CubePhysics
Member
- Joined
- Nov 23, 2013
- Messages
- 22
Heeeello everyone! Some of you may remember GlassSolver, the far-fetched application that would optimally solve any (yes, any, meaning 2x2s, 3x3s, 4x4s, and 5x5s) Rubik's cube you have in your hand by just taking some pictures? Well, we're back! And prepared! Original post from the Python Newsgroup:
That was there, and now I am here! I am looking for anyone who can script for any of these cubes!
NOTE: For any of you who are going to reply a measly "It's not possible" I will tell you now: go away. No one wants to hear that a cube with over 30 digits of permutations can't be optimally solved. Why, you ask? Because it is.
https://groups.google.com/forum/#!topic/comp.lang.python/Lc4XHv9mlSMGoogle Cloud Platform and GlassSolver Project
I am fully ready to invest in the Google Cloud Platform, and bring with me my very own idea: Glass Solver (Sometimes called GlaSolver). Long story short, this application for Google Glass will connect to the Cloud to retrieve God's Algorithm for the cube sitting in front of you by doing a series of scans of the cube. But, that (specifically) is not what I came here for. In order to have all these algorithms, I have to make them first. One important detail that is probably worth mentioning is the fact that this application will support no only 3x3s. It will also support 2x2s,4x4s,and 5x5s. The last 2 mentioned have not been done before. God's Number has never been found for the 4x4 or 5x5 cube. But thanks to Google and their Compute Platform, it is possible. I myself am relatively new to Python. My experience is in Java primarily. Again, long story even shorter, I am asking for a Python (2.7 please!) script for each cube. Thanks for reading this and possibly for your script! Also I should mention that I will credit whomever writes the scripts. I have contacted Google on their Compute Engine which would execute these scripts. I am await a reply!
That was there, and now I am here! I am looking for anyone who can script for any of these cubes!
NOTE: For any of you who are going to reply a measly "It's not possible" I will tell you now: go away. No one wants to hear that a cube with over 30 digits of permutations can't be optimally solved. Why, you ask? Because it is.