Configurable to make pretty much anything. Obviously it's not going to scale super far (better belts, inserters, and assemblers help) - I primarily meant this as a highly-configurable automated factory that can be unlocked and blueprinted with very little research in the early game.
Sample factory:
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
The modular pieces in a blueprint book:
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