hey there. I highly suggest you react to this video next! "The Film Theorists and Kyle Hill made a BIG mistake (Fallout) " By the channel "Brew". You reacted to their "deadly apartment" video recently. a lot of your gripes with the conclusions of the videos about the fallout show are addressed on it, it's a cool watch.
I do find it interesting that they trapped a 4D object inside a 3D shape using 2D polygons. This one was definitely shorter than the others and was much more action based, but the theory and visual mathematics of it all are still stunning. Can’t wait to see what comes next :D
Yea, it's quite impossible for them to actually feel or let alone interact a dimension below it, since we even can't touch a 2 Dimensional object since everything has a width so it's still 3D but we can still perceive the dimensions But for the sake for our entertainment they made it happen lmao
@@jacobcox4565Which is possible, look at people getting tied up by a rope. If you look at the lines and points, the 4D object aligned in just the right way where a point on it was able to form a 3D center, which got constrained.
@@thegameglitcher2439 a rope is a 3 dimensional object We're viewing the video in a 2 dimensional plane that's why they are able to be constrained, it's just for entertainment really
@@Commenter3726 It kinda hurts my head to think about it, but I suppose that's true. Maybe a better analogy would be if a piece of film plastic or paper or some 2D plane magically appeared halway down your body that bound tightly to you.
"As the room is getting engulfed in that golden light of heavenly golden ratio, you found the proof. And now you see it everywhere, no matter: big or small, secret or obvious."
It's interesting that in the final fight with the hyperdiamond, our golden boy and TSC used five types of polyhedron with colors, which indicated the symbolize of ancient Greek theory of Five elements. Also, they acting accordingly. Tetrahedron: Red, symbol of Fire. Stable, forever upright. Octahedron: Light blue, symbol of Wind. Weightless, undisturbable. Hexahedron (Cube): Green, symbol of Earth. Strong, immovable. Icosahedron: Blue, symbol of Water. Flowing, amorphous. Dodecahedron: Gold, symbol of Aether. Refined, eternal."
I can just imagine Phi at the beginning is saying, “No, no touchy. No! NO TOUCHY! NO. TOUCHY!” And then when it’s making a circle it’s saying, “WHAT ABOUT NO TOUCHY, DO YOU NOT UNDERSTAND!!”
I think it's more as a teacher in a sense. Notice in the beginning it stays either just out of reach or right in front of orange as if it was the master.
@@XeptorKingGG i do not, let me ask chatgpt real quick... oh THIS is what it is, okay i understand. It was just named in another way when i heard about it
13:39 I presume if TSC could be trapped in 1D (the line at the very start of the animation) it would not be unreasonable to trap a 4D object in 3D space
We also see that TSC and Phi (both 2D) cannot or just do not break anything 2D. I guess Alan visualizes not being affected by lower dimensions as breaking the lines of them (like how the 4D being could break all 1D lines, 2D shapes, and 3D shapes, and as you said TSC (2D) could break through 1D lines).
a few things i was able to catch (with assistance ofc): 5:53 - the triangle produced here is a special type of triangle, a scalene one with 30/60/90° angles. 6:35 - this is a triangle made inside a circle whose perimeter is πφ, as seen at the bottom of the circle. the triangle turns gold because the diameter of the circle (a side length of said triangle) is φ. 7:57 - the split second it shines gold there is an expression that shows up: φ⁰ + φ¹ = φ² or φ + 1 = φ². there's a whole proof that shows this to be true. 8:09 + 10:22 - when the really hangry 4D object shreds through other objects, it leaves behind fractals. in these cases it's Sierpinsky's Carpet. 9:33 - what φ leaves here is a proof for itself. 10:45 - not sure if this is the case, but this could be one of the two pieces for Penrose's Tiling, an aperiodic pattern only made with 2 shapes. this one is the dart. starting at 12:46 - each shape they attempt to trap this 4D object in is a Platonic Solid. in Plato's original theory, these shapes have ties to different elements. in order of appearance (and rank from low to high): tetrahedron (Fire), octahedron (Air), hexahedron (Earth), icosahedron (Water), and dodecahedron (Aether). starting at 15:00 - the inside of the dodecahedeon (now covered in Dragon Curves) is an example of non-euclidean space, the Poincaré Dodecahedral Space model. the other shapes inside may be other non-euclidean examples. if i'm wrong about any of these, please let me know.
why did i have an "ahh" moment when you said "an angle" followed with "a triangle!", it JUST hit me again that a triangle's namesake is 3 angles, as if i didn't know that before alan becker just puts these commonplace things in a whole 'nother language that amazes you without fail
Funny thing: this is the only react video I've seen so far that makes the distinction between lines, rays, and segments - something that I was taught very strictly to do in school myself. Also the first one to notice the ratios as soon as they appear rather than catching them only after the golden ratio appears. Kudos for that my man
I remember hyperfixating on 4D once (don't ask why, idk myself 😭) and so when reading about it I came across the definitions of lines/segments/rays and I was like "damn" then forgot about it
You should take a look at the games "Hyperbolica" and "4D Golf" when you get the chance. They're both really well made, and help build an intuitive sense of hyperbolic space and 4D space respectively. And they're also both made by one guy, who is a huge math nerd.
@@ShowierData9978 4D Miner, unfortunately, is still a work in progress, and it isn’t quite as intuitive as 4D Golf. However, I suppose having an actual nuclear engineer hyped up about the game would bring in more interest.
@@a.n.9800 "Cantellated" is a term used in geometry to describe a specific type of polyhedral operation It involves a truncation process where both the edges and vertices of a polyhedron are cut or beveled
Small fun fact: the Phi isn't actually the first time it has appeared in this video, it's first appearance was in math Vs animation where at the ending where the stick man has now exited the math realm, the eiπ was now accompanied by other symbols including the Phi
12:25 Mandelbrot did define "Fractal Dimensions", by specifying the definition of "Dimension" you can have a 2.5D shape, or any real positive integer dimension shape! 3 Blue 1 Brown has a good video on the matter
Honestly, I’m convinced you could watch almost anything here and somehow manage to find the one little thing that could potentially connect it to nuclear energy, and I am all for it.
I waited for an hour following me finding out another Animation vs. Education vid came out, waiting for who would make a reaction video first. I’ve studied my fractals, brushed up on my 3D shapes, come on, fellow man of science, let us cook
Idk which one of these is the explanation, but: 1. Orange was trapped in a point at the start of the video 2. They specifically trap it when the points of the 24-cell align, so it looks like they're trapping it when it goes through the 3D plane, which results in something like a 2D rope around a 3D shape 3. Maybe the 4D shape was stuck in the 2D world? because when it got into the dodecahedron, it was there along its other 4D friends 4. The lines collide with the 4D shape instead of going through it 5. Golden ratio magic, since the shapes were in the golden ratio, also Plato associated each element with a polyhedron so maybe they're like if we 3D people are inside a 2D magic circle that activates an elemental spell (tetrahedron burns, octahedron floats, cube is rock solid, icosahedron is a fluid that stretches, dodecahedron is ethereal and transcends dimensions)
I don't think that antagonist was a tesseract. Since the story revolved around phi, I think the amalgamation was asymmetrical polyhedrons, hence why it was trapped and contained in symmetrical polyhedrons.
I like the way you added real use cases from the references based on your past experience to the reaction. Very fun and informative to watch than just ohhhh, ohhhh, what is this 😅
to be fair, the 4d object was trapped in it but could escape, so it was actually really trapped. It only got trapped when the phi used it’s magical golden powers to power up the dodecahedron which then did the weird dimensional thing when it went to the center of the 4d shape.
Could say that at some certain degree in all 4 dimensionals, 4d feels and looks like 3d. And probably that center point while all 8 are at the center is a very weak point
8:25 I thought of it more as: start: 2d guy interacting with 1d space meets Phi: now he is 3d interacting with 2d space. tesseract shows up: tesseract is 4d phenomena interacting with 3d beings on a 2d space later Phi shows orange how to interact WITH 4d FROM a 3d space. the whole process kind of over-simplifies describing how we theorize about the dimensions beyond our own am I just spitting cheese here or am i onto something lol
12:30 I actually saw a really good video on this once. I think it was by 3 Blue 1 Brown, and from what I remember fractal dimension are defined by the ratio of how much the area of the shape increases when the length of the sides of the shape increase. So it is possible to have a fractal that has a fractal dimension of any real positive integer.
Definitely agree with you on the animation quality, alan becker is a master of the stick figure animation at this point and they are always so satisfying to watch
A small detail that you didn't comment on: At 9:34, phi creates its continued fraction expansion as a series of line segments to make all the points for the stick figure to throw. Also, with fractals having non-integer dimensions, that has to do with them not completely filling the space they occupy. Take the Sierpinski carpet (which could be seen when the 4D object destroyed the squares): At step 0, you have just a unit square, so area one. Step two, cut out the middle third-size square, scale up by a factor of 3 (to keep the smallest length-scale the same), you get not area 9 as with a whole square, but area 8. Do that again, cutting out the middle of each smaller square, you end up with area 64. Every scaling up of the linear dimension by a factor 3 (considering the of course, the "true" fractal has infinite detail, and so any scaling will always reveal more detail) scales the area up not by 3^2=9, but by about 3^1.893=8, so in that sense it has dimension 1.893.
You are correct. It was 4D but its name is a "24 cell". All cells at ending: yellow: 24. Red: 5. Green: 8 cell. Also called a tesseract or smth. Blue: 600 or 500 cell Edit: when you are about to die in a chase scene in a really hard games boss battle but find a way to beat it and win at the moment your about to lose
Fractals being 1.5 or 2.5 dimensional is not a joke comment. Fractals are mathematically considered to sometimes have non-integer dimensions. The boundary of the mandelbrot set, despite being topologically 1-dimensional, has a fractal dimension of 2. The cantor set has dimension logbase3(2) The koch curve has dimension logbase3(4) The coastline of britain has been measured to have a fractal dimension of 1.25 The surface of brocoli is about 2.7, cauliflower is about 2.8
About half way through, when the higher dimension being/shape first appears, the background it reveals is a 2D version/projection of a fractal known as the Menger Sponge
I remember when I first learned Pythagorean theorem it was hella confusing but then when we reviewed it the next year, I actually really liked it. That year I actually locked in on math.
0:50 Yes, the point is 0D because it has no width, height, nor length, but the line while TSC was in it was 1D, him standing on it makes it now technically 2D because height was introduced (The height of TSC but its kind of weird because there still seems to be signs of the Z-axis because when TSC got trapped inside the golden triangle he just climbed out of it. That would only be possible in a 3D space)
13:45 well a door could technically be considered two dimensional object, a wall made of paper is basically that two, they wouldn’t restrict you for long but it would restrict you. (In theory not in real life)
I don’t think that the events will loop over. So far the way this works is that The Second Coming (orange guy, watch Animator vs Animation I-IV for more context) goes into some interdimensional portal after exploring the titular subjects and then moves on to the next. (For AvM it was a white portal circle thing, for AvS it was a Tier cylinder, for AvG it was a dodecahedron.) So it’s likely that TSC is going to be teleported to the next subject.
I think that’s called the wife thingy Google it up I think it’s called the life thing. Well, if you got it somewhere out there, it’s somewhere out there of away. You might post a video of finding it.
Man. Now I am just waiting for something like animation vs chemistry. I want to see orange / the chosen one chasing a cute little hydrogen atom around as it passes through absolutley every trap he sets. You know wiley cyotee style.
13:40 Yeah, but, as you said, its not because its 4D thats its smart, so its like, trying to run into that really big piece of paper instead of moving "to the side"
I have a question, if there was a nuclear bomb and I didn't have anywhere to go except stay in my house and I was exposed to radiation, then what would I need to do to stay alive? I heard taking showers getw rid of it but what if the bomb had the water exposed to radiation? I've just been thinking and I'd like to know. I don't know anything about stuff like that.
Something that a lot of people don't notice is that the 24 cell doesn't actually exist in the third dimension or the second dimension or The 5th Dimension it only exists in 4 dimensions which is why it's the villain It's just sad and Afraid and wants to go home
Did you know that each Platonic solid was colored according to the element it is associated with? Tetrahedron = Fire = Red Icosahedron = Water = Blue Dodecahedron = Aether = Yellow Octahedron = Air = White Cube = earth = Green (15:10 for refference)
This a actully maybe a 5d object as it doesn't join with 4d trinagle/quad/pentagone/hexagon so the logical guess would be 5d but there is a possibility that it a 7 or 8 sided 4d object i know till hexagone 4d
I loke to believe that TSC aka orange and his friends live in the 2.5th dimension because 5:52 2 dimensional objects cant go through other 2 dimensional objects and hes not in the 3rd dimension because he wouldnt be able to balance on 2 dimensions which makes me believe my previous statement
I’d be terrified of a lower dimensional object hitting me. The basic principles of a knife are the lowered surface area driven by the same force conveys much higher pressure. A one dimensional line would cut through you like butter. Even if it had next to no mass and only some resting mass energy, multiplied infinitely by its lack of thickness it’d be infinite Pascals. And what happens on the off chance it cuts its way through a nucleus? The small stuff would probably be fine, no energy release, but it passes through some nuclei of lead to make two nuclei depending on how in the middle it is, the two resultant nuclei would be really neutron heavy niobium, molybdenum, etc. Even if it misses most nuclei it’d still leave a trail of weird isotopes undergoing β- decay. Also you’d be cut in half.
Phi's like no touchy, no touchy, then Phi does the Pythagorean theorem. But then his Dad (The 4D object), comes and says this: rule number 50! Don't touch anyone that is not in the family! Now both of you are destroyed! And Phi and Orange Protect. and Phi Sacrifices Himself For TSC.😥
Thanks so much for watching! For my reaction to Animation vs. Math, please check out: ua-cam.com/video/RCJW21LJP0I/v-deo.htmlsi=SqHZBVg4iJ-h-f--
PLEASE react to a Roblox core game called Innovation Labs PLEASE
hey there.
I highly suggest you react to this video next!
"The Film Theorists and Kyle Hill made a BIG mistake (Fallout) " By the channel "Brew".
You reacted to their "deadly apartment" video recently. a lot of your gripes with the conclusions of the videos about the fallout show are addressed on it, it's a cool watch.
that orange guy is named TSC or The Second Coming. He lives in a laptop with his friends other stick figures.
WAIT ARE YOU ALIENSROCK? YOU TWO HAVE THE SAME NAME!!1!1!1!
High school? I learned pythagorean theorem in 8 grade math! (I was in 7 grade only taking 8 grade math it was my strong suit)
I do find it interesting that they trapped a 4D object inside a 3D shape using 2D polygons. This one was definitely shorter than the others and was much more action based, but the theory and visual mathematics of it all are still stunning. Can’t wait to see what comes next :D
Yea, it's quite impossible for them to actually feel or let alone interact a dimension below it, since we even can't touch a 2 Dimensional object since everything has a width so it's still 3D but we can still perceive the dimensions
But for the sake for our entertainment they made it happen lmao
@@Commenter3726 I feel like trapping a 4D entity in a 3D shape would be like trying to trap a person by drawing a circle around them.
@@jacobcox4565Which is possible, look at people getting tied up by a rope. If you look at the lines and points, the 4D object aligned in just the right way where a point on it was able to form a 3D center, which got constrained.
@@thegameglitcher2439 a rope is a 3 dimensional object
We're viewing the video in a 2 dimensional plane that's why they are able to be constrained, it's just for entertainment really
@@Commenter3726 It kinda hurts my head to think about it, but I suppose that's true. Maybe a better analogy would be if a piece of film plastic or paper or some 2D plane magically appeared halway down your body that bound tightly to you.
I wish every time I prove a proof, A GOLDEN FLASH WOULD SUDDENLY FILL THE ENTIRE ROOM.
"As the room is getting engulfed in that golden light of heavenly golden ratio, you found the proof. And now you see it everywhere, no matter: big or small, secret or obvious."
That feature should be added IRL!...
You mean 4:57?
It's interesting that in the final fight with the hyperdiamond, our golden boy and TSC used five types of polyhedron with colors,
which indicated the symbolize of ancient Greek theory of Five elements.
Also, they acting accordingly.
Tetrahedron: Red, symbol of Fire. Stable, forever upright.
Octahedron: Light blue, symbol of Wind. Weightless, undisturbable.
Hexahedron (Cube): Green, symbol of Earth. Strong, immovable.
Icosahedron: Blue, symbol of Water. Flowing, amorphous.
Dodecahedron: Gold, symbol of Aether. Refined, eternal."
this good i gib lieks
WOAH I DIDNT KNOW ALAN WOULD GO THIS FAR😅
its also cool that dodecahedrons have regular pentagons as sides. which also means it contained a bunch of golden ratios
@@Someone_stole_my_motivationhe always goes far
@@NguyenMinh792 yea haha
A 4D object trapped in a 3D shape on a 2D plane while my 1D body looks at it with my 0D brain
nice
nice
nice
nice
nice
I can just imagine Phi at the beginning is saying, “No, no touchy. No! NO TOUCHY! NO. TOUCHY!” And then when it’s making a circle it’s saying, “WHAT ABOUT NO TOUCHY, DO YOU NOT UNDERSTAND!!”
Under rated
Honestly, I view it more as Phi trying to tell TSC to learn his rules
Phi was just establishing its boundaries.
😂😂😂
Damn man I wish that UA-cam brings back the community captions.
I think it's more as a teacher in a sense. Notice in the beginning it stays either just out of reach or right in front of orange as if it was the master.
Time to go pressure alan to make an Animation Vs. Nuclear
No way we are all wanting to do this? NO WAY!
I wanna do thai
@@vincentvu1370 what does thailand have to do with this
@@ParkApple-ik4ighe meant that
if its a joke, dont r/whooosh me
@@yajtubeteevee1677 are slash 💨💨💨
It's only a matter of time until Animation vs Set Theories become a thing and we will see the monstrous Aleph-Null be used.
I didn't understand a word, but it surely would be epic
I understand every word u said but I would be cool tho
@@Sancheroid Do you not know what set theories are?
@@XeptorKingGG i do not, let me ask chatgpt real quick... oh THIS is what it is, okay i understand. It was just named in another way when i heard about it
aleph was present at the end of animation vs math, it could happen
13:39 I presume if TSC could be trapped in 1D (the line at the very start of the animation) it would not be unreasonable to trap a 4D object in 3D space
Yea, and they can both break out so… checks out!
We also see that TSC and Phi (both 2D) cannot or just do not break anything 2D. I guess Alan visualizes not being affected by lower dimensions as breaking the lines of them (like how the 4D being could break all 1D lines, 2D shapes, and 3D shapes, and as you said TSC (2D) could break through 1D lines).
@@deathrobot10k581d lines, 2D shapes, and 3d objects
@@junzkuang9305 my last braincell cannot compute such complex words
@@deathrobot10k58 what
a few things i was able to catch (with assistance ofc):
5:53 - the triangle produced here is a special type of triangle, a scalene one with 30/60/90° angles.
6:35 - this is a triangle made inside a circle whose perimeter is πφ, as seen at the bottom of the circle. the triangle turns gold because the diameter of the circle (a side length of said triangle) is φ.
7:57 - the split second it shines gold there is an expression that shows up: φ⁰ + φ¹ = φ² or φ + 1 = φ². there's a whole proof that shows this to be true.
8:09 + 10:22 - when the really hangry 4D object shreds through other objects, it leaves behind fractals. in these cases it's Sierpinsky's Carpet.
9:33 - what φ leaves here is a proof for itself.
10:45 - not sure if this is the case, but this could be one of the two pieces for Penrose's Tiling, an aperiodic pattern only made with 2 shapes. this one is the dart.
starting at 12:46 - each shape they attempt to trap this 4D object in is a Platonic Solid. in Plato's original theory, these shapes have ties to different elements. in order of appearance (and rank from low to high): tetrahedron (Fire), octahedron (Air), hexahedron (Earth), icosahedron (Water), and dodecahedron (Aether).
starting at 15:00 - the inside of the dodecahedeon (now covered in Dragon Curves) is an example of non-euclidean space, the Poincaré Dodecahedral Space model. the other shapes inside may be other non-euclidean examples.
if i'm wrong about any of these, please let me know.
6:35 also known as Golden triangle
Is it a dragon curve? It didn't look like one to me, but maybe it is.
why did i have an "ahh" moment when you said "an angle" followed with "a triangle!", it JUST hit me again that a triangle's namesake is 3 angles, as if i didn't know that before
alan becker just puts these commonplace things in a whole 'nother language that amazes you without fail
Math teachers quaking when I call a square a "quadangle"
Funny thing: this is the only react video I've seen so far that makes the distinction between lines, rays, and segments - something that I was taught very strictly to do in school myself. Also the first one to notice the ratios as soon as they appear rather than catching them only after the golden ratio appears. Kudos for that my man
I remember hyperfixating on 4D once (don't ask why, idk myself 😭) and so when reading about it I came across the definitions of lines/segments/rays and I was like "damn" then forgot about it
You should take a look at the games "Hyperbolica" and "4D Golf" when you get the chance. They're both really well made, and help build an intuitive sense of hyperbolic space and 4D space respectively. And they're also both made by one guy, who is a huge math nerd.
there is also 4D miner
@@ShowierData9978 4D Miner, unfortunately, is still a work in progress, and it isn’t quite as intuitive as 4D Golf. However, I suppose having an actual nuclear engineer hyped up about the game would bring in more interest.
@@AmaroqStarwind water was recently added, trust me, im a community mod lol
@@ShowierData9978 Really!?
Does it have actual buoyancy?
@@AmaroqStarwind no, but it does have alot more flow states
I love how Phi just rapid fires through shapes
I believe the object at 8:07 would be a variety of tesseract that apparently changes from cantellated to squared, and back again, repeatedly.
It's a 24-cell hyperdiamond.
Never heard the word “cantellated,” what’s it mean?
@@a.n.9800 "Cantellated" is a term used in geometry to describe a specific type of polyhedral operation
It involves a truncation process where both the edges and vertices of a polyhedron are cut or beveled
Small fun fact: the Phi isn't actually the first time it has appeared in this video, it's first appearance was in math Vs animation where at the ending where the stick man has now exited the math realm, the eiπ was now accompanied by other symbols including the Phi
I was literally just about to say that😂
12:25 Mandelbrot did define "Fractal Dimensions", by specifying the definition of "Dimension" you can have a 2.5D shape, or any real positive integer dimension shape! 3 Blue 1 Brown has a good video on the matter
Honestly, I’m convinced you could watch almost anything here and somehow manage to find the one little thing that could potentially connect it to nuclear energy, and I am all for it.
I think that's the coolest thing about the Sciences, that they can be refined into Mathematics which can then be applied to other sciences. 😁
I am loving Alan's new science inspired animations because I can watch people nerd out about stuff and it's always so entertaining. ✨
Alan is what got me into animation and it's my dream career now :)
Really glad you showed me about this guy. These are incredible. And your added info about what’s happening really helps
I waited for an hour following me finding out another Animation vs. Education vid came out, waiting for who would make a reaction video first. I’ve studied my fractals, brushed up on my 3D shapes, come on, fellow man of science, let us cook
8:17 when the square is destroyed by the 4d shape, it leaves behind fractal known as mengers sponge.
Sirpenski carpet*
@@zoranradakovic2199 i think theyre the exact same
@@nothpx Nope. Sierpenski carpet is 2D; Menger Sponge is 3D.
@@SupersuMC so they are two same shapes diffrentiated by dimensions. noted. also i like your username.
the 5 3d shapes are the five platonic solids, and the colors are in reference to the elements that Plato associated them with
the opposite of romantic, cause he was a nerd.
That 4d object is a hyper-diamond as Alan said in an other video in the channel Animators vs Games where he showed someone his animation
capturing a 4D creature with a 3D object is like drawing a circle around someone and expecting them to be stuck
The 24-cell is at least as dumb as an ant confirmed
3D shape with golden ratios to be more exact. Fractals is what makes the 3D shape able to trap the 4D.
@@niello5944 but still thats like drawing skirpinsky carpet around someone and expecting then to be stuck
@@d1scocubes Fractals are basically interdimensional. And lines that form golden ratio can be considered part of a fractal.
Idk which one of these is the explanation, but:
1. Orange was trapped in a point at the start of the video
2. They specifically trap it when the points of the 24-cell align, so it looks like they're trapping it when it goes through the 3D plane, which results in something like a 2D rope around a 3D shape
3. Maybe the 4D shape was stuck in the 2D world? because when it got into the dodecahedron, it was there along its other 4D friends
4. The lines collide with the 4D shape instead of going through it
5. Golden ratio magic, since the shapes were in the golden ratio, also Plato associated each element with a polyhedron so maybe they're like if we 3D people are inside a 2D magic circle that activates an elemental spell (tetrahedron burns, octahedron floats, cube is rock solid, icosahedron is a fluid that stretches, dodecahedron is ethereal and transcends dimensions)
I don't think that antagonist was a tesseract. Since the story revolved around phi, I think the amalgamation was asymmetrical polyhedrons, hence why it was trapped and contained in symmetrical polyhedrons.
it was apparently a "24-cell" hyperdiamond
I like the way you added real use cases from the references based on your past experience to the reaction. Very fun and informative to watch than just ohhhh, ohhhh, what is this 😅
It was Animation vs Math, then Physics, now geometry! Whats next? Animation vs biology? 🙏😭
Animation vs Chemistry
@@bojidarvladev4890 yea
@@bojidarvladev4890yea im looking for that
@@zakajusyt9483animation vs geology
@@zakajusyt9483animation vs anatomy
to be fair, the 4d object was trapped in it but could escape, so it was actually really trapped. It only got trapped when the phi used it’s magical golden powers to power up the dodecahedron which then did the weird dimensional thing when it went to the center of the 4d shape.
Could say that at some certain degree in all 4 dimensionals, 4d feels and looks like 3d. And probably that center point while all 8 are at the center is a very weak point
Ive been waiting for this since yesterday yipee
Can't wait for Animation vs Chemistry or Alchemy next
8:25 I thought of it more as:
start: 2d guy interacting with 1d space
meets Phi: now he is 3d interacting with 2d space.
tesseract shows up: tesseract is 4d phenomena interacting with 3d beings on a 2d space
later Phi shows orange how to interact WITH 4d FROM a 3d space. the whole process kind of over-simplifies describing how we theorize about the dimensions beyond our own
am I just spitting cheese here or am i onto something lol
07:16 phytagorean theotem
10:45 dards makes me remember penrose tilings
11:18 pentagram and Golden ration
11:30 isosceles triangles
14:28 Dodecahedron, isosceles triangles, mirror effects, dimensions, fractals
What was the pattern on 9:05?
@@Invisible_Man00 Something called "Sierpiński's Carpet"
this reminds me of the movie The Cube where geometric shapes are trying to kill people lol
12:30 I actually saw a really good video on this once. I think it was by 3 Blue 1 Brown, and from what I remember fractal dimension are defined by the ratio of how much the area of the shape increases when the length of the sides of the shape increase. So it is possible to have a fractal that has a fractal dimension of any real positive integer.
Definitely agree with you on the animation quality, alan becker is a master of the stick figure animation at this point and they are always so satisfying to watch
Reminds me of a series of Italian animation short cartoons called, "La Lina."
its fun watching someone explaining what happening to the animation, its really cool if school approach this style of teaching
A small detail that you didn't comment on: At 9:34, phi creates its continued fraction expansion as a series of line segments to make all the points for the stick figure to throw.
Also, with fractals having non-integer dimensions, that has to do with them not completely filling the space they occupy. Take the Sierpinski carpet (which could be seen when the 4D object destroyed the squares): At step 0, you have just a unit square, so area one. Step two, cut out the middle third-size square, scale up by a factor of 3 (to keep the smallest length-scale the same), you get not area 9 as with a whole square, but area 8. Do that again, cutting out the middle of each smaller square, you end up with area 64. Every scaling up of the linear dimension by a factor 3 (considering the of course, the "true" fractal has infinite detail, and so any scaling will always reveal more detail) scales the area up not by 3^2=9, but by about 3^1.893=8, so in that sense it has dimension 1.893.
Yoo i love theese reactions sooo much. Please keep it upw
You are correct. It was 4D but its name is a "24 cell". All cells at ending: yellow: 24. Red: 5. Green: 8 cell. Also called a tesseract or smth. Blue: 600 or 500 cell
Edit: when you are about to die in a chase scene in a really hard games boss battle but find a way to beat it and win at the moment your about to lose
saw a analysis video identify the shadow one in the background as a 120-cell
Fractals being 1.5 or 2.5 dimensional is not a joke comment. Fractals are mathematically considered to sometimes have non-integer dimensions.
The boundary of the mandelbrot set, despite being topologically 1-dimensional, has a fractal dimension of 2.
The cantor set has dimension logbase3(2)
The koch curve has dimension logbase3(4)
The coastline of britain has been measured to have a fractal dimension of 1.25
The surface of brocoli is about 2.7, cauliflower is about 2.8
my brain is 0 dimensional
@@400tratvila4 -Pi dimensional
And golden ratio relation to fractal is why the 3D shapes could trap the 4D shape, with more golden ratio making the shape stronger.
Yeah that is literally where the name "fractal" comes from; they have a "fractional" dimension.
13:09 he perfectly pauses the video at the exact time the 4D object is in its most basic form
the 4d figure that was chasing TSC was a 24 cell, made up of 24 octahedrons.
About half way through, when the higher dimension being/shape first appears, the background it reveals is a 2D version/projection of a fractal known as the Menger Sponge
Aren't I watching you, a 3d person, on a 2d screen? Captured you pretty good! 😂 I love these things!
the uncanny resemblance between you and my old neighbor is insane, he was and older man but looks so like you and was a retired nuclear technician.
How TF did i miss this!!
Brb watching the original first
I remember when I first learned Pythagorean theorem it was hella confusing but then when we reviewed it the next year, I actually really liked it. That year I actually locked in on math.
When I saw the fractals at the end, I immediately flashed back to the diagrams at the beginning of each chapter of Jurassic Park
0:50 Yes, the point is 0D because it has no width, height, nor length, but the line while TSC was in it was 1D, him standing on it makes it now technically 2D because height was introduced (The height of TSC but its kind of weird because there still seems to be signs of the Z-axis because when TSC got trapped inside the golden triangle he just climbed out of it. That would only be possible in a 3D space)
13:45 well a door could technically be considered two dimensional object, a wall made of paper is basically that two, they wouldn’t restrict you for long but it would restrict you. (In theory not in real life)
1:14 limited line
1:40 a ray
2:33 complementary angles
I like how he is watching video, and talking about nuclear things. Its so cool🔥
man, i used to love Geometry back in high school. And Alan Becker is a treasure.
Stickfigure animation has progressed a lot in last 20 years
I don’t think that the events will loop over. So far the way this works is that The Second Coming (orange guy, watch Animator vs Animation I-IV for more context) goes into some interdimensional portal after exploring the titular subjects and then moves on to the next. (For AvM it was a white portal circle thing, for AvS it was a Tier cylinder, for AvG it was a dodecahedron.) So it’s likely that TSC is going to be teleported to the next subject.
I think that’s called the wife thingy Google it up I think it’s called the life thing. Well, if you got it somewhere out there, it’s somewhere out there of away. You might post a video of finding it.
I wonder how Animation vs. Chemistry is gonna go
Destiny players finally learn how exotic engrams are made.
useful. the guy who reacts can teach and can give entertainment. +1 sub my man
times like this i wish there ways that would make my brain just simply understand math. knowing the technicalities of these would be so cool
12:24, not all fractals are 1.5 dimensional (the Von Koch snowflake is but the others aren't), they do live on a non whole dimension, look it up!
I can’t wait for Animation vs Chemistry.
Chemistry is my science of choice.
I find it really cool that these are all connected
14:43 - 15:01 "Rectified. The Anomaly's equation has been resolved."
I'm hoping for Animation vs Chemistry next.
Nah THE WAY ALAN ACTUALLY KNOWS PHYSICS,MATH AND GEOMETRY WHEN I DONT EVEN KNOW HOW TO SOLVE FRACTIONS AGAIN AFTER ELEMENTARY IS CRAZY 😭
It's his main animator, but yes, super cool
It's absolutely shocking a nuclear engineer to react to a animation.
Now we'll wait for Animation Vs. Chemistry
The 4d shape we see is a tesseract its the best representation we can make as 3d being that we can understand
Man. Now I am just waiting for something like animation vs chemistry. I want to see orange / the chosen one chasing a cute little hydrogen atom around as it passes through absolutley every trap he sets. You know wiley cyotee style.
7:25, that's how I learned it
13:40 Yeah, but, as you said, its not because its 4D thats its smart, so its like, trying to run into that really big piece of paper instead of moving "to the side"
13:42 I imagine it's kind of like "trapping" an ant by drawing a circle around it
15:30 that's a reference from animation vs. physics
phi really went "i'll do it myself" on that last platonic solid
Is he not gonna talk about TCO's onewheel skills?
I've been specifically waiting for this video
In the end, the thing that saves is an exotic engram
12:25 interesting, because in the live commentary Alan said that's what fractals are.
Because they are.
I have a question, if there was a nuclear bomb and I didn't have anywhere to go except stay in my house and I was exposed to radiation, then what would I need to do to stay alive? I heard taking showers getw rid of it but what if the bomb had the water exposed to radiation? I've just been thinking and I'd like to know. I don't know anything about stuff like that.
Can you react to an over-analysis of animation vs geometry??? Please
Something that a lot of people don't notice is that the 24 cell doesn't actually exist in the third dimension or the second dimension or The 5th Dimension it only exists in 4 dimensions which is why it's the villain It's just sad and Afraid and wants to go home
Did you know that each Platonic solid was colored according to the element it is associated with?
Tetrahedron = Fire = Red
Icosahedron = Water = Blue
Dodecahedron = Aether = Yellow
Octahedron = Air = White
Cube = earth = Green
(15:10 for refference)
Next up Animation vs Trigonometry
This a actully maybe a 5d object as it doesn't join with 4d trinagle/quad/pentagone/hexagon
so the logical guess would be 5d but there is a possibility that it a 7 or 8 sided 4d object
i know till hexagone 4d
I loke to believe that TSC aka orange and his friends live in the 2.5th dimension because 5:52 2 dimensional objects cant go through other 2 dimensional objects and hes not in the 3rd dimension because he wouldnt be able to balance on 2 dimensions which makes me believe my previous statement
And thats how power diamonds were born!
I’d be terrified of a lower dimensional object hitting me. The basic principles of a knife are the lowered surface area driven by the same force conveys much higher pressure. A one dimensional line would cut through you like butter. Even if it had next to no mass and only some resting mass energy, multiplied infinitely by its lack of thickness it’d be infinite Pascals. And what happens on the off chance it cuts its way through a nucleus? The small stuff would probably be fine, no energy release, but it passes through some nuclei of lead to make two nuclei depending on how in the middle it is, the two resultant nuclei would be really neutron heavy niobium, molybdenum, etc. Even if it misses most nuclei it’d still leave a trail of weird isotopes undergoing β- decay. Also you’d be cut in half.
Hirohiko Araki rn: Imma take notes.
Phi's like no touchy, no touchy, then Phi does the Pythagorean theorem. But then his Dad (The 4D object), comes and says this: rule number 50! Don't touch anyone that is not in the family! Now both of you are destroyed! And Phi and Orange Protect. and Phi Sacrifices Himself For TSC.😥
Just alan becker cooking his animation again
now what's next animation vs biology?
Hey I love nuclear power stuff I'm obsessed with learning more about stuff like chyobol and fukoshema can but how do rods stable the reactor power
The Volgan and T. Folse need to collab. NEED IT!
missed the first fractal (menger's Sponge) when 4d first showed up and destoryed the squares
I am beginning to think Alan Becker might just be a pretty smart and clever person. Subtle clues I have been picking up...
8:21 that’s a 24-cell pretty much a tesseract but in higher dimensions
Cool
Cool
Cool
Our guy has his certification right behind him above his head. He is definitely an expert😎