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d.pat.5

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d.pat.5

Postby eleven » Tue Jan 24, 2017 7:22 pm

Code: Select all
 1 . . . . . . . 4
 . 5 . 7 . . . 9 .
 . . 2 6 . . 3 . .
 . . . 8 . . 4 5 .
 . . . . 5 . . . .
 . 9 . . . 7 . . .
 . . 3 . . . 2 . .
 . 8 . . . 5 . 7 .
 4 . . . . . . . 1
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Re: d.pat.5

Postby Leren » Tue Jan 24, 2017 7:50 pm

Code: Select all
*----------------------------------------------------------------------------------*
|  1       36       689b     | 5       2389    2389     | 7       268     4        |
|  368     5        468      | 7       1238    12348    | 168     9       268      |
|na78-9a    47      2        | 6       189     1489     | 3       18      5        |
|----------------------------+--------------------------+--------------------------|
|mb2367    12367  kc167      | 8       12369   12369    | 4       5       23679    |
|mb23678   123467 kc14678    | 1239    5       12369    | 1689    12368   236789   |
|mb2368    9        5        | 1234    12346   7        | 168     12368   2368     |
|----------------------------+--------------------------+--------------------------|
|  5      f167      3        |g19      16789   1689     | 2       4       689      |
|  269     8       e169      | 12349   123469  5        | 69      7       369      |
|  4       267    jd679      |h239    h236789 h23689    | 5       368     1        |
*----------------------------------------------------------------------------------*

9r3c1                                - r1c3;

9r3c1 - 7r3c1 = r345c1 - r45c3 = (7-9) r9c3 = (9-1) r8c3 = r7c2 - (1=9) r7c4 - r9c456 = (9-7) r9c3 = r45c3 - r456c1 = 7r3c1 - 9r3c1 => - 9 r3c1; stte
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Re: d.pat.5

Postby JC Van Hay » Tue Jan 24, 2017 9:23 pm

Code: Select all
+-----------------------+------------------------+---------------------+
| 1      36      689    | 5       2389     2389  | 7     268    4      |
| 368    5       468    | 7       1238     12348 | 168   9      268    |
| 8(79)  4(7)    2      | 6       189      1489  | 3     18     5      |
+-----------------------+------------------------+---------------------+
| 2367   12367   167    | 8       12369    12369 | 4     5      23679  |
| 23678  123467  14678  | 1239    5        12369 | 1689  12368  236789 |
| 2368   9       5      | 1234    12346    7     | 168   12368  2368   |
+-----------------------+------------------------+---------------------+
| 5      16(7)   3      | 19      16789    1689  | 2     4      689    |
| 26(9)  8       16(9)  | 1234-9  12346-9  5     | 6-9   7      36-9   |
| 4      26(7)   6(7-9) | 239     236789   23689 | 5     368    1      |
+-----------------------+------------------------+---------------------+
L2-Wing[9r8c2=(9-7)r3c1=7r3c2-7r79c2=7r9c3]-9r9c3=9r8c13-9r8c4579; stte
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Re: d.pat.5

Postby Leren » Tue Jan 24, 2017 11:36 pm

JC Van Hay wrote : L2-Wing[9r8c2=(9-7)r3c1=7r3c2-7r79c2=7r9c3]-9r9c3=9r8c13-9r8c4579; stte

There is a typo - first term should be 9r8c1. Is this two moves or one ? You could argue that it should be (9) r8c1 = (9-7) r3c1= r3c2- r79c2 = (7-9) r9c3 => - 9 r9c3; lclste

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Re: d.pat.5

Postby SteveG48 » Wed Jan 25, 2017 3:28 am

Code: Select all
 *---------------------------------------------------------------------------------*
 |   1       36      689     |  5       2389    2389    |  7       268     4       |
 |   368     5       468     |  7       1238    12348   |  168     9       268     |
 | bj789   bi47      2       |  6       189     1489    |  3       18      5       |
 *---------------------------+--------------------------+--------------------------|
 |   2367    12367   167     |  8       12369   12369   |  4       5       23679   |
 |   23678   123467  14678   |  1239    5       12369   |  1689    12368   236789  |
 |   2368    9       5       |  1234    12346   7       |  168     12368   2368    |
 *---------------------------+--------------------------+--------------------------|
 |   5     ch167     3       |de19      16789   1689    |  2       4      f689     |
 |ach269     8     dh169     |  12349   123469  5       |eg69      7      f369     |
 |   4     ch267     679     |  239     236789  23689   |  5       368     1       |
 *---------------------------------------------------------------------------------*


9r8c1 = (79HP)r3c12 - (7|9=126)b7p248 - 1r7c4,r8c3 = (9r7c4)&((69)r8c37) - 9r78c9 = r8c7 - (9=1267)b7p2468 - 7r3c2 = 7r3c1 => -9 r3c1 ; stte

Or, tightened up a bit:

9r8c1 = (79HP)r3c12 - (7|9=126)b7p248 - (1=9)r7c4 - r9c456 = (9-7)r9c3 = r79c2 - r3c2 = 7r3c1 => -9 r3c1 ; stte
Last edited by SteveG48 on Wed Jan 25, 2017 4:22 am, edited 1 time in total.
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Re: d.pat.5

Postby pjb » Wed Jan 25, 2017 3:44 am

Code: Select all
 1      b36     b689    | 5      2389   2389   | 7      268    4     
b368     5      b468    | 7      1238   12348  | 168    9      268   
 789    b47      2      | 6      189    1489   | 3      18     5     
------------------------+----------------------+---------------------
 2367    12367   167    | 8      12369  12369  | 4      5      23679 
 23678   123467  14678  | 1239   5      12369  | 1689   12368  236789
 2368    9       5      | 1234   12346  7      | 168    12368  2368   
------------------------+----------------------+---------------------
 5      a167     3      | 19     16789  1689   | 2      4      689   
a269     8      a169    | 12349  123469 5      | 69     7      369   
 4      a267     67-9   | 239    236789 23689  | 5      368    1     

(9=7)r7c2, r8c13, r9c2 - (7=9)r1c23, r2c13, r3c2 => -9 r9c3; lclste

Or at risk of being howled down,
(68=34)r2c13 - (34=67)r13c2 - (67=12)r79c2 - (12=69)r8c13 - (69=3)r8c79 = (3=68)r9c8 - (68=12)r13c8 - (12=68)r2c79 - loop => 13 eliminations but doesn't solve puzzle

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Re: d.pat.5

Postby SteveG48 » Wed Jan 25, 2017 4:25 am

pjb wrote:Or at risk of being howled down,
(68=34)r2c13 - (34=67)r13c2 - (67=12)r79c2 - (12=69)r8c13 - (69=3)r8c79 = (3=68)r9c8 - (68=12)r13c8 - (12=68)r2c79 - loop => 13 eliminations but doesn't solve puzzle

Phil


13! That's gotta count for something!
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Re: d.pat.5

Postby Leren » Wed Jan 25, 2017 6:44 am

SteveG48 wrote:
pjb wrote:Or at risk of being howled down,
(68=34)r2c13 - (34=67)r13c2 - (67=12)r79c2 - (12=69)r8c13 - (69=3)r8c79 = (3=68)r9c8 - (68=12)r13c8 - (12=68)r2c79 - loop => 13 eliminations but doesn't solve puzzle

Phil


13! That's gotta count for something!

Hey Steve, since you are an admitted stte tragic, you can adjudicate whether or not JC Van Hay's move qualifies. It's in a bit of a gray area but I'll accept your decision either way.

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Re: d.pat.5

Postby SteveG48 » Thu Jan 26, 2017 12:45 am

Leren wrote:Hey Steve, since you are an admitted stte tragic, you can adjudicate whether or not JC Van Hay's move qualifies. It's in a bit of a gray area but I'll accept your decision either way.

Leren


Maybe I'm missing something, but I don't see this as a gray area. Boiled down, including your typo correction, JC's chain is 9r8c1 = 9r8c13 => -9 r8c4579 . It contains some extra brackets that I don't see a need for, but it looks fine to me.
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