주변 레일 지나는거까지하면 3*3이긴함
2군데에서 받고 2군데로 내보내기
이런식으로
작업장하고 가까운 선로는 상하차장에 로봇포트 물류거리에 포함되고
먼 선로는 그냥 기차 이동용
작업장끼리 로봇포트 안닿아서 구획 분리 가능(=대륙이동 음슴)
공간이 작아서 신호기를 걍 빼버리고
아예 한곳을 더 증설하는 쪽으로 가려고함
물류로봇 대충 한 500개씩 있으면 될랑가 싶네
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
이러면 실질적으로 3x3 그리드 않임?
이라고 본문에 써있구나 ㅋㅋ
모로 가도 로켓만 쏘면된다
오 12비컨 기준으로 공장 구성하면 제법 괜찮을지도?
어케용
그냥 12비컨으로 공장을 꾸리면 되잖아 - dc App