Dyson Sphere
Blueprints
Blueprint
Add a Factory
Add a Dyson Sphere
Add a Mecha
Collections
Help
Support Us
Login
Polar research center
Copy to clipboard
Research for all five matrix cubes at the pole. (hold shift to override blueprint unable to place with vertical construction while blueprint tweaks mod is installed) Will add filters for last two matrix cubes when I get to that stage of the game.
The Preview feature is unavailable at the time.
Animate
Blueprint
BLUEPRINT:0,41,2901,6002,6001,6003,6001,0,637663674070410956,0.8.20.8116,Polar%20Researcher,A%20polar%20research%20center%20for%20all%205%20matrix%20cubes%20%28hold%20shift%20to%20override%20blueprint%20not%20able%20to%20place%20due%20to%20vertical%20height%29"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"5D3E5A7163FD2D92D9DD7426D0BC6E5E
Copy to clipboard
Author:
Bennie14
Collection:
Public
Game version:
0.8.20.8116
Copied:
6 times
Created:
over 3 years ago
0
This blueprint requires
623
structures
90
2
14
1
45
471
Tagged with