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Sat 11 VH w wing solution

 
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George Woods



Joined: 28 Mar 2006
Posts: 304
Location: Dorset UK

PostPosted: Sat Nov 11, 2017 8:30 am    Post subject: Sat 11 VH w wing solution Reply with quote

[code]
+---------------+----------------+---------------+
| 2 3 469 | 45689 489 4589 | 7 489 1 |
| 67 8 4679 | 1 2 479 | 349 5 39 |
| 17 147 5 | 3 489 4789 | 6 2489 289 |
+---------------+----------------+---------------+
| 4 17 178 | 2 5 789 | 389 1789 6 |
| 9 1267 1678 | 478 3 478 | 28 1278 5 |
| 357 257 78 | 789 6 1 | 2389 2789 4 |
+---------------+----------------+---------------+
| 567 4567 2 | 4589 489 3 | 1 4789 789 |
| 15 9 14 | 458 7 6 | 2458 3 28 |
| 8 457 3 | 459 1 2 | 459 6 79 |
+---------------+----------------+---------------+
Why am I first? a W wing 17 r3c1 and r4c2 operating on 7s in col 3 means that r3c1=1 and stte Incidentally can someone remind me how to move a half completed puzzle into the neat version with "click here to play"


Last edited by George Woods on Sun Nov 12, 2017 2:14 pm; edited 1 time in total
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ZeroAssoluto



Joined: 05 Feb 2017
Posts: 933
Location: Rimini, Italy

PostPosted: Sat Nov 11, 2017 8:58 am    Post subject: Reply with quote

Hi everyone,

Code:

+------------+--------------+--------------+
| 2  3   49  | 6    489 5   | 7   489  1   |
| 6  8   479 | 1    2   79  | 49  5    3   |
| 17 147 5   | 3    489 789 | 6   2489 289 |
+------------+--------------+--------------+
| 4  17  178 | 2    5   89  | 3   79   6   |
| 9  2   6   | 7    3   4   | 8   1    5   |
| 3  5   78  | 89   6   1   | 29  279  4   |
+------------+--------------+--------------+
| 57 6   2   | 4589 89  3   | 1   489  789 |
| 15 9   14  | 458  7   6   | 245 3    28  |
| 8  47  3   | 459  1   2   | 459 6    79  |
+------------+--------------+--------------+

Play this puzzle online at the Daily Sudoku site

Quote:
XY-Wing 1,4,7 in r49c2,r8c3 and -1 in r4c3
or
W-Wing 1,7 in r3c1,r4c2 connected by number 7 in r7c1,r9c2 and -1 in r3c2


Ciao Gianni
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Marty R.



Joined: 12 Feb 2006
Posts: 5770
Location: Rochester, NY, USA

PostPosted: Sat Nov 11, 2017 7:08 pm    Post subject: Reply with quote

I'm getting senile. I thought I posted last night but I don't see it.
W-Wing (79) in b26, SL 9 in c7, with pincer transport=> -7r2c3.

Code:

+------------+--------------+--------------+
| 2  3   49  | 6    489 5   | 7   489  1   |
| 6  8   479 | 1    2   79  | 49  5    3   |
| 17 147 5   | 3    489 789 | 6   2489 289 |
+------------+--------------+--------------+
| 4  17  178 | 2    5   89  | 3   79   6   |
| 9  2   6   | 7    3   4   | 8   1    5   |
| 3  5   78  | 89   6   1   | 29  279  4   |
+------------+--------------+--------------+
| 57 6   2   | 4589 89  3   | 1   489  789 |
| 15 9   14  | 458  7   6   | 245 3    28  |
| 8  47  3   | 459  1   2   | 459 6    79  |
+------------+--------------+--------------+

Play this puzzle online at the Daily Sudoku site
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George Woods



Joined: 28 Mar 2006
Posts: 304
Location: Dorset UK

PostPosted: Sun Nov 12, 2017 1:27 pm    Post subject: Reply with quote

Marty R. wrote:
I'm getting senile. I thought I posted last night but I don't see it.
W-Wing (79) in b26, SL 9 in c7, with pincer transport=> -7r2c3.

Code:

+------------+--------------+--------------+
| 2  3   49  | 6    489 5   | 7   489  1   |
| 6  8   479 | 1    2   79  | 49  5    3   |
| 17 147 5   | 3    489 789 | 6   2489 289 |
+------------+--------------+--------------+
| 4  17  178 | 2    5   89  | 3   79   6   |
| 9  2   6   | 7    3   4   | 8   1    5   |
| 3  5   78  | 89   6   1   | 29  279  4   |
+------------+--------------+--------------+
| 57 6   2   | 4589 89  3   | 1   489  789 |
| 15 9   14  | 458  7   6   | 245 3    28  |
| 8  47  3   | 459  1   2   | 459 6    79  |
+------------+--------------+--------------+

Play this puzzle online at the Daily Sudoku site





I take it that you mean 79 in boxes 2 and 6 (by b(26)
and operating on the 9s in col 7(by SL 9 in c7) So if if there were no 9 at r9c7 you would have a strong link in 9 and your pincer and conclusions are OK but I don't see the WWing as is because of the lack of a strong link Yes it gives the solution but who has not stumbled on a solution bu got there by faulty logic!!!!!

Maybe I am the senile one
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Marty R.



Joined: 12 Feb 2006
Posts: 5770
Location: Rochester, NY, USA

PostPosted: Sun Nov 12, 2017 7:00 pm    Post subject: Reply with quote

Quote:
So if if there were no 9 at r9c7 you would have a strong link


Absolutely. I was careless to say the least. Never saw it. Thanks for pointing that out, George.
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