Fun fact, Alan Becker goes into detail on what things went into making the video. One of those thing is that they're being attacked by a 4D shape.
1:50 That joke had me in tears. 12:20 I've seen comments that the undulating form is actually a 24-cell, the unique 'platonic solid' to the 4th dimension that's different from the 5 in 3 dimensions, and there's a running theme that the 24-cell has more difficulty breaking through objects that have higher dimensions (shooting rays do almost nothing, squares and pentagons slow it down, and the tetrahedron contains it for a bit). 12:55 Just keep them coming! 15:55 There is a Numberphile video that covers this as well as the 'platonic solids' of other dimensions and even shows some 3D models for those interested. 17:20 The background fractal there is specifically the Dragon Curve after various iterations of the process. 18:20 As others have pointed out, that's Orange but having gone through the events of Animation vs Physics. I enjoyed this! It's nice to see mathematicians having fun with their field.
Alan: "Platonic Solids." Me after seeing what Alan's described: Aha! A d4, a d8, a d10, a d12, and a d20! I had no idea D&D was THIS related to mathematics! Cool!
7:26 4D Shape called: Convex Regular 4D Polytope that was equally shaped of hexadecachoron and Icositetrachoron.
Watch animation vs Math and animation vs Physics as well! In cronilogical order: A vs Math => A vs Physics => A vs Geometry
7:30 That is actually a 24-cell which is 4D
10:50 to be more precise, that is the penrose dart which is used in the penrose tilings
may I add that the entity transforms into fractals (which are a dimension between 2D and 1D) at 11:38, the impact of the entity on the pentagon creates the Mandelbrot set. And one last point: the colors of Plato's different solids is a reference to Plato's phylosophy (each solid represents 1 of the "5" elements) (red for fire, white for air, green for the cube, blue for water and finally ether (which has no specific color) )
Excellent video Alan! That's well worth the watch.
the last part (18:03) shows the stickman where he saw himself at another dimesion (watch Animation vs. Physics and you will know)
u're underated bruh,u explain these theories soo detailed
4:24 that was the most easy to understand explanation of the golden ratio and the golden spiral that I have come across so far, ❤️❤️.
12:56 I was expecting him to point out that the cube is created as the dual polyhedron of the octahedron, by swapping faces and vertices.
The shape that chases him and phi is a 4D shape actually, and what orange aka TSC sees inside the doechahedron is many 4D shapes in a 4th dimension he just can't access
0:48 bro doesn’t remember him (from animation vs math, yes he got here)
Nice reaction, very priceless! Also you should definitely react to the other 2 he did, Animation vs. Math & Animation vs. Physics. You'll love it!
17:36 These are also 4D. We have a 5-cell, a teseract, 200-cell and 24-cell(I think)
7:16 here we have (phi)⁰+(phi)¹=(phi)² in the proof of pythagorean theorem
And that is why I like Euclid's proof since it shows you how to break up c^2 to 2 rectangles that are each the size of the original two squares
@Seventh_Shade