This repository contains a list of all three dimensional Euler-bricks with side lengths within '1 <= a < b < c <= 10 million' – found using brute force on a MacBook Pro.
Euler-bricks are cuboids where all edges and all diagonals have integer lengths. A perfect Euler-brick would have a space diagonal with integer length as well. Such a cuboid has not yet been found and also not yet been proven to not exist.
Spoiler Alert: There are no perfect Euler-bricks in this repo.
The smallest Euler-brick there is has the dimensions 44; 117; 240. The one with the biggest side a that I could find has the dimensions of 8,618,610; 9,100,520; 9,854,208.
In total, this list contains 139,592 Euler-bricks, only 659 of which are not multiples of smaller bricks.
see: http://mathworld.wolfram.com/EulerBrick.html
Yeah, don't ask. I guess this counts as a hobby of some sort. Does anyone really need this repository - I think not.