ZenoRogue | Non-Euclidean Hollow Earth @ZenoRogue | Uploaded April 2019 | Updated October 2024, 20 minutes ago.
Imagine a three-dimensional hyperbolic space, where the absolute unit (the radius of curvature) is 1 meter. This means that a hyperbolic ball with radius of 16.36 meters would have the same area as Earth!
In this video we are flying through a hyperbolic hollow Earth, seen from the inside.
Inspired by an idea of Christopher King in HyperRogue discord server:
discord.gg/8G44XkR
This uses a single 5120x1024 picture, exported from Mercator: Extreme. The image is Google's satellite map of Earth, projected using Mercator projection, centered at L'Arc de Triomphe de l'Etoile in Paris.
mrgris.com/projects/merc-extreme/#!a473b325@48.87379,2.29504
Hollow Earth: en.wikipedia.org/wiki/Hollow_Earth
Imagine a three-dimensional hyperbolic space, where the absolute unit (the radius of curvature) is 1 meter. This means that a hyperbolic ball with radius of 16.36 meters would have the same area as Earth!
In this video we are flying through a hyperbolic hollow Earth, seen from the inside.
Inspired by an idea of Christopher King in HyperRogue discord server:
discord.gg/8G44XkR
This uses a single 5120x1024 picture, exported from Mercator: Extreme. The image is Google's satellite map of Earth, projected using Mercator projection, centered at L'Arc de Triomphe de l'Etoile in Paris.
mrgris.com/projects/merc-extreme/#!a473b325@48.87379,2.29504
Hollow Earth: en.wikipedia.org/wiki/Hollow_Earth