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PolyTrack

A high speed low-poly racing game. · By Kodub

How a pyramid became a track

A topic by RodakDev created May 07, 2025 Views: 332 Replies: 7
Viewing posts 1 to 5
(1 edit)

AT: 00:29.532

Hi,
I was casually thinking about the Internal Ramp Theory (as one does) and my brain was like:
"Internal Track Theory lol" , so I made it real.

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

Really cool - 28.384 :D

(1 edit)

I also wanted to be as faithful to the original Great Pyramid of Giza as I could. So I did some maths.

 

The PolyTrack car is same size as a pillar. An F1 car is 200 cm  (2m) wide.

The pillar fits into a block 10 times, which makes the block 20 m wide.
With the pyramid having a base of 230 m × 230 m, I used 11.5 blocks for the base plane.
The height of the pyramid is unfortunately not accurate, since PolyTrack doesn't have blocks that create the correct slope.

Nice amogus in the first image 

Can you spot all the other references around the map?

when wirtual finds this he is going to flip his desk

real