Dan's Despotic November 5, 2013

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Dan's Despotic November 5, 2013

Postby ArkieTech » Tue Nov 05, 2013 12:08 am

Code: Select all
 *-----------*
 |9..|21.|5..|
 |5..|.3.|...|
 |...|5..|96.|
 |---+---+---|
 |...|...|17.|
 |..4|761|3..|
 |.87|...|...|
 |---+---+---|
 |.62|..5|...|
 |...|.4.|..1|
 |..1|.23|..8|
 *-----------*


Play/Print this puzzle online
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Re: Dan's Despotic November 5, 2013

Postby Leren » Tue Nov 05, 2013 12:27 am

Code: Select all
*--------------------------------------------------------------*
| 9     47    8      | 2     1     6      | 5     34    347    |
| 5     2     6      | 49    3     479    | 8     1     47     |
| 47    1     3      | 5    c78   d78-4   | 9     6     2      |
|--------------------+--------------------+--------------------|
| 6     3     59     | 489  b89    2      | 1     7     459    |
| 2     59    4      | 7     6     1      | 3     8     59     |
| 1     8     7      | 3     5    a49     | 24    249   6      |
|--------------------+--------------------+--------------------|
| 38    6     2      | 1     789   5      | 47    349   349    |
| 38    579   59     | 689   4     789    | 267   2359  1      |
| 47    4579  1      | 69    2     3      | 67    59    8      |
*--------------------------------------------------------------*

H3 Wing: (4=9) r6c6 - (9=8) r4c5 - r3c5 = (8) r3c6 => - 4 r3c6; stte

Leren
Last edited by Leren on Tue Nov 05, 2013 7:47 pm, edited 1 time in total.
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Re: Dan's Despotic November 5, 2013

Postby Luke » Tue Nov 05, 2013 2:43 am

Bugged-out (47)w-wing, SL 7 box 8 ==>r6c7<>4

Code: Select all
 *-----------------------------------------------------------*
 | 9     47    8     | 2     1     6     | 5     34    347   |
 | 5     2     6     | 49    3     479   | 8     1     47    |
 | 47    1     3     | 5     78    478   | 9     6     2     |
 |-------------------+-------------------+-------------------|
 | 6     3    *59    | 489   589   2     | 1     7    *59+4  |
 | 2    *59    4     | 7     6     1     | 3     8    *59    |
 | 1     8     7     | 3     59    49    | 2-4   249   6     |
 |-------------------+-------------------+-------------------|
 | 38    6     2     | 1    S789   5     |#47    349   349   |
 | 38   *59+7 *59    | 689   4    S789   | 267   2359  1     |
 | 47    4579  1     | 69    2     3     | 67    59    8     |
 *-----------------------------------------------------------*
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Re: Dan's Despotic November 5, 2013

Postby pjb » Tue Nov 05, 2013 2:44 am

Code: Select all
 9     d47     8      | 2      1      6      | 5      34    e347   
 5      2      6      | 49     3      479    | 8      1      47     
c47     1      3      | 5     b78     478    | 9      6      2     
 ---------------------+----------------------+---------------------
 6      3      59     | 489   a89     2      | 1      7      459   
 2      59     4      | 7      6      1      | 3      8      59     
 1      8      7      | 3      5      49     | 24     249    6     
 ---------------------+----------------------+---------------------
 38     6      2      | 1      78-9   5      | 47    f349   f349   
 38     579    59     | 689    4      789    | 267    2359   1     
 47     4579   1      | 69     2      3      | 67     59     8     

(9=8) r4c5 - (8=7) r3c5 - r3c1 = r1c2 - (7=9)UR:r17c89 => -9 r7c5; stte

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Re: Dan's Despotic November 5, 2013

Postby Marty R. » Tue Nov 05, 2013 5:40 pm

Code: Select all
+------------+-------------+--------------+
| 9  47   8  | 2   1   6   | 5   34   347 |
| 5  2    6  | 49  3   479 | 8   1    47  |
| 47 1    3  | 5   78  478 | 9   6    2   |
+------------+-------------+--------------+
| 6  3    59 | 489 89  2   | 1   7    459 |
| 2  59   4  | 7   6   1   | 3   8    59  |
| 1  8    7  | 3   5   49  | 24  249  6   |
+------------+-------------+--------------+
| 38 6    2  | 1   789 5   | 47  349  349 |
| 38 579  59 | 689 4   789 | 267 2359 1   |
| 47 4579 1  | 69  2   3   | 67  59   8   |
+------------+-------------+--------------+

Play this puzzle online at the Daily Sudoku site

XY-Chain

(9=6)r9c4-(67=4)r9c71-(47=8)r3c15-(8=9)r4c5=>r7c5<>9
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Re: Dan's Despotic November 5, 2013

Postby daj95376 » Tue Nov 05, 2013 7:22 pm

Leren wrote:
Code: Select all
*--------------------------------------------------------------*
| 9     47    8      | 2     1     6      | 5     34    347    |
| 5     2     6      | 49    3     479    | 8     1     47     |
| 47    1     3      | 5    c78   d78-7   | 9     6     2      |
|--------------------+--------------------+--------------------|
| 6     3     59     | 489  b89    2      | 1     7     459    |
| 2     59    4      | 7     6     1      | 3     8     59     |
| 1     8     7      | 3     5    a49     | 24    249   6      |
|--------------------+--------------------+--------------------|
| 38    6     2      | 1     789   5      | 47    349   349    |
| 38    579   59     | 689   4     789    | 267   2359  1      |
| 47    4579  1      | 69    2     3      | 67    59    8      |
*--------------------------------------------------------------*

H3 Wing: (4=9) r6c6 - (9=8) r4c5 - r3c5 = (8) r3c6 => - 7 r3c6; stte

There is a typo in the grid for r3c6 that is carried down to your conclusion. Should be: r3c6<>4.
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Re: Dan's Despotic November 5, 2013

Postby daj95376 » Tue Nov 05, 2013 7:37 pm

Marty R. wrote:
Code: Select all
+------------+-------------+--------------+
| 9  47   8  | 2   1   6   | 5   34   347 |
| 5  2    6  | 49  3   479 | 8   1    47  |
| 47 1    3  | 5   78  478 | 9   6    2   |
+------------+-------------+--------------+
| 6  3    59 | 489 89  2   | 1   7    459 |
| 2  59   4  | 7   6   1   | 3   8    59  |
| 1  8    7  | 3   5   49  | 24  249  6   |
+------------+-------------+--------------+
| 38 6    2  | 1   789 5   | 47  349  349 |
| 38 579  59 | 689 4   789 | 267 2359 1   |
| 47 4579 1  | 69  2   3   | 67  59   8   |
+------------+-------------+--------------+


XY-Chain

(9=6)r9c4-(67=4)r9c71-(47=8)r3c15-(8=9)r4c5=>r7c5<>9

Marty, maybe you should consider an alternate notation for XY-Chains:

(9=9)r9c471,r3c15,r4c5 => r7c5<>9
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Re: Dan's Despotic November 5, 2013

Postby Leren » Tue Nov 05, 2013 8:03 pm

daj95376 wrote: There is a typo in the grid for r3c6 that is carried down to your conclusion. Should be: r3c6<>4.

Thanks for spotting that typo, my first dyslexic moment for a while.

BTW I've based my naming convention for H Wings on your post for the puzzle of 22nd March 2013, part of which reads:

Code: Select all
L3-Wing:  (X)a = (X   -  Y)b = (Y-Z)c = (Z)d     "a" and "d" in same unit; a<>Z, d<>X

H1-Wing:  same as L3-Wing
H2-Wing:  (X=Y)a - (Y)b = (Y-Z)c = (Z)d          "a" and "d" in same unit; a<>Z, d<>X
H3-Wing:  (X=Y)a - (Y=Z)b - (Z)c = (Z)d          "a" and "d" in same unit; a<>Z, d<>X

I've always been puzzled by the number following the H. To my mind it should correspond to the number of local Strong links in the chain, in which case the H1 and H3 names would be interchanged.

Perhaps I've missed something and you could explain what the number actually represents.

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Re: Dan's Despotic November 5, 2013

Postby Marty R. » Tue Nov 05, 2013 8:12 pm

Marty, maybe you should consider an alternate notation for XY-Chains:

(9=9)r9c471,r3c15,r4c5 => r7c5<>9
:mrgreen:
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Re: Dan's Despotic November 5, 2013

Postby daj95376 » Wed Nov 06, 2013 12:04 am

Leren wrote:BTW I've based my naming convention for H Wings on your post for the puzzle of 22nd March 2013, part of which reads:

Code: Select all
L3-Wing:  (X)a = (X   -  Y)b = (Y-Z)c = (Z)d     "a" and "d" in same unit; a<>Z, d<>X

H1-Wing:  same as L3-Wing
H2-Wing:  (X=Y)a - (Y)b = (Y-Z)c = (Z)d          "a" and "d" in same unit; a<>Z, d<>X
H3-Wing:  (X=Y)a - (Y=Z)b - (Z)c = (Z)d          "a" and "d" in same unit; a<>Z, d<>X

I've always been puzzled by the number following the H. To my mind it should correspond to the number of local Strong links in the chain, in which case the H1 and H3 names would be interchanged.

Perhaps I've missed something and you could explain what the number actually represents.

Some time back, there were discussions about naming chains of three strong links. The XY-Wing, W-Wing, and M-Wing were already named. IIRC, the S-Wing and L2-Wing followed. Then ronk slipped in the L3-Wing. Finally, StrmCkr (I believe?) reminded everyone of his earlier Hybrid posts -- where each pattern was simply numbered. I, and others, still use his original numbering.

I have a special version of my solver that identifies M/W/S/L-Wings with 3/4 strong links. In the 4-SL pattern, an additional strong link is allowed within the body of the chain. Otherwise, I just use my normal solver and make a mental note of any chains with three strong links.
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Re: Dan's Despotic November 5, 2013

Postby Leren » Wed Nov 06, 2013 12:50 am

daj95376 wrote: Some time back, there were discussions about naming chains of three strong links. The XY-Wing, W-Wing, and M-Wing were already named. IIRC, the S-Wing and L2-Wing followed. Then ronk slipped in the L3-Wing. Finally, StrmCkr (I believe?) reminded everyone of his earlier Hybrid posts -- where each pattern was simply numbered. I, and others, still use his original numbering.

OK thanks for the history lesson. I'll stick to the standard.

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Re: Dan's Despotic November 5, 2013

Postby Luke » Wed Nov 06, 2013 1:23 am

The Seeker may have standardized the h-wing, but I believe it was udosuk that got the ball rolling. See page two of this thread. (Interestingly enough, the memory topic is also broached in this thread.)

post65799.html#p65799
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