for the kind comment ☺️🙏
the chill zones reaction highlighted many details too, he even predicted the entire video in the first minute
To be honest, this is why the golden ratio is able to defeat this metatron cube which contains all the platonic 3D shapes.
@@doubIe.damageoh that’s impressive! 🔥
@@dennaejindra2306right! 😮
9:56 by counting half the sides and multiplying it by 2, I can confirm that this is a tetracontagon
Thanks for doing the work 😅😊
Orange backing off of Phi means he probably got immediate flashbacks of how his encounter with Euler went
Yes! Good point 😅
OH WOW, the platonic solids as elements is actually in the animation!!!
The tetrahedron was red, Octahedron was white and stood still in the air, Hexahedron made them descend cuz it's earth and it's heavy, and it was green, the Icosahedron was blue and the only one that bent and stretched when the 4D entity collided with it, and boom, Dodecahedron was yellow and the aether/universe, so it was able to contain it. HOLY COW.
@@Kennedy00Louis yes!
The Icosahedron also slowed it down 🤯
We can also infer that Animation vs Physics takes place after this since TSC fell basically into space!
Each platonic solid's edge count also corresponds to one of three rhombohedra: rhombic hexahedron (or simply rhombohedron), rhombic dodecahedron, or rhombic triacontahedron.
@@ArluisTait did!
Whoa! You're super quick to catch up on the little details, I didn't even think about a few of them until you mentioned it! This is defo one of the better analysis out there - I hope your channel grows bigger!
@@0rionX99 that’s so nice of you to say, thanks for the support! ☺️🌅
Never really liked geometry in school, but alan's animation really makes me wish i knew more about it. And your commentary was cherry on top, i was amazed all the way through
Thank you so much for the kind words, and yes his animation is incredible! 😊
If you look closely when the Dodecahedron is thrown, a bunch of points on the 4-D creation connect/converge onto one spot and i believe thats what actually causes it to become trapped.
@@keithpierce5686 yes definitely happens, didn’t know what to make of it 🫣
Yeah, I thought something similar. The dodecahedron caught the 4D object in a point of oscillation where it was closest to (or resembled) a 3D shape, then dissipated the extra dimension in form of dragon tail fractal curves.
@@Aivrioh that sounds very good
The fact that I'm learning more things in Alan's animations with your lessons is actually crazy instead of learning more in school😮
Very kind of you to say :) thanks for watching!
there's actually an Animation vs. Physics before this, thought you might have missed it.
Thank you 😅
@@themathemagicchannel oh and by the way the shape that what is the villain of animation vs geometry that you saw was actually a 4D 24 cell Polytope! 😅😅😂😂🤣🤣
@@DavidMuri-lm5vy I’m not sure! Seems so messy inside 🫣
@@themathemagicchannel Yeah if you were wondering who the cowboy hat guy was... watch that to find out
@@themathemagicchannel Isn't that how all four dimensional shapes behave?
im so glad that you were able to recognize the 4d object as a 24 cell
That’s kind of you to say, thanks for the comment ☺️🙏
I didn't know about the kite one!!! Thank you (that actually blew my mind)
I'm glad you found that part interesting!
I like how he enjoys the action and not only the explanation.
Definitely did :)
At 27:59, the dragon curves are a representation to the mandel brot set, a set of infinite spirals, this equation (z= z^2 + c) makes an interesting shape when you graphic in the complex plane, when you zoom in the mandelbrot set, it never ends.
Yes! 😮😅
i hated math but after these three animations i saw i changed my mind its such a beautiful thing to study and without
It would mean no time, no calendars, no buildings, no transportation, no recipes… the list goes on and on. Quite simply, all of the comforts which make our lives what they are today would be no more.
You’re so right :)
21:10 As you said to listeners, IT REALLY BLOW MY MIND!!!!
As one of person who very wondered the theorem referenced by the video.
That formula was shocking! i'm absolutely have no idea that penrose tiles is also related with phi!!!
It really appreciate to showing us that formula. FOR REAL!!
Isn’t it crazy!
My theory is the golden figure The Second Coming(the stickman) trapped the 24 cell in is 5D and that's why you see Animation Vs Physics The Second Coming in there. If you haven't watched Animation Vs Physics yet, you should, but in one scene, he goes into a black hole and reaches the singularity, so maybe he used it to look from a parallel universe
That’s a great theory! 😅
What about the last nine seconds of the video. You should know by now that Alan Becker has animation all the way up to the very last second of his videos. There's subtle nod to an infinite cycle at the end.
Sorry I didn’t know that! 😅
you have explained this better than many of the other youtubers that claim to be professionals at this topic to be honest
I’m glad you enjoyed the ideas I put forward! 😅
I believe that the 4D object is actually a 24-cell polytope, but it’s difficult to tell with the way it’s animated so chaotically
It is indeed!
Yes! And you’re right it’s very chaotic
And a good reason that is the antagonistic shape is that it does not have a parallel in any other dimension. n-simplexes (extensions of triangles and tetrahedra) go on for any dimension, as to n-cubes and their duals, but the "hyperdiamond" can only exist in 4D.
the octaplex
It took me for ever to find a video of a mathematician reacting to the new math video. thank you for making this, and great video!!
You're very welcome! Thank you so much for your kind words ☺️🙏
@@themathemagicchannel wow, this is the first time I actually got an reply from a yt channel with over 1k subs. Thanks!
Sir, I watched a few reacts to this so far and the mathematical formulars and really good explanations earned you a sub. Keep up the good work :)
That’s very kind of you thank you 😊
I wanted to highlight a thing that was not mentioned in this or any other react videos. The Sierpienskt Carpet can be described as 2.5D object as it's volume is limited yet it's surface is infinite. This I think is a nod to the fact that this high dimensional being is attacking a 2D world by using 2.5D as a bridge. Pretty cool in my opinion.
Oh very well spotted! 😊
I understand that there is a 4D solution to the Dodecohedral universe theory equation that suggests that having several such objects touch along a fourth spacial dimension and then you would get the 'infinite reflection' effect showing here.
thank you for sharing that!
math is the only subject that I actually learn from mathematicians and etc like you because school just doesn't explain it well
I can understand! However school teachers aren’t necessarily mathematicians, they are educators and that’s a whole different skillset. Also we have to consider how hard it is for one individual to teach 7-10 subjects at primary levels.
A specialist will have the privilege of having a better overall picture of a subject ☺️
Tetracontagon at 10:14
My guess about the chaos shape is that it's a representation of dimensions 4+ varying in number constantly, as the animation starts with geometry used to show dimensions incrementally.
That sounds very good, great concept ☺️
Amazing commentary, I enjoyed your detailed analysis of it. Rewatching it with someone who understands and enjoys it as much as I do while learning more concepts in the process is quite beneficial. Keep up the amazing work!
Much appreciated! Thank you so much for the positivity 🌅🌅🌅
Ah man I'm so glad someone noticed the antagonist was a 4D object! I noticed it was looking real weird, so when I checked the comments of the video someone said it was a 4D object. I'm amazed by the things I learned from mathematicians was really neat! Like the 3D objects being thrown are actually different 'elements'. They even have physics that connect them to their element, like Fire always sitting point-up and can't be knocked over easily, Air floating upwards, Earth adding weight and dropping to the ground, Air bending and flexing as the 4D object strains against it... and of course what you noticed with Aether being the universe!
I'm sure for the 4D object, it wasn't angry at our protagonists, but perhaps angry where it was as it wasn't with its other multi-dimensional objects? We can see once it's within the Aether, there's other higher dimension objects, and it seems to have calmed down. Perhaps it was lashing out like a caged wild animal thrashing in its containment, trying to find a way back home. That's why it was attacking at seemingly chaotic moments-it was lashing out at everything and anything to get back home.
That’s a great way to put it, thanks for sharing!
A lot of this one is about the attempt of geometry to contain chaos and how the golden ratio has both been a tool, but also a bit of a thorn in the side of that because it constantly opens the door to chaotic non-periodic and fractal structures
Well spotted! Thanks for sharing 🙏☺️
After all these years of searching, I finally found a youtuber that thanks their commenters for the compliments!
You are most welcome! ☺️ I'm just a small time creator so I do enjoy reading all your amazing replies. Thanks for stopping by!
okay for some reason i kind of understand this complex stuff when i'm not even in high school yet
Amazing :) I hope it makes you want to learn more about geometry! 😮😊
I love how this teacher doesn't yap but still explains everything very well
Oh thanks for your comment, most appreciated ☺️🙏
One physicist said there was a paper which suggested the shape of the universe was actually a dodecahedron.
Yes, I mention this at the end of the video 🫣
The last polygon in the quantity of sides increasing towards circularity had 42 sides: a "duoquadraginagon", possibly a subtle nod to Douglas Adam's "The Hitchhiker's Guide to The Galaxy" where a supercomputer was tasked with coming up with an answer to the question: "What is The Answer to Life, The Universe, and Everything?" and it eventually figured out that the answer is just "42".
Oh yes perhaps that’s it! Thanks for sharing ☺️🙏
I love how you go in depth and detail to explain the complex parts
Thank you so much, really appreciate it ☺️
I do really love this video, you go super in depth and you are either an amazing actor or you just love doing these videos. One minor detail that doesn't matter a lot but I noticed is that you paused at the very end when "The End" showed up on screen and you missed out on the very minor detail on the circle moving like it did in the very start, I would've liked to hear what you would maybe have theorized why if you didn't pause. Mini theory I have is that it's a loop and one of the alternate oranges in the circle will exit the circle after making another line, which is why the symbol knew to not fear orange at the start, because they've done it before. That's all just my thoughts, again lovely vid.
Thanks so much for all the positivity! Yes I loved making this video 😅
Re: the end, I just didn’t see it, thanks for pointing it out. This is just my take on this video 🫣
Woah!! You caught all the references! Including Metatrons cube! 😁
You’re probably one of the first ones to fully understand and appreciate the references!
I’m such a geek for all these references myself haha 💛
Though it’s more of a leisurely activity for me. Educating myself I mean
Glad you enjoyed it ☺️
I love the idea of a math teacher being a youtuber, youve earned urself a like and a sub
Thank you! I'm totally new to this and learning the ropes, hopefully the channel gets better gradually and you'll stick around :) really appreciate your support ☺
It's chaotic so it's an angry cube
Yes maybe that’s what it is 😊
27:00 My theory is that you can fight a 4-dimensional monster made of all platonic solids only with all platonic solids... And the perfect golden 12-sider at the end to finally destroy the monster.
Sounds good :)
I really like your cutaways going into greater depth about the specific part you are commenting and the related expanded equations. I find them really helpful and end up learning a lot more than I expected.
Alan and a friend of his do a combo offical reaction video / director's comentary on all his animations on their channel "Animators vs Games". You might enjoy checking out their video when you have the free time.
Thank you so much for the comment, glad you finding the explanations useful. Sure will check it out 🙏☺️
Geometry is my favourite part of maths, I especially enjoy how we keep finding things in science that confirm the universality of geometric principles. There were a few things relating to sacred geometry I was looking for that didn't appear in the video, but what Alan did show us was still very cool.
I wonder what you woulda liked to see! It was pretty comprehensive I felt and made a lot of nice points 😊
@@themathemagicchannel I had my eye out mainly for things like the Vescica Pisces, Seed and Flower of Life, but plenty of other things I did recognise.
15:07 that is exactly what it is. A 24-cell "hyper diamond" 4D object
🫣 I believe you 💎
your face on the thumbnail ( along with your white shirt ) reminded me of : the angry videogame nerd : for a moment, had to look twice before i realized.
I don’t know what that is 😂 I’ll look it up. Thanks for stopping by!
please watch animation vs physics even if you are a mathematician, it still has a lot of references that you'll like
Nevermind, i think you've already watched it since you knew the reference of the cowboy hat at 29:38 . would still love to have seen your reaction though
I’m sorry, I don’t really do physics I’m more of a pure math kinda guy 🙏☺️
i was thinking the universe inside of the dodecahedron at the end was an example of non-euclidean space, and that example u showed of dodecahedral space makes a lot of sense. neat recap!
Thank you, what a crazy ride, leaves us with so many questions!
16:00 Metatron is defenitly a force of good, considering his is the most powerfull arch-angel of all. He name literaly means "the one besides god", and he even has a throne next to him, and is considered to have the highiest position in all heaven.
Thank you for clarifying ☺️🙏
I'm slow at math but thank you for teaching, thank you teacher❤
I love sharing mathematics with the world so absolute pleasure for me to have you stopping by! Thanks!
Awesome video! Love your channel, keep it up -- your videos have been really helpful for things I don't understand/was wondering about! :D
Thank you for the kind words and support, glad you enjoyed it☺️🙏
The polygon that Phi stopped at has 40 sides (I counted)
Also I think, when TSC shoots the points at the 4d thingy, the timing is also somewhat representative of Phi
Oh wow that is referring to the musical side of the ratio!
at 11:12 you can see for a brief moment that the side lengths of the triangle are 1, phi, and sqrt(phi)
Then phi creates a square on the side with length sqrt(phi)
Meaning it glowed not because it has side lengths phi, but because the area of the square was sqrt(phi)^2
and when sqrt(phi)^2 is simplified, you get phi
Or at least that's why I think the square glowed
Well spotted!
Looking through animations like this really makes me think mathematicians (and other nerds) during ancient times were already extremely big brain, way too ahead of their times.
They discovered so much for us
he seems so happy at the start!!
😅😅😅
Your reaction is so detailed that I can learn something today. Good content there!
Awesome, thank you! Glad you enjoyed it ☺️
I think the end was a Futurama reference. There's only one alternate dimension, and it's a cowboy universe.
Oh that’s well spotted! Thank you!
Kinda amusing, tying a 4th dimensional shape to Megatron. If I remember right, how the original Megs turned into a small gun was by 'folding' his mass and parts away into an internal subdimension... kinda like a multidimensional object 'folding' itself inside out.
That's a good observation, thanks for pointing it out 😊
Im doing math advanced learning function, trigonometry, calculus, integration and differentiation i learn so much from your reaction THANK YOU
Thanks that’s so kind of you! ☺️☺️☺️
12:33 "so whats that all about?"
*Pulls out what its all about*
Did my research 😂
4:30 Golden Ratio
4:46 Phi
13:18 Hyper Diamond I think😅😅😅
13:30 Fractals
18:21 Golden Spiral
22:04 Golden Pentagon
23:53 Tetrahedron
24:09 Octahedron
24:26 Hexahedron
25:00 Icosahedron
25:20 Dodecahedron
28:31 Hypercube, Complex Polyhedron, Star-Shaped Polyhedral, Hyper Diamond and Idk
🔥🔥🔥
@@themathemagicchannel I sub you😊😊😊
I think one of them shown at the end was a metatrons cube, which has all the other platonic solids inside it, in other words they're "inscribed shapes" of metatron's cube :)
i'll be in highschool by july 29 and math is my favorite so im chasing my dream job of being a enginner or technichian this will help by the time i reach that level i love your videos
Thank you so much for the kind comment! Make sure to watch some of the ‘learning’ content ^ this one is super fun though and has lots of hidden gems within 😅
28:33 clip for that yellow light at the end represents the shape of life or the flower of life thus multiverse kineso
I always find it funny when people say the universe is chaotic and random. Because from everything scientists have learned, none of it is. It’s just simply too high of a level for us to comprehend.
Yes that’s a fair comment 😊
OMG! It's totally an angry metatron cube! That's why it needed to be trapped in all of the platonic solids!
It might be!
29:32 did you notice the giant 120 cell shadow?
🫣 totally didn’t see that!
26:20 it looks like the dice you use for D&D
I’ve never played D&D, thanks will check it out 😊
I can FEEL your pure joy and it makes me happy 🥺👍
I felt pretty happy going through this amazing video yes 😅
I'm learning about ancient alchemy for a class project. Imagine my surprise when I saw the 5 Alchemical Elements- 26:00
😮😮😮
I just came to this video because of the reaction to the animator vs geometry but i didn’t know that i actually learned math!?😮
Well… yes! 🎉
Would love to get my bathroom tiles done in Penrose tiling.
😂😂😂
unsure if you already know this but use comma and dot (whilst paused) to go back and forth by 1 frame to properly see the easy to miss stuff.
only just seen 12:30 after commenting, nevermind hahaha.
Yes although I’m still not very intuitive with it 😅
yay! bet this video's gonna be great
You’re first in! I’m so anxious to hear what you guys think! 🫣🫣🫣
9:54 I have counted, and the shape is a triacontakaienneagon, with 39 sides.
Thank you for doing the heavy lifting and counting 😅🙏
@@themathemagicchannel yw
Something i noticed is that the 4th dimensional diamond only charged at straight sides .. and when it bounced off a straight side it was making it spherical.
Nicely spotted!
Just noticed. When orange got out, he came out at the golden ratio. Is it indicating that the golden ratio point allows crossing dimensions?
Maybe!? It’s all open to interpretation which is why this video is incredible!
I'm on my math journey. I'm very late but I'm running with a passion here lol
You got this! It’s never too late, you can learn a lot in a short amount of time with good motivation 🔥🔥🔥
Thank you. We out here
Hi I'm new to your channel and I am absest with math its all so interesting, so I enjoyed when you explain the math in this😊😊😊
super, I hope this was fun and useful to you :)
All you have left to react to now is Animation Vs Physics. Then the series (so far) will be complete
Sorry to disappoint, I'll stick to mathematics! 😳
@@themathemagicchannel Boo, but understandable
What a Video...
Who knowed, that Maths alone and a Stickman can make such a Good Story, and even Teach the REAL way of Math in many ways...
I wonder where the Story with the Chosen One and all Those Maths will go, and also what the The chosen one Physics will play a Role in it.
Math, Physics, Geometry, hmm im too hyped up for this
ps. this Channel got a new Sub from me ^^
THANK YOU! Yes what an amazing story!
10:04 it has 50 sides and is called a "pentacontagon"
@@Metalplains8000-ytp thank you ☺️🙏
I know the sierpiensky carpet because of an aleph 0 leaf mv
🔥🔥🔥
I counted, the polygon that Phi turned into the circle diagram of a triangle only had 40 sides, also known as a Tetracontagon.
Thank you for counting 😅
It's my first time on your channel. I very much enjoyed this video. ❤
Thanks so much for dropping by ☺️☺️☺️
So that's what thst 4d shape is metatron cube cuz platonic solids do show up in here shape literally looks just like it
Nope it's a 24-cell which is apparently a platonic solid for 4d that doesn't have a 3d equivalent or something like that.
@@tekbox7909 great, now i want to go on a rsearch spree about platonic solids in higher dimensions, thx for that
Thank you guys for giving it some thought ☺️
16:39
1. I used to draw this thing
2. It pains my eye to see that the internal square sides are not parallel
@@АлександрСтепанов-о5ч 😅☺️ that’s incredible. Must be wonderful art
@themathemagicchannel no, it's easy actually, you just make a square with side that is equal to even number, and highlight medians. Then you connect the dots, and you get it
@@АлександрСтепанов-о5ч I’ll try :)
14:46 more like a shadow rather than the actual representation of what a 4d object would look like
Yes thank you for your observation 😅
Which it is theorized how one would see a 4D object: by it's 3D shadow
again you catch much more than any other reactor i have seen
I’m good you enjoyed it ☺️
This was so cool, I usually don't like math that much but hearing your input and comments was really fun! :D
Edit: you mentioned Megatron/the Decepticons!! I love transformers so much, this just made me like the video so much more
Edit2: honestly yeah, I think it is really cool what some can do with math! But it's all so very complicated to me
I love transformers too :) 😅
13:21 That looks like a four dimensional hyper diamond. ( I’ve seen a lot of four dimensional stuff when I was researching Multiverses. *lore about myself in the USS Alpha Multiverse* )
Yes 🫣
Fans are referring to the hostile object as the "4-D Hyperdiamond."
@@kaseymathew1893 most likely what this is 💎☺️
I think you were the only one to catch the reason why the platonic solids were those colors!
Oh that’s sweet of you to say, thank you for the comment!
I watched reactions of many ytbers to this video but i think you're the first one to have mentioned the sierpiensky carpet😮❤
OH! So that is the reason behind the faint Red, Cyan/White, Green, Blue for the Platonic Solid. They represent the elements.
Also, since TSC throws all the Platonic Solids at 24 Cell. He basically summon the Archangel Metatron to capture the chaos of 24 cells Monster.
Heh! In the end: Mathematic and Religious are always relate to each other in one way or another. Even though, they sometime never agree to each other. But, they do help each other developes.
Yes, and mathematics is the language of all sciences, it is life as well :)
Your explanations alongside the video were very helpful! 😊
@@operatorchakkoty4257 thank you so much for this super positive comment ☺️
BEST reaction and explanation to this video yet. ❤
Oh that's so sweet of you, definitely some super interesting ideas within. Thanks for stopping by!
The polygon with the most sides here is (I think) a 40-gon.
Thanks for sharing your observation! It's great to have viewers who notice the details :)
The attacking 4D shape is called, "4D-Hyper diamond".
@@TheGlitchedOverseer thank you ☺️🙏
18:44 THAT'S A MONO WHEEL!!!
HE'S ON A MONO WHEEL!
@@Zirasax oh cool!!! Thanks for that I was wondering 😅
You should check out the Chill Zones reaction to this. They had their own thoughts on this.
Yes, I will thank you!
14:48 oh my lord that is super trippy…..no wonder why people can’t calculate 4d shapes like this one😮
haha yes 💥
9:58 is 40 sides
Thank you for counting 😅 ☺️
I'm gonna go on a limb and say that the 4th dimensional object was metatron's cube just because of the focus on the platonic solids.
I like it! I also like it has connections to mysticism and spirituality!