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New 30 science - 21 cpu
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BLUEPRINT:0,10,1303,0,0,0,0,0,638436098088813479,0.10.29.21950,Cpus,87%20Needed%2088%20Built"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"7265E6818116D6B039A2C17DB1662187
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Author:
skaternew
Collection:
Factories
Game version:
0.9.27.15466
Copied:
2 times
Created:
about 1 year ago
0
This blueprint requires
1105
structures
264
1
1
26
4
88
88
721
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