https://drive.google.com/file/d/1sYjXtsVeOyGNi3PudxG-qSKMkBCG9f86/view?usp=sharing
ㄴ얘는 사진임
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
신호는 문제 없어 보이고 역으로 직선으로 들어가고 나오게 추가정도는 해도 괜찮을듯?
ㄱㅅㄱㅅ
우회전 루트 없는거같은데?
나는 역 설치한 안쪽만 봐서 우회전 없는걸 못봤네ㅋㅋ 역설치하면 자연스럽게 생기는 대각직선 선로를 교차로에 추가하면 될듯
안쪽 거쳐서 우회전 안함?