As someone who only startet using circuit magic at all with space age, i found these requirements to be extremely tricky. so tricky in fact, that i think it would make a nice community challange.
so i challange you to build a more efficient collector logic then me.
my entry is posted at the end of this post as blueprint code. its a full ship with multiple collectors. however, as this is about the asteroid processing only, its enough to provide a plattform that has one collector, 3 crushers and that meet the rules.
Rules:
must have crushers for iron, ice and carbon
all crushers must have access to output of all ore types at all times
crushers must never lose access to any chunk type by belt overload (running out of collectable asteroids of course does not count)
no dumping allowed.
the winner will be that design which uses the least ammount of squares for combinators to control the minimum requirements.
challanger squares to beat: 8
Code: Select all
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