restart the project after changing the total_points veriable - this project finds the shortest past between given amount of points. if N = point amount N! = different possible ways 5 points = 120 different ways 10 points = 3,628,800 different ways this project completely depends on random switching. so there might be a lot of previously calculated routes. 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data:image/png;base64,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