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BLUEPRINT:0,10,20079,0,0,0,0,0,637863615925643961,0.9.25.11996,Space%20Warpers,This%20factory%20produces%20Space%20Warpers%20at%20a%20rate%20of%2011.52%2Fs%20through%20proliferation.%0A%0ALike%20with%20standard%20Green%20Matrix%20production%2C%20you%20need%20at%20least%20one%20blueprint%20of%20Graviton%20Lens%20and%20one%20of%20Quantum%20Chips%20to%20provide%20the%20supply%20needed.%0A%0ARequires%3A%0A-%20Graviton%20Lens%2C%20Quantum%20Chips%2C%20Proliferators%20Mk.II%0D%0A%0D%0AProduces%3A%0D%0A-%20Space%20Warpers%20-%2011.52%2Fs%0A"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"B645652F42F79C42F103841FD07F5957
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Author:
nyt963
Collection:
Factories
Game version:
0.9.27.14546
Copied:
3 times
Created:
over 2 years ago
0
This blueprint requires
274
structures
12
12
4
3
12
12
12
4
1
36
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