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Author Topic: Sudominator 0.1 for MorphOS  (Read 5970 times)

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Offline Linde

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Re: Sudominator 0.1 for MorphOS
« Reply #14 from previous page: September 02, 2010, 12:23:34 PM »
Cool! The next step should be a solvable puzzle generator of varying difficulty :)
 

Offline jj

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Re: Sudominator 0.1 for MorphOS
« Reply #15 on: September 02, 2010, 01:02:48 PM »
Quote from: Kronos;577183
There are the symbols in the toolbar, the 4 blue square "makes" (read the compile following rules set out in the makefile) the white on green arrow runs.
 
That should be enough to test all the examples.
 
Some example-dirs contain more than 1 prog, you can start these from Ambient, others need special care (screenbars and such).
 
Not sure how good the "create new project" option is in MorphED compared to CubicIDE (it's commercial succesor)

 
Would you say CubicIDE is worth the investement ?
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Offline Kronos

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Re: Sudominator 0.1 for MorphOS
« Reply #16 on: September 02, 2010, 01:14:26 PM »
Hard to say, the intregrated gcc is based on the older MorphOS-SDK and I've yet to find a way to get the new SDK fully working with Cubic. If Dietmar (the author) decides to update Cubic in that regard it's surely worth it's money.
1. Make an announcment.
2. Wait a while.
3. Check if it can actually be done.
4. Wait for someone else to do it.
5. Start working on it while giving out hillarious progress-reports.
6. Deny that you have ever announced it
7. Blame someone else
 

Offline krashanTopic starter

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Re: Sudominator 0.1 for MorphOS
« Reply #17 on: September 02, 2010, 01:22:58 PM »
Quote from: Linde;577305
Cool! The next step should be a solvable puzzle generator of varying difficulty :)


It requires some strict definition of sudoku difficulty first...

Offline jj

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Re: Sudominator 0.1 for MorphOS
« Reply #18 on: September 02, 2010, 01:28:44 PM »
Wouldnt it relate to how many numbers are given to start?
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Offline krashanTopic starter

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Re: Sudominator 0.1 for MorphOS
« Reply #19 on: September 02, 2010, 05:02:07 PM »
Quote from: JJ;577321
Wouldnt it relate to how many numbers are given to start?


It is related, but not linearly. Sudoku with very few numbers are easier, as they have very high number of solutions. Adding more numbers will make them harder. Minimal quantity of numbers giving an unique solution is estimated to be between 17 and 19, probably these are the hardest to solve. Adding more numbers will make them easier again.