
이렇게 들어있음
아이템 역들 역이름 저장 안눌러서 fsabjwekr 이런걸로 되어있으니 알아서 설치하고 바꾸면됨.
https://gall.dcinside.com/mgallery/board/view/?id=factorio&no=18440
LTN 사용법은 공략 참고

3X3청크 크기
4X4도 괜춘하니 좀더 크게 쓰려면 4X4로 늘려서 써도 됨

로보포트 범위
바닐라 기본 로보포트 기준으로 건설 모두 커버됨

그리드별로 물류 네트워크를 나눠서 운영하고 싶다면 3X3 청크로는 크기가 부족함
4X4로 해도 약간 부족한 느낌임. 굳이 물류네트워크 분리해서 운영하고 싶다면 5X5정도 크기로 만드는게 좋을듯함
그런데 굳이 분리 안해도 잘 굴러가더라

대기역만 따로 왕창 모아두는 그리드를 만들지 않고
각 그리드마다 한 변에 자리가 남으면 그곳에 대기역을 만들어둠
이러면 좋은점이 대기역 전용 그리드가 공장과 멀리 있다면 기차가 그 둘 사이를 왕복하느라 운행량이 많아지고, 열차 버벅임과 물류 지연의 원인이 되기 때문
이렇게 같은 그리드 안에 대기역을 설치 해놓으면 이렇게 낭비되는 이동량 없이 물류만 딱 이동하고 대기하러 감

로보포트가 모두 연결되어 있으므로 대기역마다 요청상자 하나씩 만들어서 로켓연료, 핵연료 등등 요청해서 집어넣으면된다

기차 1-2가 딱 알맞은 사이즈인 이유가
일반신호를 역 바로 뒤에 만들어놓으면, 진입로에 기차 한대가 더 들어가고도 남기 때문임
굳이 기차들 진입 대기역을 만든다고 그리드 낭비할 필요가 없어짐
기차 2대가 역에 진입해 있고, 신호기로 잘 분리되어 있어 그 옆과 아랫쪽으론 다 녹색불이라 대기하는 기차때문에 기차흐름이 막히질 않음.
이 그리드 디자인으로 1-3 기차로 운영한다면 뒤에서 대기중인 기차가 오른쪽 길의 통행을 막아버리기 때문에 이 디자인으로는 1-2가 최적임

LTN 신호기로 역당 동시에 운행되는 열차는 3대로 정해놨는데
역 구조상 위에서 설명햇듯이 상/하차중이 기차 1대와, 그뒤로 기차1대를 수용할수 있으니 2대는 너끈하고
3대째는 어차피 출발지점에서 물건을 싣고 있을거고, 물건을 다 싣으면 당연히 지금 하차중인 기차역시 하차가 끝나서 역에서 빠지니 3대째가 대기할 공간이 있음
그러니 역당 기차는 3대로 해놓으면됨.

사기모드인 밥인서터를 안쓰고 싶다면 이런식으로 구성해야 하는데
이러면 상자간 물품 벨런스를 맞추는 회로를 추가해줘야하기 때문에 귀찮다

마찬가지로 창고모드로 2개 붙여놔도 회로가 없이 물건을 빼 쓰다보면 창고간 불균형이 생길수 밖에 없음
그래서 속편하게 회로 안써도 되게 창고1개로 디자인 한것
창고 1개역이 좋은점은 공급/요청 창고로 바꿔놔도 창고가 1개라서 창고간 불균형이 일어나지 않는다는 점임
창고가 2개이상 되는순간 고려해야 할 것들이 기하급수적으로 늘어남

님 미니로더 왜 안씀? 할수도 있는데 난 원래 밥인서터를 쓰는주의기 때문에 밥인서터를 쓴다면 이렇게 집는곳과 내려놓는곳의 각도를 아주 좁게 만들어 스윙각을 엄청 작게 만들어 놓으면 동급 미니로더 보다 빠름

난 밥인서터는 너무 좆사기라 안쓰고 미니로더까지만 쓸꺼에요
그리고 상자 여러개 만드는거 극혐임. 이런사람은 이렇게 쓰면됨
좌우 대칭이 아니라서 호흡곤란이 오긴하는데 어쩔수있나...

유체는 25K 바닐라탱크 5개 붙여서 150K 까지 저장됨
바닐라 유체기차는 1량당 25K이고 2량이니 50K씩 옮겨주면됨. LTN 신호기에서 손봐주면 됨.

앤밥은 이렇게
버퍼역은 어떻게 사용하느냐면
https://gall.dcinside.com/mgallery/board/view/?id=factorio&no=29105&s_type=search_subject_memo&s_keyword=ltn&page=2
이거 읽어보면 됨
중간 저장고 만드는건
https://gall.dcinside.com/mgallery/board/view/?id=factorio&no=30317&search_head=20&page=1
요거 읽어보고
즐팩하셈
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
댓글 영역
획득법
① NFT 발행
작성한 게시물을 NFT로 발행하면 일주일 동안 사용할 수 있습니다. (최초 1회)
② NFT 구매
다른 이용자의 NFT를 구매하면 한 달 동안 사용할 수 있습니다. (구매 시마다 갱신)
사용법
디시콘에서지갑연결시 바로 사용 가능합니다.