⤿ 3D ⤾

↺

𖦹Euclid (1) is a Normal galaxy

⊞ Quadrant Beta β

◱ Sector 3
▗ Block 4
☐³ Cube 3

◇ Region « Sadhari Shallows »
Reachable

This Region is Reachable
it's neither in the Fade or the Core

Civilized by Black Hole Suns

⬌West - East axis X 741

Near Central Axis
↦ East Spatial Progression
Between the core and the outer parts

⬌Top - Bottom axis Y -1

Very Close to Galactic Equator
↡ Lower Spatial Progression
Almost touching the middle of the galaxy

⬌North - South axis Z -10

Galactic Central Plane
↥ North Spatial Progression
Right in the middle of the galaxy

R₀ ≈ 296 427 light years from the core

Navigate to Adjacent Regions

➔ to Quadrant Beta β
➔ to Galaxy Euclid

➔ to the Homepage

Welcome, wanderer. You've reached « Sadhari Shallows »

FFFF62E5
Positioned in the Quadrant Beta β of Euclid, approximately ≈ 296 427 light years from the center of the galaxy

At 296 427 light years from the core, the region is Reachable ! A vast, stable region where many journeys begin and end

Led by « Black Hole Suns », this region benefits from a constant sense of peace

« Sadhari Shallows » shines as a beacon of beauty in the galaxy

Known Systems in this Region

Name	Locals	Address
➔ Subrevu-Kohi		1079FFFF62E5
➔ Region's Black Hole	1079FFFF62E5
➔ Local Atlas Station	107AFFFF62E5
➔ System at Random	⚃ ⚅ ⚃ ⚁
➔ Random Purple System	⚁ ⚂ ⚅ ⚄

Nearby Known Regions

➔ Kajara Shallows	FFFF62EA	2 000 ly away
➔ Dupero Mass	010092EB	8 010 ly away
➔ Heelsb Fringe	0200A2D5	10 315 ly away
➔ Lohnsorb	0200B2D6	10 392 ly away
➔ Olhofe	00FE32FD	12 251 ly away
➔ Wenstepa Cloud	FE0062CA	12 560 ly away
➔ Yosockhal Anomaly	02004302	12 937 ly away
➔ Cikwell Cluster	0100C2FD	13 048 ly away
➔ Sea of Salarao	0100D2FD	13 321 ly away
➔ Kevian Expanse	03004306	14 428 ly away
➔ Ehniam	FCFD32FA	16 371 ly away
➔ Osgaayb Boundary	02FFB30E	16 565 ly away
➔ Utmanpaa Instability	020272F7	20 915 ly away
➔ Hotuner Boundary	00FBD2E2	22 835 ly away
➔ Tacesow Adjunct	FF00E31B	23 637 ly away
➔ Sea of Ridmulu	000312DE	23 769 ly away

Recently visited

all my glyphs ➔

➔ return to the home page

➔back to top