Block 3

Sector 4, Alpha Quadrant

Calypso galaxy

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Known Regions in this Block

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About this Block

A Block is a subdivision of a Sector, representing one cell in a 2×2 grid. Each Sector contains 4 Blocks arranged in a square.

27 known regions, 32 documented star systems in this Block.

Position

Quadrant Alpha
Sector S 4
Block B 3

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1
2
3
4

Most Documented Regions

Region Systems
➔ Tutorcy Instability 2
➔ Zedonia Terminus 2
➔ Fajolent 2
➔ Sisbech 2
➔ Pabachbi 2
➔ Enpaav 1
➔ The Arm of Kioski 1
➔ Sea of Xixosi 1
➔ Juhwarkes Quadrant 1
➔ Nalufo Cluster 1
➔ Ipgent Sector 1
➔ Miolasa Instability 1
➔ Apaholle Void 1
➔ Ibsonv Expanse 1
➔ Reyastrip 1
➔ Usposi Boundary 1
➔ Logatyu Conflux 1
➔ Mizeri Void 1
➔ Egocia 1
➔ Deinjiri Anomaly 1
➔ Sea of Yebraci 1
➔ Geyhlideo Cluster 1
➔ Cimbulk Mass 1
➔ Iacozaa Instability 1
➔ Irpakot Terminus 1
➔ Goibni Quadrant 1
➔ Ejonawe Band 1

New Surveyed Systems

System Region
➔ Adladdu-Nic XII Enpaav
➔ Yadrinsko Logatyu Conflux
➔ Neheniu-Rut Iacozaa Instability
➔ Owasai Pabachbi
➔ Nabenet-Tugl Pabachbi
➔ Bohakar-Inz Goibni Quadrant
➔ Visyistoka Cimbulk Mass
➔ Kosprov-Akra Sisbech
➔ Nisyott-Aksh VI Sisbech
➔ Etoguchi Sea of Xixosi
➔ Zoyvaiu-Hih XIll The Arm of Kioski
➔ Notrichm Ibsonv Expanse
➔ Dumitrov Mizeri Void
➔ Somonovo XI Ejonawe Band
➔ Gidurafil System Irpakot Terminus
➔ Hojtoft System Reyastrip
➔ AGT Aotoudi X CTF Zedonia Terminus
➔ AGT Nedogy-Tebo CTF Zedonia Terminus
➔ AGT Oigaya-Guu XIX CTF Tutorcy Instability
➔ AGT Poroza-Unn II CTF Tutorcy Instability

All Regions 27 total

Region Systems
➔ Tutorcy Instability 2
➔ Zedonia Terminus 2
➔ Fajolent 2
➔ Sisbech 2
➔ Pabachbi 2
➔ Enpaav 1
➔ The Arm of Kioski 1
➔ Sea of Xixosi 1
➔ Juhwarkes Quadrant 1
➔ Nalufo Cluster 1
➔ Ipgent Sector 1
➔ Miolasa Instability 1
➔ Apaholle Void 1
➔ Ibsonv Expanse 1
➔ Reyastrip 1
➔ Usposi Boundary 1
➔ Logatyu Conflux 1
➔ Mizeri Void 1
➔ Egocia 1
➔ Deinjiri Anomaly 1
➔ Sea of Yebraci 1
➔ Geyhlideo Cluster 1
➔ Cimbulk Mass 1
➔ Iacozaa Instability 1
➔ Irpakot Terminus 1
➔ Goibni Quadrant 1
➔ Ejonawe Band 1
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