The hardest sudokus (new thread)

Everything about Sudoku that doesn't fit in one of the other sections

Re: The hardest sudokus (new thread)

Postby champagne » Sat Sep 10, 2011 6:50 am

dobrichev wrote:Hi champagne,

Your solver is impressive.

champagne wrote:If you are interested in knowing more about my own solver, I can develop


I downloaded version labeled "Version: V1.0.0 dated June 24th 2011", and after some reverse engineering found the basic command line syntax. It runs about 30-200 times faster than SE, processing a batch of 300K non-average puzzles in 1h 23'.

Some basic documentation is welcome. It is up to you in choosing where or whether to open a discussion.

Cheers,
MD


I'll answer to your post this morning in that thread

http://forum.enjoysudoku.com/cloning-sudoku-explainer-thru-tagging-t30132.html#p211792

To make it short, what you downloaded is skfr, a "quasi clone" of serate the rating part of Sudoku explainer;

My solver works on completely different rules.

I think we can use the pointed thread to discuss on both.

the release V 1.0.0 is somehow outdated. I am just finishing preliminary tests to produce a V 1.1.0 with the same limitation (level 2 in serate chains) but including many adjustments, mainly those required after having made comparative tests between V.1.0.0 an serate.

the release V.2.0.0 should include the level 2.

level 2 in serate includes some ratings in the range 9.8/11, but not all of them

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Re: The hardest sudokus (new thread)

Postby SudoQ » Sat Sep 10, 2011 3:05 pm

Hi champagne,

I saw that your program could be downloaded.
Embarrassing enough, I haven't managed to find where.
I would really like to try it!

/SudoQ
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Re: The hardest sudokus (new thread)

Postby champagne » Sat Sep 10, 2011 3:21 pm

SudoQ wrote:I saw that your program could be downloaded.
Embarrassing enough, I haven't managed to find where.

Again, to be quite clear, this is not my solver, but skfr, the "quasi clone" of Suduku explainer rating subroutine "serate" in construction as explained here.

http://forum.enjoysudoku.com/cloning-sudoku-explainer-thru-tagging-t30132.html

The code is located in google database and work as a "team project"
It can be accessed with that link

http://code.google.com/p/skfr-sudoku-fast-rating/

Getting a copy of my solver is not a problem but would require preliminary private discussions.

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Re: The hardest sudokus (new thread)

Postby SudoQ » Sun Sep 11, 2011 9:36 am

Hi champagne,

I have tried to send a private message but do not have permission to do that.

/SudoQ
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Re: The hardest sudokus (new thread)

Postby champagne » Sun Sep 11, 2011 9:50 am

SudoQ wrote:Hi champagne,

I have tried to send a private message but do not have permission to do that.

/SudoQ


AFAIK, no restriction exists if your are logged.
are your sure you were logged at that time.

If you confirm you were logged,I'll warn jasonlion through pm

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re: can't send PM

Postby Pat » Sun Sep 11, 2011 11:55 am

    it seems members can't send PM
    until they've made several posts
      ( i don't know what's the threshold )
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Re: The hardest sudokus (new thread)

Postby JasonLion » Sun Sep 11, 2011 2:39 pm

You need to have three posts to be able to send private messages.
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Postby Pat » Sun Sep 11, 2011 2:42 pm

so it was his 3rd post where he reported inability to send PM,
and the next time he tried -- he suddenly was able to send PM
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Re:

Postby SudoQ » Sun Sep 11, 2011 6:24 pm

Pat wrote:so it was his 3rd post where he reported inability to send PM,
and the next time he tried -- he suddenly was able to send PM


Yes, so it was!
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41-given non-minimal 10.4

Postby dobrichev » Mon Sep 12, 2011 7:58 pm

Here is one non-minimal puzzle with 999911111 digit distribution.

Code: Select all
.6..12.34.13.74.2.2.43..1....2.314..13.4..8.24..2...13.21.4.3...4..932.13..12..45 10.4/10.4/10.0


Here are its 23-clue minimals - 11111-part fixed, non-givens fixed, 9999-part minimized.
(First 5 of them have reduced rating).
Edit: as mentioned by Mauricio and champagne, the first 5 are not minimals from the same seed, sorry.


Hidden Text: Show
Code: Select all
.6.........3.7..2.2.43..1......314..1..4..8.2...2...........3......9....3.81...45 ED= 9.3/1.2/1.2
.6.........3.7..2.2.43..1....2.314..1..4..8.....2...........3......9....3.81...45 ED= 9.2/1.2/1.2
.6...........7..2.2.43..1.......14..13.4..8.2...2....3......3......9....3.81...45 ED= 9.3/1.2/1.2
.6...........7..2.2.43..1....2..14..13.4..8.....2....3......3......9....3.81...45 ED= 9.2/1.2/1.2
.6.....3.....7....2.43..1.......14..13.4..8.2...2....3.............9.2..3.81...45 ED= 9.3/1.2/1.2
.6...2.....3.7..2...43..1......314..1..4..8.2...2......21...3...4..9....3.......5 ED=10.4/1.2/1.2
.6...2.....3.7..2...43..1....2.314..1..4..8.....2......21...3...4..9....3.......5 ED=10.4/1.2/1.2
.6...2.......7..2...43..1.......14..13.4..8.2...2....3.21...3...4..9....3.......5 ED=10.4/1.2/1.2
.6...2.......7..2...43..1......314..1..4..8.2...2....3.21...3...4..9....3.......5 ED=10.4/1.2/1.2
.6...2.......7..2...43..1....2..14..13.4..8.....2....3.21...3...4..9....3.......5 ED=10.4/1.2/1.2
.6...2.......7..2...43..1....2.314..1..4..8.....2....3.21...3...4..9....3.......5 ED=10.4/1.2/1.2
.6...2.3.....7..2...43..1.......14..13.4..8.2...2....3.21.......4..9....3.......5 ED=10.4/1.2/1.2
.6...2.3.....7..2...43..1......314..1..4..8.2...2....3.21.......4..9....3.......5 ED=10.4/1.2/1.2
.6...2.3.....7..2...43..1....2..14..13.4..8.....2....3.21.......4..9....3.......5 ED=10.4/1.2/1.2
.6...2.3.....7..2...43..1....2.314..1..4..8.....2....3.21.......4..9....3.......5 ED=10.4/1.2/1.2
.6...2.3.....7..2...43..1......314..1..4..8.2...2......21...3...4..9....3.......5 ED=10.4/1.2/1.2
.6...2.3.....7..2...43..1....2.314..1..4..8.....2......21...3...4..9....3.......5 ED=10.4/1.2/1.2
.6...2.....3.7..2...43..1....2.314..1..4..8............21...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.......7..2...43..1....2..14..13.4..8..........3.21...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.......7..2...43..1....2.314..1..4..8..........3.21...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6.........3.7..2.2.43..1......314..1..4..8.2...2.......1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6.........3.7..2.2.43..1....2.314..1..4..8.....2.......1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.....3.7..2.2.43..1....2.314..1..4..8.............1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...........7..2.2.43..1.......14..13.4..8.2...2....3..1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...........7..2.2.43..1......314..1..4..8.2...2....3..1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...........7..2.2.43..1....2..14..13.4..8.....2....3..1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...........7..2.2.43..1....2.314..1..4..8.....2....3..1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.......7..2.2.43..1....2..14..13.4..8..........3..1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.......7..2.2.43..1....2.314..1..4..8..........3..1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.3.....7..2...43..1....2..14..13.4..8..........3.21.......4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.3.....7..2...43..1....2.314..1..4..8..........3.21.......4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.3.....7..2...43..1....2.314..1..4..8............21...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6.....3.....7....2.43..1.......14..13.4..8.2...2....3..1.......4..9.2..3...2...5 ED=10.4/1.2/1.2
.6.....3.....7....2.43..1......314..1..4..8.2...2....3..1.......4..9.2..3...2...5 ED=10.4/1.2/1.2
.6.....3.....7..2.2.43..1....2..14..13.4..8.....2....3..1.......4..9....3...2...5 ED=10.4/1.2/1.2
.6.....3.....7..2.2.43..1....2.314..1..4..8.....2....3..1.......4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.3.....7..2.2.43..1....2..14..13.4..8..........3..1.......4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.3.....7..2.2.43..1....2.314..1..4..8..........3..1.......4..9....3...2...5 ED=10.4/1.2/1.2
.6.....3.....7....2.43..1......314..1..4..8.2...2.......1...3...4..9.2..3...2...5 ED=10.4/1.2/1.2
.6.....3.....7..2.2.43..1......314..1..4..8.2...2.......1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6.....3.....7..2.2.43..1....2.314..1..4..8.....2.......1...3...4..9....3...2...5 ED=10.4/1.2/1.2
.6...2.3.....7..2.2.43..1....2.314..1..4..8.............1...3...4..9....3...2...5 ED=10.4/1.2/1.2
Last edited by dobrichev on Mon Sep 12, 2011 9:19 pm, edited 1 time in total.
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Re: Minimals with reduced rating

Postby Mauricio » Mon Sep 12, 2011 8:58 pm

dobrichev wrote:Here are its 23-clue minimals - 11111-part fixed, non-givens fixed, 9999-part minimized. First 5 of them have reduced rating.

Code: Select all
.6.........3.7..2.2.43..1......314..1..4..8.2...2...........3......9....3.81...45 ED= 9.3/1.2/1.2
.6.........3.7..2.2.43..1....2.314..1..4..8.....2...........3......9....3.81...45 ED= 9.2/1.2/1.2
.6...........7..2.2.43..1.......14..13.4..8.2...2....3......3......9....3.81...45 ED= 9.3/1.2/1.2
.6...........7..2.2.43..1....2..14..13.4..8.....2....3......3......9....3.81...45 ED= 9.2/1.2/1.2
.6.....3.....7....2.43..1.......14..13.4..8.2...2....3.............9.2..3.81...45 ED= 9.3/1.2/1.2


Those 5 puzzles are not minimals of the original (8@r9c3 not in original puzzle), otherwise, nice findings.
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Re: Minimals with reduced rating

Postby champagne » Mon Sep 12, 2011 9:02 pm

dobrichev wrote:Here is one non-minimal puzzle with 999911111 digit distribution.

Code: Select all
.6..12.34.13.74.2.2.43..1....2.314..13.4..8.24..2...13.21.4.3...4..932.13..12..45 10.4/10.4/10.0


Here are its 23-clue minimals - 11111-part fixed, non-givens fixed, 9999-part minimized. First 5 of them have reduced rating.

Code: Select all
.6.........3.7..2.2.43..1......314..1..4..8.2...2...........3......9....3.81...45 ED= 9.3/1.2/1.2
.6.........3.7..2.2.43..1....2.314..1..4..8.....2...........3......9....3.81...45 ED= 9.2/1.2/1.2
.6...........7..2.2.43..1.......14..13.4..8.2...2....3......3......9....3.81...45 ED= 9.3/1.2/1.2
.6...........7..2.2.43..1....2..14..13.4..8.....2....3......3......9....3.81...45 ED= 9.2/1.2/1.2


These 5 can not be a minimal form of the seed
They have an extra digit '8'

But that 10.4 with so many digits is amazing

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Re: The hardest sudokus (new thread)

Postby dobrichev » Mon Sep 12, 2011 9:25 pm

Hi Mauritio and champagne,

Thank you for the correction.

Is this puzzle still a candidate for best non-diamond (silicon)?

Cheers,
MD
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more non-minimals

Postby dobrichev » Mon Sep 12, 2011 9:49 pm

Here are several non-minimals rated 10+.
All they have postponed hard step after 48-th given (999991110 digit distribution).

Hidden Text: Show
Code: Select all
7956..8..81..95.76.46.87.9567.8.9.5.92.56.78..58.7.6.956.7..9.8..79.856..89.56..7   10.3   1.0   1.0
7956..8..81..95.76.46.87.9567.8.9.5.9..56.78..58.7.6.956.7..9.8.379.856..89.56..7   10.3   1.0   1.0
7956..8..81..95.76..6.87.9567.8.9.5.92.56.78..58.7.6.956.7..9.8.379.856..89.56..7   10.3   1.0   1.0
7956..8..8...95.76.46.87.9567.8.9.5.92.56.78..58.7.6.956.7..9.8.379.856..89.56..7   10.3   1.0   1.0
97.85.63.56.7..9.8..8.69.7589.5.6..7.56.7.89.4.79.856.6...857.97.529..86.896.7.5.   10.2   10.2   9.4
85.79.63.67.8..9.5..9.56.8778.5.9.6.9.564..78..6.785.95.7.8..9619..6785..689.57..   10.2   10.2   8.8
6857..9..71395..862.9.86.5789.6.5.7..56..78.9..789.56.96.5..7.85...7869..78.69..5   10.2   1.0   1.0
6857..9..71395..86.49.86.5789.6.5.7..56..78.9..789.56.96.5..7.85...7869..78.69..5   10.2   1.0   1.0
6857..9..71.95..86249.86.5789.6.5.7..56..78.9..789.56.96.5..7.85...7869..78.69..5   10.2   1.0   1.0
6857..9..71.95..86.49.86.5789.6.5.7..56..78.9.3789.56.96.5..7.85...7869..78.69..5   10.2   1.0   1.0
6857..9..71.95..86.49.86.5789.6.5.7..56..78.9..789.56.96.5..7.852..7869..78.69..5   10.2   1.0   1.0
6857..9..71.95..86..9.86.5789.6.5.7..56..78.9.3789.56.96.5..7.852..7869..78.69..5   10.2   1.0   1.0
6857..9..7.395..86249.86.5789.6.5.7..56..78.9..789.56.96.5..7.85...7869..78.69..5   10.2   1.0   1.0
6857..9..7..95..86.49.86.5789.6.5.7..56..78.9.3789.56.96.5..7.852..7869..78.69..5   10.2   1.0   1.0
59.86.7.486...7.95..75.968.7.89..5.69...56.78.56.789..62.78..59185.9..67.796.58..   10.2   10.2   7.8
59.86.7..86...7.95.475.968.7189..5.693..56.78.56.789..6..78..59.85.9..67.796.58..   10.2   1.0   1.0
59.86.7..86...7.95.475.968.7189..5.69...56.78.56.789..62.78..59.85.9..67.796.58..   10.2   1.0   1.0
59.86.7..86...7.95.475.968.7.89..5.693..56.78.56.789..62.78..59.85.9..67.796.58..   10.2   1.0   1.0
59.86.7..86...7.95..75.968.7189..5.693..56.78.56.789..62.78..59.85.9..67.796.58..   10.2   1.0   1.0
57.96.8..86...7.953.98.567.78.59..6.9.5..67.81.678..596..2589.7.976..58..58.79..6   10.2   2.6   2.6
57.96.8..86...7.953.98.567.78.59..6.9.5..67.81.678..596...58947.976..58..58.79..6   10.2   2.6   2.6
57.96.8..86...7.953.98.567.78.59..6.9.5..67.8..678..596..258947.976..58..58.79..6   10.2   2.6   2.6
57.96.8..86...7.95..98.567.78.59..6.9.5..67.81.678..596..258947.976..58..58.79..6   10.2   2.6   2.6
57.96.8..86...7.95..98.567.78.59..6.9.5..67.8..678..596132589.7.976..58..58.79..6   10.2   1.0   1.0
57.96.8..86...7.95..98.567.78.59..6.9.5..67.8..678..59613.58947.976..58..58.79..6   10.2   1.0   1.0
57.96.8..86...7.95..98.567.78.59..6.9.5..67.8..678..5961.258947.976..58..58.79..6   10.2   1.0   1.0
57.96.8..86...7.95..98.567.78.59..6.9.5..67.8..678..596.3258947.976..58..58.79..6   10.2   1.0   1.0
89657....5..6.97.8.17..869578..35.699.5.67.8..6.89.5.767.98..52..975.8.6.58..697.   10.1   10.1   7.8
87569....62.5.79.8.19..856778.9...5694..5678..5678...956.87..9..98..567...7.698.5   10.1   1.0   1.0
87569....62.5.79.8.19..856778.9...569...5678..5678...956.87..9..98..567..37.698.5   10.1   1.0   1.0
87569....62.5.79.8..9..856778.9...5694..5678..5678...956.87..9..98..567..37.698.5   10.1   1.0   1.0
87569....6..5.79.8.19.2856778.9...5694..5678..5678...956.87..9..98..567...7.698.5   10.1   9.2   2.6
87569....6..5.79.8.19.2856778.9...569...5678..5678...956.87..9..98..567..37.698.5   10.1   10.1   2.6
87569....6..5.79.8.19..856778.9...5694..5678..5678...956.87..9..98..567..37.698.5   10.1   1.0   1.0
87569....6..5.79.8..9.2856778.9...5694..5678..5678...956.87..9..98..567..37.698.5   10.1   1.5   1.5
8576..9..6..59..78.9..786.578..5..699.5.678....68.9.575.9..678.1789253.6.6.78.59.   10.1   1.0   1.0
8576..9..6..59..78.9..786.578..5..699.5.678....68.9.575.9..678.178925.46.6.78.59.   10.1   1.0   1.0
8576..9..6..59..78.9..786.578..5..699.5.678....68.9.575.9..678.1789.5346.6.78.59.   10.1   1.0   1.0
8576..9..6..59..78.9..786.578..5..699.5.678....68.9.575.9..678..78925346.6.78.59.   10.1   1.0   1.0
79586.2..8..9.56.7..6.7.59867..89.5.9.1.5678..587...695.96.78...8753.9.6.6..98.75   10.1   10.1   2.6
7956..8..813.95.762.6.87.9567.8.9.5.9..56.78..58.7.6.956.7..9.8..79.856..89.56..7   10.1   1.0   1.0
7956..8..813.95.76.46.87.9567.8.9.5.9..56.78..58.7.6.956.7..9.8..79.856..89.56..7   10.1   1.0   1.0
7956..8..81..95.76246.87.9567.8.9.5.9..56.78..58.7.6.956.7..9.8..79.856..89.56..7   10.1   1.0   1.0
7956..8..8.3.95.76246.87.9567.8.9.5.9..56.78..58.7.6.956.7..9.8..79.856..89.56..7   10.1   1.0   1.0
7596..8..6.398..57.8..75.698...5769.9.51.6.78.6789.5..5..7.89.6.76..9.85.9856.74.   10.1   10.1   7.9
6857..9..7.395..86.49.86.5789.6.5.7..56..78.9..789.56.96.5..7.85...7869..78.69.25   10.1   10.1   7.8
67598.2.48..7.65.9..9.5.78678...569.95.3678....689..575.8.7.96..675.9..8.9.6.8.75   10.1   10.1   2.6
67598.2..8..75.9.6..9..685778.5.946.95..67..8..68..5795.719.68..68.75.9..9.6.87.5   10.1   10.1   7.8
5976.283.8..75.6.9.6..89.757.89...5694.5.678..56.789..6.5.97..8.8..65.97.798..56.   10.1   10.1   10.1
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..716453.985.89.7..6.9..8675.   10.0   1.0   1.0
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..71645.2985.89.7..6.9..8675.   10.0   1.0   1.0
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..71645..985.8927..6.9..8675.   10.0   1.2   1.2
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..716.532985.89.7..6.9..8675.   10.0   1.0   1.0
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..716.53.985.8927..6.9..8675.   10.0   1.2   1.2
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..7.64532985.89.7..6.9..8675.   10.0   1.0   1.0
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..7.6453.985.8927..6.9..8675.   10.0   1.0   1.0
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..7.6453.985.89.7..6.9.18675.   10.0   1.0   1.0
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..7.645.2985.89.7..6.9.18675.   10.0   1.2   1.2
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..7.645..985.8927..6.9.18675.   10.0   1.0   1.0
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..7.6.532985.89.7..6.9.18675.   10.0   1.2   1.2
95.76.8..86...9.75..78.596.68..9.5.7..567..89.795.86..7.6.53.985.8927..6.9.18675.   10.0   1.0   1.0
8756..9..61..98.75.49.75.8678...956.92.5.67.8.5678...959..6.8.7..785.69..689.7.5.   10.0   1.0   1.0
8756..9..61..98.75.49.75.8678...956.9..5.67.8.5678...959..6.8.7.3785.69..689.7.5.   10.0   1.0   1.0
8756..9..61..98.75..9.75.8678..4956.9..5.67.8.5678...959..6.8.7.3785.69..689.7.5.   10.0   10.0   7.9
8756..9..61..98.75..9.75.8678...956.92.5.67.8.5678...959..6.8.7.3785.69..689.7.5.   10.0   1.0   1.0
8756..9..6...98.75.49.75.8678...956.92.5.67.8.5678...959..6.8.7.3785.69..689.7.5.   10.0   1.0   1.0
8756..9..6...98.75.49.75.8678...956.92.5.67.8.5678...959..6.8.7..785.69..689.7.51   10.0   10.0   7.9
7659..8..8.365..79.94.87.566718.9..59..5.67.8.58.7.69.5.976..8..87..596...6.985.7   10.0   1.0   1.0
7659..8..8.365..79.94.87.5667.8.9..59.25.67.8.58.7.69.5.976..8..87..596...6.985.7   10.0   1.0   1.0
7659..8..8.365..79.9..87.566718.9..59.25.67.8.58.7.69.5.976..8..87..596...6.985.7   10.0   1.0   1.0
7659..8..8..65..79.94.87.566718.9..59.25.67.8.58.7.69.5.976..8..87..596...6.985.7   10.0   1.0   1.0
76.95.8..58.7..9.6..9.86.5789...567..56.78..9..769.58.9.5.6.7.863854719..7.8.9.65   10.0   1.0   1.0
76.95.8..58.7..9.6..9.86.5789...567..56.78..9..769.58.9.5.6.7.8638547.92.7.8.9.65   10.0   1.0   1.0
76.95.8..58.7..9.6..9.86.5789...567..56.78..9..769.58.9.5.6.7.86385.7192.7.8.9.65   10.0   1.0   1.0
76.95.8..58.7..9.6..9.86.5789...567..56.78..9..769.58.9.5.6.7.86.8547192.7.8.9.65   10.0   1.0   1.0
76.85.9..95.7.46.8..8.96.5768.9..57...5.678.9.795.8.618.6..579.53..79.86.9768...5   10.0   10.0   10.0
76.85.9..59...6.78.487.96.568..91.57..567.89..795.8..685.9.7.6.9.7.6.58..36.857.9   10.0   10.0   9.2
67951283.8..7.96.5..586..9778.9...569...5678..56.78..956..879....7.95.68.986..57.   10.0   1.0   1.0
6795128.48..7.96.5..586..9778.9...569...5678..56.78..956..879....7.95.68.986..57.   10.0   1.0   1.0
67951.8348..7.96.5..586..9778.9...569...5678..56.78..956..879....7.95.68.986..57.   10.0   1.0   1.0
6795.28348..7.96.5..586..9778.9...569...5678..56.78..956..879....7.95.68.986..57.   10.0   1.0   1.0
67598.2..8..75.9.6..9..685778.5.946.95..671.8..68..5795.7.9.68..68.75.9..9.6.87.5   10.0   1.0   1.0
67598.2..8..75.9.6..9..685778.5.946.95..67..8..68..5795.7.9.68..68.7539..9.6.87.5   10.0   1.0   1.0
67598.2..8..75.9.6..9..685778.5.9.6.95..671.8..68..5795.7.9.68..68.7539..9.6.87.5   10.0   1.0   1.0
67598.2..8..75.9.6..9..685778.5.9.6.95..67..8..68..5795.7.9.68..68.75391.9.6.87.5   10.0   10.0   2.6
67598....8..75.9.6..9..685778.5.946.95..671.8..68..5795.7.9.68..68.7539..9.6.87.5   10.0   1.0   1.0
67598....8..75.9.6..9..685778.5.9.6.95..67..8..68..5795.7.9.68.26847539..9.6.87.5   10.0   1.0   1.0
67598....8..75.9.6..9..685778.5.9.6.95..67..8..68..5795.7.9.68.268475.91.9.6.87.5   10.0   1.0   1.0
67598....8..75.9.6..9..685778.5.9.6.95..67..8..68..5795.7.9.68.268.75391.9.6.87.5   10.0   1.0   1.0
67598....8..75.9.6..9..685778.5.9.6.95..67..8..68..5795.7.9.68..68475391.9.6.87.5   10.0   1.0   1.0
67598....8..7.65.9..9.5.78678...569.95.36782...689..575.8.7.96..675.9.48.9.6.8.75   10.0   10.0   2.6
59.86.7..86...7.95..75.968.7.89..5.69...56.78.5647891.62.78..59.85.9..67.796.58..   10.0   10.0   7.6
59.7628..86.5149.7..7.98.5667..89..5..56.7.89.89.5.67.7.68.5.9.9.8.7.56..5.9.67.8   10.0   1.0   1.0
59.7628..86.51.9.7..7398.5667..89..5..56.7.89.89.5.67.7.68.5.9.9.8.7.56..5.9.67.8   10.0   1.0   1.0
59.7628..86.5.49.7..7398.5667..89..5..56.7.89.89.5.67.7.68.5.9.9.8.7.56..5.9.67.8   10.0   1.0   1.0
59.76.8..86.5149.7..7398.5667..89..5..56.7.89.89.5.67.7.68.5.9.9.8.7.56..5.9.67.8   10.0   1.0   1.0
5768..93.8..59.6.7..9.76.5878.9.5.619.5.6.78..6.7.85.96.7..98.5.9865..7.45..87.96   10.0   10.0   2.8
57.96.8..86.3.7.95..98.567.78.59..6.9.54.67.8..678..596..2589.7.976..58..58.79..6   10.0   1.0   1.0
57.96.8..86.3.7.95..98.567.78.59..6.9.54.67.8..678..596...589.7.976..58..58179..6   10.0   1.0   1.0
57.96.8..86.3.7.95..98.567.78.59..6.9.5..67.8..678..596..2589.7.976..58..58179..6   10.0   1.0   1.0
57.96.8..86...7.95..98.567.78.59..6.9.54.67.8..678..596..2589.7.976..58..58179..6   10.0   1.0   1.0

MD
dobrichev
2016 Supporter
 
Posts: 1863
Joined: 24 May 2010

Re: The hardest sudokus (new thread)

Postby coloin » Mon Sep 12, 2011 10:19 pm

Well it may have come from a fruitless discovery ......

but there sure are a lot of seeds in these non-minimals :lol:

C
coloin
 
Posts: 2494
Joined: 05 May 2005
Location: Devon

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