Whenever a marble encounters a lever it causes the lever to reverse before the marble passes so the next marble will take the opposite branch.
Marble rolling toy solution.
Edit i see a solution here i modify my question using suggestions and that solution.
Levers x 1 x 2 and x 3 cause the marble to fall either to the left or to the right.
Whenever a marble encounters a lever it causes the lever to reverse after the marble passes so the next marble will take the opposite.
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There are three levers in this figure let s say x1 x2 and x3 from left to right.
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A marble is dropped at a or b.
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There are three levers in this figure let s say x1 x2 and x3 from left to right.
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And the ending is 1 and x mod 4 0 or x 3 mod 4 0 x is the numbers of 0 s and 1 s.
A marble is dropped at a or b.
Whenever a marble encounters a lever it causes the lever to reverse after the marble passes so the next marble will take the opposite branch.
Penultimate configuration interrupts is where means or.
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For my question from this case i get the subcase.
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Whenever a marble encounters a lever it causes the lever to reverse after the marble passes so the next marble will take the opposite branch.
A marble is dropped at a or b.
Above figure represents a marble rolling toy.
According that solution exist a case.
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A toy that rolls a ball.
A marble is dropped at aa or bb.
A marble rolling toy in fig 2 8 is a marble rolling toy.
Model this toy by a finite automaton.
Levers x1 x2x1 x2 and x3x3 cause the marble to fall either to the left or to the right.
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In fig 2 8 is a marble rolling toy.
