Since 1.0, we can snap blueprints to the grid, and it's a vey nice option for railway's blueprints
So, there is my version for 2x2 rail system, right handed drive.
Straight
T Section
X Section
Turn Left
Turn Right
To Left
To Right
4 - 2
Book
Enjoy Code: Select all
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