I'm recently delving into cityblocks, and have no idea how to get something to rotationally snap to grid. I've snagged Nihialus' cityblock blueprints, but am having difficulty adding new blocks that rotate the same. At the moment I am punching in numbers and hoping for the best, even got a few working, but I'm not sure WHY!
Is there any succinct guide or trick that would make it easier?
Rotational snapping to grid
Don't know how to use a machine? Looking for efficient setups? Stuck in a mission?
Re: Rotational snapping to grid
Here is a copy of one of my successful efforts. 2x Max boiler in a cityblock with lots of flashy lights. But is it too many flashy lights? How many is too many?
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