Nov-03-2018, 07:10 AM I need help on this home assignment. I have to implement using linear conflict and x-y heuristic any help regarding this ! Nov-03-2018, 10:40 AM Show us what you have done (in Python code tags) and explain what doesn't work the way you want. Post also full error traceback message, in case you get errors (in error tags). You might also want to explain the assignment in more detail, for those of us (like me), who don't know how that game should work. Nov-04-2018, 10:28 AM (Nov-03-2018, 10:40 AM)j.crater Wrote: Show us what you have done (in Python code tags) and explain what doesn't work the way you want. Post also full error traceback message, in case you get errors (in error tags). Nov-04-2018, 03:18 PM I have actually find this code somewhere... it only use Manhattan as a heuristic function but i also want to use linear conflict and x-y heuristic so that the puzzle can be solved more efficiently. But i am not able to do so ! May-30-2020, 05:54 PM (Nov-04-2018, 10:28 AM)aliyark145 Wrote: [python] This code is already very efficient (compared to my 3 other 8-puzzle solvers)! The only thing is that the empty cell is at start instead of at the end of the 3x3 matrix, as most n-puzzlers are. I am not sure if it is built to work in this way only., Anyway, I tried to fix this but the way is not evident and it seems it will take some time … If it's worthwhile, can you give me a hint of how to do that. |
Learn and code with the best industry experts. Get access to ad-free content, doubt assistance and more! N without using any loop in Python. Given n and m, print first m multiples of a m number without using any loops in Python. Examples: Input: n = 2, m Read More. Python list-programs. Fast pentomino puzzle solver ported from Forth to Python. Summary: Based on a Forth pentomino puzzle solver that my dad wrote and refined over the years, I wrote a version in Python. It uses a brute force (but clever) approach using code generation to find all 2339 tilings of the 12 free pentominoes on a 6x10 board. Recursion: Count Change. The number of ways to change amount A is equal to. The number of ways to change amount A using all but the largest coin, plus; the number of ways to change amount A - D using all kinds of coins, where D is the denomination of the largest kind of coin. Description of 8-Puzzle Problem: The 15-puzzle (also called Gem Puzzle, Boss Puzzle, Game of Fifteen, Mystic Square and many others) is a sliding puzzle that consists of a frame of numbered square tiles in random order with one tile missing. The puzzle also exists in other sizes, particularly the smaller 8-puzzle. As we do with any module in python we need to import pygame: import pygame We then initialise all the imported pygame modules: pygame.init This is used to initialise all of the pygame modules. Without this the modules would not work. Defining Constants. We then define some constants here.
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