UEE

Tayac System

Tayac is a system near Xi’An space that is best known as the location of the Ark orbital platform. Opened by the UEE in 2800, the Ark was built following the end of the cold war with the Xi’An and meant to be a repository for universal knowledge as well as a neutral ground for diplomatic discussions between species. Though it has been used infrequently for diplomatic purposes, the Ark’s massive library contains a wealth of invaluable historical information.

3
Planets
0
Moons
1
Stations
3
Jump Points
Single Star
Star Type
In Production
Status
Danger Level
3.8/10
Economy Level
3.8/10
Population Level
1.4/10

Stars

Name Type Size Status Description
Tayac Main Sequence-Dwarf-G 715,263.264769 km

Planets

Name Type Size Status Description
Tayac I Terrestrial Rocky 7,528 km A small terrestrial rocky planet without an atmosphere.
Tayac II Gas Giant 69,513 km This large gas giant is known for its awe-inspiring planetary rings.
Shepherd Dwarf Planet 2,611 km Nicknamed Shepherd due to its proximity to the asteroid belt, this dwarf planet looks like it’s overseeing its flock of asteroids.

Stations & Orbital Platforms

Name Type Size Status Description
The ARK Space Station 1.2656 km Habitable Opened by the UEE in 2800, the Ark was built following the massacre of Garron II and the fall of the Messer regime. It was intended to be a repository for universal knowledge as well as a neutral ground for diplomatic discussions between species. Though it has been used infrequently for diplomatic purposes, the Ark’s massive library contains a wealth of invaluable cultural and historical information.

Jump Points

Asteroid Belts

Name Type Size Status Description
Tayac Belt Alpha System Belt Known for being home to a flyable art installation that was created as a joint effort between Xi’An, Banu and Human artists to celebrate the Ark’s centennial.
Rings of Tayac II Planetary Ring

Explore Tayac in 3D

View the Tayac system in our interactive 3D starmap with real data from CIG. See planets, moons, stations, and jump points rendered in full 3D.