고체 연료를 생산하고 반대쪽 반줄로 옮기는 방식으로 벨트를 최소화함
그리고 아래서 로켓연료만 걸러져 나오게 지하벨트 설치했음
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
혹시 본문과는 별개로 질문하나해도됨? Spm 이 뭐의 약자임? 사이언스팩m....?
사이언스팩 per mintue
1k spm=분당 1천 사팩=메가베이스 최소 기준
ㄱㅅ