반물질 엔진은 가로로 일렬로 안하고 계단식으로 2칸까지 겹쳐도 효율 100% 나오더라




엔진 배치 룰만 따라서 만들다 보니 FTL에 나오는 락맨 함선이랑 비슷하게 됐네ㅋㅋ



속도는 348+


반물질 탱크 4개에 하중도 671밖에 안나가서 행성 이착륙 여러번도 가능할듯


하중 제한 없이 한계까지 속도 올리면 얼마나 나올려나 궁금하다.



반물질 테크까지 올려야 쓸 수 있다는게 단점인데


로켓엔진만 가지고는 사실상 항성계 외부로 나가는건 힘든거같고


이온엔진은 전기를 많이 먹어서 고속으로 만들려면 빔 리시버가 필수라 오히려 반물질 우주선보다 무거워지는거 같음



엔진 지그재그로 배치하는거 생각해보기 전에 만든건데

속도 255인데도 하중 1000에 가까워짐


중간정도 테크에서 어떤 조합으로 만들어야 빠른 우주선을 만들수 있는건지 모르겠다.


위에 반물질 우주선 문자열:


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