When taking over new planets & moons – you’ll want to secure them first. With 34 Missile Turrets, this polar defense station will help clear out hives and prevent new ones from landing – if you have Full Planetary Control.
To use the blueprint, simply copy its code by clicking on the buttons below – which should in optimal conditions copy the code to your clipboard – and then manually paste it in your blueprints screen in-game!
Planetary Defense [Missile / Light] Blueprint
BLUEPRINT:0,21,3005,3007,0,0,0,0,638411031741477333,0.10.28.21308,Planetary%20Defense%20%5BMissile%20%2F%20Light%5D,"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"346EB7C6B36A84E8158F77C06BB26660