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Mega Casimir
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Mega Casimir
https://youtu.be/cT-d96dOJm4
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BLUEPRINT:0,21,1126,2104,0,0,0,0,637715715007671351,0.8.22.9331,Mega%20Casimir,"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"E552B835DD08B0856B5BEA2F3ADC0F99
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Author:
The Dutch Actuary
Collection:
By the book - Let's play- All blueprints - The Dutch Actuary
Game version:
0.8.22.9331
Copied:
6 times
Created:
over 3 years ago
1
This blueprint requires
583
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24
4
1
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