처리유닛 공장을 만들었는데 고급회로 10개라인중 저 4개라인만 병목으로 쌓이네요.. 조립공장은 멀티플 체크로 전부 작동잘하고 있고 생산품인 처리유닛은 병목이나 빵꾸도 없이 잘나오고있는데 왜그럴까요. 계산식으로 고급회로 30개로 넣고있고 물품과잉도 아닌데.. 병목새기는 라인의 어떤 공통점도 못찾겠어요 도움이 필요합니다.
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
묶음 수 문제였네요.. 해결됐습니다 감사합니다
그나저나 엔딩보고 끌꺼면 속도칩이지만 연장해서 갈꺼면 생산칩박지 않나 ?
잘몰라요 그게 더 유리한가요? 아니면 목적에 따라 다른걸 쓰는건가요? 그냥 비율맞추다보니 속도칩 쓰게됐어요
오 이거 괜찮네, 항상 초록칩 위에서부터 다 쓰고 밑에 공장은 놀고있어서 고민이었는데
의도하지 않게 도움이 됐다니 기분이 좋네요
그냥 공장 개수 문제야 녹칩 입력량에 대해 제작 속도를 맞춰야지 공장을 늘리고서 녹칩 공급이 부족하다고하면 안됨