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065 - Endgame Offense Platform
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This blueprint is part of my 2024 Masterclass series. Check it out here:
https://www.youtube.com/playlist?list=PLvL9DTY8LNDNz7CmTth48nklHkhJS_1jJ
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BLUEPRINT:0,40,3005,3001,3001,3005,3005,0,638463921202845229,0.10.29.21950,Endgame%20Offense%20Platform,Easy%20Planetary%20Conquest%20enabled%21"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"EAD39281D840CB29BB06AD0EFFB16AA2
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Author:
The Dutch Actuary
Collection:
2024 Master Class
Game version:
0.9.27.15466
Copied:
32 times
Created:
about 1 year ago
1
This blueprint requires
584
structures
16
1
37
16
45
24
1
1
14
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