Dyson Sphere
Blueprints
Blueprint
Add a Factory
Add a Dyson Sphere
Add a Mecha
Collections
Help
Support Us
Login
Proliferated Glass
Copy to clipboard
Proliferated Glass
https://youtu.be/hLQGCLbSrxQ
The Preview feature is unavailable at the time.
Animate
Blueprint
BLUEPRINT:0,10,1110,0,0,0,0,0,637807337437155992,0.9.24.11286,Proliferated%20Glass,Will%20produce%2015%20Glass%2Fs"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"A47D457C0F37E33550A3D79E7ED277BE
Copy to clipboard
Author:
The Dutch Actuary
Collection:
Super Proliferation Run
Game version:
0.9.24.11271
Copied:
49 times
Created:
about 3 years ago
6
This blueprint requires
467
structures
12
48
48
4
2
1
96
304
Tagged with