기본적으로 8원자로 형태 이지만...



이렇게 연결해서 사용하면 인접 보너스를 최대로 받을 수 있음..!


유체 네트워크 한계치로 인해 16번 (원자로 8*16=128개) 까지 연결해서 사용할 수 있지만




이렇게 정중앙 열 교환기를 연결 하는 지하 파이프를 끊으면 32번 (원자로 8*32=256개) 까지 연결할 수 있음 (왼쪽은 파이프를 끊어서 한계에 도달하지 않았지만, 오른쪽은 한계치를 넘은 모습)


열 교환기와 증기 터빈은 원자로가 모두 300%인접 보너스를 받는다고 상정하고 계산한 값이기 때문에 추가적인 설치가 필요 없음

모듈 하나당 1.28GW 발전이 가능하며, 32번 연결 시 40.96GW 발전이 가능함(!!)



물론 수평으로도 연결(연결 아님) 가능



+이제 깨달았는데 로보포트가 없네; 저녁에 수정해서 다시 올림



문자열:


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