Originally posted by: Murphy Durphy
Originally posted by: Kyteland
I can prove that this problem has no solution. You can all just give up right now.
Give me 15 minutes or so to write it up.
Edit: To keep you occupied, in a nutshell
this is why there is no solution.
Originally posted by: cubby1223
It's impossible. 3 of the rectangles each have 5 "gates", and the outside area has 9. Whenever you enter an area, there must be a way to exit, except for the start and the end of the line. Thus in any of these puzzles you can have no more than 2 areas with an odd number of gates.
I think I understand the concept, but if there is a solution, it's definately not a conventional solution.
It is in fact, NOT impossible. Even though conventional Euler theory and what not would make you think it is, there is a solution.
There was a competition in California for a free car if you could solve it, and one guy poked a hole through his paper and brought his pencil around somehow to complete the gate.
It was a creative idea, but there really is a 'conventional' solution.