Substitute Samurai #2
Another great puzzle 100% generated by JSudoku.
Rating based on required solving techniques: Tough
My personal rating based on actual solving: Hard
904050001000000000006010207201090000309000608000000000000800030000000000050340000
006040185900000000000060300000500000001000700500070009005000400800010000000080007
030100005000000800000050000000010407800000000000200000000009000008040000000000000
000509000500000008000000000103020005000000001809010300907060502000000000201008039
000087605000100000000000102700060000000000406100500000003070508000000000406058003
Substitute Samurai #2
Substitute Samurai #2
Last edited by Børge on Fri May 16, 2008 6:20 pm, edited 1 time in total.
Hilsener i fra vikingen Børge
Yes, "hard" is about right. Definitely in the normal range of difficulty of the contest samurais. Noticeably easier than the SCS/SCEs have been -- which I appreciate, as I like a little more relaxing challenge on a Monday night
This did not feel like a randomly generated puzzle at all. Quite impressive.
This did not feel like a randomly generated puzzle at all. Quite impressive.
jsmif, thanks for the feedback.jsmif wrote:Noticeably easier than the SCS/SCEs have been.
Please bear with me while I familiarize myself with the Sudokus my software generate, which only can be done by generating and (time consuming) solving. Generating puzzles is still an unfamiliar terrain for me. Originally I was afraid, that I could not generate challenging enough puzzles but that seems not to be the problem.
Yesterday I started solving SCE #8 and figured out that it is way too difficult, although the required solving techniques are rated Barely Hard. I will generate another (much) easier puzzle. Until I have gathered more experience I will try to generate puzzles on the easier side than on the more difficult. At least until I get complaints about the puzzles being too easy.
Hilsener i fra vikingen Børge
This was a very goog Sudoku
Dificult, but it was always possible to move forward, that I appreciate.
the solution: 436198725125367894789452163392816457864975312571234986647589231218643579953721648
Dificult, but it was always possible to move forward, that I appreciate.
I think this is the way to get more people joiningBørge wrote:I will try to generate puzzles on the easier side than on the more difficult.
the solution: 436198725125367894789452163392816457864975312571234986647589231218643579953721648
Nothing can both be and not be