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Perfect Discharging
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Perfect Discharging
https://youtu.be/HnxmwP_IFWc
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BLUEPRINT:0,10,2209,0,0,0,0,0,637774440751686644,0.8.23.9989,Discharger,Accumulator%20discharger%2C%20Max%20Output%3A%20270%20Mw%0ASurplus%20output%20will%20automatically%20be%20used%20to%20recycle%2Frecharge%20accumulators."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"49F1A50E85DD9593121138F6061D563F
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9989
Copied:
13 times
Created:
over 3 years ago
2
This blueprint requires
296
structures
1
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12
3
268
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