
seen from United States
seen from United States

seen from Canada

seen from Russia
seen from Germany

seen from United States

seen from United States
seen from Bangladesh
seen from United States
seen from Netherlands
seen from United States

seen from China
seen from Romania

seen from China

seen from United States
seen from Kazakhstan
seen from China
seen from Czechia
seen from Germany
seen from United States
prompted equirectangular environment
LEE TETRAHEDRON vs EQUIRECTANGULAR
Lee Tetrahedron Polyhedral Conformal
Invented by L P Lee in 1965, the Lee Conformal World in a Tetrahedron is constructed using a similar method to the Cahill Conformal Butterfly, but using a tetrahedron as its base rather than an octahedron, the result is a projection that represents the world in a triangle.
Lee originally presented it with centred on the south pole, but I'm showing both polar aspects here because that's what map-projections.net does I thought it would be useful given that the north pole aspect doesn't interrupt the continents..
Equirectangular Cylindrical Equidistant
Probably the simplest projection in this tournament, the equirectangular (or plate carrée) projection was probably invented by Marinus of Tyre around 100 CE. It projects latitude and longitude onto a square grid, so that going north, south, east, or west by 1° moves the same distance on the map.
While it is rarely used for general-purpose maps or navigation, this property means it is often used for pixelated datasets and statistical mapping as it is very simple to convert between latitude/longitude and pixel coordinates. Most map projection software will take input images in the form of an equirectangular map.
It is one of the projections featured in xkcd 977.
Which is the better projection?
Lee Conformal Tetrahedron
Equirectangular
[link to all polls]
in the land of tulips / part four by diwan https://flic.kr/p/2frJcvN
ISS Orbit Height over Andes (Equirectangular) by likeonions
Planning around the Denver Bicycle Cafe 360 drawing.
ekvidistantní válcová projekce červených a modrých čtvercových blemců
A rotating equirectangular projection