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4D balls

RDrdococ•Created November 6, 2023
4D balls
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Instructions

Arrows: move "left"/"right"/forward/backward A/D: turn "left"/"right" (rotate in XW plane) W/S: turn up/down (rotate in YW plane) Q/E: turn "left-2"/"right-2" (rotate in ZW plane)

Description

TurboWarp: https://turbowarp.org/919666650 This one's a bit difficult to explain, but I'll give it a go: Imagine being inside a 3D cube. You see a front face (square) in the +Z direction (just a convention, let's roll with it), four side faces (they look like trapeziums from your perspective, but they're square) in the -X, +X, -Y and +Y directions, and you know there's a back face in the -Z direction. In total, there are 6 faces. Being inside a 4D tesseract is similar. 4D space has 4 coordinates - X, Y, Z and W - so you see a front "face" (a *cubical* cell) in let's say the +W direction, but now there are *six* cells to your side; -X, +X, -Y, +Y, as well as -Z and +Z. And there's a cell behind you in the -W direction. In total, there are are *8* cells. This is like that, except instead of a cube, there are bouncing balls to keep you company.

Project Details

Project ID919666650
CreatedNovember 6, 2023
Last ModifiedNovember 7, 2023
SharedNovember 6, 2023
Visibilityvisible
CommentsAllowed