Reacting to Animation Vs Geometry IDIOT Edition! 😭

Рет қаралды 15,647

Күн бұрын

Reacting to Alan Becker Animation Vs Geometry masterpiece you have to see this!
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Creator: / @alanbecker
Video: • Animation vs. Geometry
Welcome to another reaction video, today you have asked me to react to Alan Becker Animation Vs Geometry.... as you all should know by now I HATE MATH! - Besides me looking stupid on the internet I hope you enjoy the reaction, this was incredibly well put together!

Пікірлер: 75

@ecko 3 ай бұрын

*Numbers are just not my thing!! besides me looking like a fool, this animation is incredible! I hope you'll enjoy the reaction and let me know what we should react to next!* Creator: www.youtube.com/@alanbecker Video: kzbin.info/www/bejne/jHatiHhsmNWkrZI

@sub_doessomethingofficial 3 ай бұрын

True XD

@TheExperimentChannel878 3 ай бұрын

I hatee mathhh it scares me now

@TheExperimentChannel878 3 ай бұрын

But its not much of problem

@Thestrawberrycat_Jr 3 ай бұрын

You should react to all Music discs!

@Alphasigma815 3 ай бұрын

Bro why can't i use addons in mc offline😭 bro pls help me

@QwertyZ70 3 ай бұрын

"Hexagon, Octogon, MY BRAIN IS GON"

@buisnisrobrtalarani4153 3 ай бұрын

Wait hexagon geometry Ð Ă ẞ Ĥ

@Goop101_0 3 ай бұрын

you should watch skibidi toilet to get some brain cells

@Goop101_0 3 ай бұрын

you need some skibidi toilet treatment

@QwertyZ70 3 ай бұрын

@@Goop101_0

@joelec3732 3 ай бұрын

2:10 ~ The Golden Ratio 2:28 ~ That symbol from the very beginning in the end of Animation vs Math.

@nathan2097 3 ай бұрын

Why does this remind me of Just shapes and beats?

@ALazySheep 3 ай бұрын

It's geometry dash

@rbxviperyt9454 3 ай бұрын

The music does

@Technostorm313 3 ай бұрын

7:29 "I don't speak math, but I'm impressed" Wiser words have never been spoken

@Budgie_mc 3 ай бұрын

People who thinks Alan becker is the Goat Of Animation. 👇

@ibraahimdureng7482 3 ай бұрын

That was a 4 dimensional shape attacking the TSC and Phi because it hates symmetry I think. Or probably just 2d shapes.

@Control_fruit7468 3 ай бұрын

The 4 dimensional shape is a hyper diamond, Alan Becker said in a different channel I forgot which one

@ibraahimdureng7482 3 ай бұрын

@@Control_fruit7468 Thanks for telling me I wouldn't have remembered.

@zoranradakovic2199 3 ай бұрын

@@Control_fruit7468Also it is called a 24-cell

@After_Tech_Industries 3 ай бұрын

TSC in AvM got teleported to every dimension (infinite dimension) So 4d is the highest possible theoretical and it is trying to eliminate the (now) anomaly that is TSC

@amazingsleetofficial 3 ай бұрын

Ecko In your next (not a beta/preview) update video, you should place red signs that says "NOTE: Be sure to back up your worlds before you update!"

@Thestrawberrycat_Jr 3 ай бұрын

7:13 a 4d object not getting out of a 3d object? Interesting (Just like we can see 2d and even cross through it, the 4d acts the same with 3d)

@hongkonger885 3 ай бұрын

It's like putting a paper ring around your shoulders and saying "Yep, you're trapped." Like that doesn't make any sense??? Just lift it and get it off! Honestly, this is the only flaw in AvGeometry, like the only flaw of AvPhysics being the fact that there is wind in space.

@ubolt32 3 ай бұрын

@@hongkonger885Solar wind has left the chat...

@hootowl9006 3 ай бұрын

Great reaction to another fantastic animation! Keep up the amazing content! Hope you are having a great day! Take care.

@adamnadi 3 ай бұрын

Nice 🙂👍

@ramonaschropf9394 3 ай бұрын

30 sek

@danger_ST 3 ай бұрын

Like this if you like ecko

@JaxxHammer2008 3 ай бұрын

Hey echo! Just reminding you that there was an update to realism craft!

@ecko 3 ай бұрын

What changed ?

@JaxxHammer2008 3 ай бұрын

I think there was some updates to the trial chambers and the breeze also got a refreshed model

@ImMrHay 3 ай бұрын

why would you call youself an idiot? you're not an idiot

@Justin_MM2_YT 3 ай бұрын

He's handsome too

@mridiot57 3 ай бұрын

...

@Jethro-ek7gy 3 ай бұрын

🙏💀

@evertimergaming7379 Күн бұрын

If he dosent know powers and Pythagorean theorem then he is

@Mamuka-YT 3 ай бұрын

Please react to Steve and Alex trial chambers is so awesome a baby skeleton and baby drowned/zombie team up with them against the breeze it's so cool

@EraX52 3 ай бұрын

I think this was my favorite one so far, the ending where he meets Cowboy TSC, reminds me of a particular scene from Interstellar. I think if I remember correctly, that big villain thing, I think its called Sierpinski Carpet. Which I think is a 4-D shape.

@gavindinsmoor8196 3 ай бұрын

I don't think it is, pretty sure it's just a 2D fractal.

@TWGStorms 2 ай бұрын

The 4D thing was a 24-cell. The background of the shapes that the 24-cell shredded was the Sierpinski carpet

@ERRORRubiksZeraBrand 3 ай бұрын

599 -> 600 i have the power... but no one cares. also i love geometry but now i don't understand animation vs. physics. anyways here is everything i will point out that i can point out: 0:49 a 0-dimensional dot. no length nor width. 0:55 now it's 1-dimensional. a line has a width but no height. you can see an orange thing in the line and that's the stick figure 1:19 points can be represented with capital letters, and a line connecting to 2 points is called "point A to point B" 1:33 a line can stretch out infinitely. 1:42 the stick figure (TSC) made a vector, which is some line with a distance from a point to another point 1:46 point D is called an intersection, and angles are discovered. this is a cool rule where an angle flipped horizontally and vertically has the same angle. 1:52 the holy right angle. this is when all angles in all sides are equal. 1:56 this is a simple rule, in which the 2 angles as shown in the video, all summed always becomes 180 degrees. 2:02 ah yes. ratios. they are always denoted as "a to b ratio" 2:10 what was that golden flash? this is actually making a pun about the "golden ratio". i will explain this at the next timestamp 2:25 ah yes. the GOLDEN RATIO. it is 1.618, and has many cool rules in geometry, the first rule is that it's the only ratio where a divided by b is the same as (a + b) divided by a. 2:35 there's nothing to say here, i'm saying that phi modified the ratio to be "square root of 3". this has an interesting rule i will talk about later. 2:42 oh no! what should TSC do? also the angle is again, a right angle. what will phi do? 2:52 ah yes. the famous 30-60-90 triangle, which each angles are 30 degrees, 60 degrees, and 90 degrees. (see that we're now in 2-dimensional space?) 3:09 a rectangle can be represented as 2 identical right triangles, in which a right triangle has a right angle in 1 of its corners. 3:12 you can rotate lines in a given degrees by rotating the points with the anchor point (the point that the points are rotating with) and updating the lines 3:14 (nice) you can flip lines in the same way by just flipping the points. 3:16 150 degree rotation, nothing much to say here 3:18 a skew. this makes a parallelogram, which is the same as stacking 2 triangles parallel to one another. there are also those weird lines but that's just a detail to say the lengths that has the same number of lines are the same. 3:19 another skew. this makes a square. a square is a special type of parallelogram and rectangle in which the sides are the same rotation and length. 3:22 a square can also be 4 triangles. 3:24 when you add the number of triangles more and more, you get more and more sides making more and more polygons. 3:34 i think it's a beautiful rule that when you connect all triangles in a circle, you get a right angle...? i forgot this part lol 3:37 THE GOLDEN TRIANGLE. the circle's circumference is pi * phi, which if you solve for diameter, you get phi. the triangle also has lengths in which the horizontal line of the triangle measures square root of phi, and the vertical line measures 1. meaning the hypotenuse (with the Pythagorean theorem later) is phi. also every time there is a shape colored golden it has similarities to the golden ratio. 3:40 the square here has side-lengths of square root of phi, meaning the whole area is phi too. 3:46 this is another golden square with the same area of phi. 3:55 hmm i wonder what phi is doing? 4:02 THE PYTHAGOREAN THEOREM. this is the most famous rule in geometry! in which a squared + b squared = the hypotenuse squared 4:12 phi explains it. 4:26 this proves it. a squared + b squared is always c squared. you can square root both sides and you get the equation for the hypotenuse which is sqrt(a squared + b squared) 4:27 another rule to phi. 1 + phi is phi squared! 4:35 this is a 4-dimensional creature. i forgot its name but it's a 4-dimensional creature. i'm gonna call him "destroyer of geometry" of the rest of the video. 4:37 the background is a fractal, which geometry meets infinity. the background here is called a sierpinski carpet. 4:55 at the start of the video, i mentioned that a line can stretch infinitely. this proves it. 5:08 phi = 1 / (1 + (1 / (1 + (1 / (1 + (1 /..... infinite times. another rule of phi. 5:21 phi is making the golden spiral, which the ratio between the first square and another square is always phi. this meets the fibonnaci sequence. you start at 0 and 1, then sum those numbers to get 1, then sum the previous 2 numbers and get 2, do it again and again and again. this is the Fibonacci sequence. this is also in the spiral. 5:36 more sierpinski carpet. oh yeah. 5:59 the golden dart, which is made from the golden triangle. the golden triangle has angles 34, 34, and 72, but turning it into a golden dart, you get the first 2 corners summed becoming 72, meaning the first 2 corners is now 36 and 36. 6:03 fact: the destroyer of geometry is a 4-dimensional creature, but is also made out of 1 of the 5 platonic solids, which is the octahedron. this is what it's shooting right now. the scene also resembles atari's game called "asteroid" 6:15 another golden shape. this is the golden diamond, made from the golden dart. this golden diamond has all side-lengths as phi. 6:27 the star and pentagon phi is making is really special, because when you connect the pentagon's verticies like a star, you get each line with the ratio of you guessed it. phi. 6:32 the mini-phis are making golden triangles, rectangles with ratio of phi, and other stuff related to phi. 6:52 trap the destroyer! then it's destroyed. 7:07 the first platonic solid: the tetrahedron. a platonic solid is a 3d shape that has same polygons in each side, same corners, and has the same number of faces meeting at each vertex. 7:20 now it's the third platonic solid! it's out-of-order but we'll call it ordered. this is an octahedron. 7:29 when you connect each of the octahedron's center of each face, you get a cube. which is supposed to be the second platonic solid, but we'll call it third. 7:53 when you put 3 golden rectangles in a specific way, and connect each of its vertex, you get the icosahedron, supposed to bet he fifth platonic solid. 8:24 phi is making the most powerful platonic solid. *THE DODECAHEDRON.* also realized that the 5 platonic solids are represented by the elements? tetrahedron was fire, octahedron is air, cube is earth, icosahedron is water, and for the dodecahedron? aether. 8:49 those weird fractals in the background is a modified version of the "dragon fractal" 9:01 when you connect 3 dodecahedrons to only 1 side (which is impossible in our real space) you get the reflection there. 9:10 the other 4-dimensional creatures, the only 2 i know is the 120-cell, and the tesseract. 9:19 oh look! an animation vs. physics reference! 9:35 the cycle continues. that's all i know! feel free to correct me if i'm wrong

@TWGStorms 2 ай бұрын

The 24-cell was there also (the yellow one), which I believe was the villain that got trapped inside the dodecahedron

@zoogyboogy2201 3 ай бұрын

my favorite color is yellow

@SoulOnFire-gd4xh 3 ай бұрын

Thanks for sharing. That was fun!

@Damglador 3 ай бұрын

Didn't know you did reactions

@ecko 3 ай бұрын

People seem to enjoy them 😅

@Goop101_0 3 ай бұрын

@@eckocan you do skibidi toilet reaction again pls

@AAdielperetz 3 ай бұрын

Echo can you react to the animation "best of dream"? Pls🙏

@ynyn-rl8qk 3 ай бұрын

I think I get the gist of the video. Hahaha. We perceived the world in 3 dimensions. In the case of Orange and the little O, in 2 dimensions. But once we add a fourth dimension basic geometry starts to break down. And to make fourth dimension math make sense, you have to add 3 dimensional math.