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Tough Sudoku for 17/August/2008


Choose a number, and place it in the grid above.

  1 2 3 4 5 6 7 8 9
Check out the latest post in the Sudoku Forum

Sudoku Solving Techniques

Submitted by: sudoku lover

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I would love to visit Egypt!
17/Aug/08 12:40 AM
It's on my list too, Jeana.
17/Aug/08 1:04 AM
I would love to visit Egypt, also. This looks like a nice place to have lunch.

I just watched a video on Greece, Turkey, Israel and Egypt. (3 1/2 Hours long!) It was very interesting. I can be packed in a half an hour!!!!
17/Aug/08 3:39 AM
Believe it or not, Egypt is not on my bucket list.
17/Aug/08 4:30 AM
let's go gang...Debby, you buy, we'll fly!
17/Aug/08 5:18 AM
17/Aug/08 5:42 AM
Good afternoon to all! I cheated, and just checked the picture without doing the puzzle today. I was really peeved when the hostess asked me if I had a reservation!
17/Aug/08 6:01 AM
CG - for a tough puzzle this was easier than usual.
17/Aug/08 6:33 AM
And Now, I'm caught up on the puzzles for the last few days, weeks...maybe even month or two.
17/Aug/08 6:34 AM
17/Aug/08 8:22 AM
Wagdy's photo, I guess. I sure do miss him and hope he's OK.
17/Aug/08 9:47 AM
Yes Debby, those chairs look inviting.
Would love to climb a pyramid!
(Can one or are they off-limits?)
17/Aug/08 12:31 PM
1)Start at 23,=>UP=24 (note np:eg8=79)
=>b2<>26,i9<>4,e1 <>47,d3<>7.UP=25
3)fc:(2=4)d3-(4=7)d1-(7)e2=(7-9)b2=(9-4)b5=(4-2)b9=(2)f9.=>f3<&g More...
17/Aug/08 4:05 PM
How wonderful to see one of Wagdy's pics again.
I agree Ruby, a friendlier man there never was.
17/Aug/08 11:35 PM
14:14 I was lucky. When I had whittled down possibilities I noted that the d column contained a lot of 4 either/or possibilities: d1(4/7) d3(4/2) d6(4/9). I knew that if I selected a 4 in one of those places that other single-remaining possibilities would open up. I intended to try one, follow the More...
18/Aug/08 12:00 AM

08/Sep/10 10:23 PM
1.SSTS to UP24
2.(2)f9=(249')b259-(7)b2=e2-d1=(78')d57 > -2d7, UP31
3.AUR(68)ab18:(7)ab1=(3)a8-(3=678)a13b1 > +7ab1, UP81
29/Jan/11 5:32 PM
typo 3.AUR(68)ab18:(7)ab1=(3)a8-(368=7)a3ab1 > +7ab1, UP81
29/Jan/11 5:38 PM
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