- Code: Select all
*-----------*
|.8.|..1|.79|
|...|...|..3|
|...|437|6..|
|---+---+---|
|.3.|...|9..|
|72.|.1.|.56|
|..6|...|.3.|
|---+---+---|
|..8|254|...|
|6..|...|...|
|15.|7..|.2.|
*-----------*
Play/Print this puzzle online
April 3, 2015
9 posts
• Page 1 of 1
April 3, 2015
by ArkieTech » Thu Apr 02, 2015 11:12 pm
Play/Print this puzzle online
dan
-
ArkieTech - Posts: 3355
- Joined: 29 May 2006
- Location: NW Arkansas USA
Re: April 3, 2015
by Leren » Thu Apr 02, 2015 11:27 pm
- Code: Select all
*-----------------------------------------------------------------------*
| 2345 8 345 | 56 26 1 | 25-4 7 9 |
| 245 6 7 | 589 29 589 | 125-4 14 3 |
| 259 19 159 | 4 3 7 | 6 8 25 |
|-----------------------+-----------------------+-----------------------|
| 458 3 145 | 568 47 2568 | 9 14 12478 |
| 7 2 b49 | 3 1 89 |a48 5 6 |
| 4589 149 6 | 589 47 2589 | 1278-4 3 12478 |
|-----------------------+-----------------------+-----------------------|
| 39 79 8 | 2 5 4 | 137 6 17 |
| 6 47 2 | 1 8 3 | 57-4 9 457 |
| 1 5 c34 | 7 69 69 |d348 2 48 |
*-----------------------------------------------------------------------*
(4=8*) r5c7 = r5c3 - (4=3) r9c3 - (38*=4) r9c7 => - 4 r1268c7; stte
Leren
Last edited by Leren on Fri Apr 03, 2015 1:09 am, edited 1 time in total.
- Leren
- Posts: 5050
- Joined: 03 June 2012
Re: April 3, 2015
by SteveG48 » Thu Apr 02, 2015 11:35 pm
- Code: Select all
*---------------------------------------------------------------------*
| 2345 8 345 | 56 26 1 | 245 7 9 |
| 245 6 7 | 589 29 589 | 1245 14 3 |
| 259 19 159 | 4 3 7 | 6 8 25 |
*----------------------+----------------------+-----------------------|
| 458 3 145 | 568 47 2568 | 9 1-4 a12478 |
| 7 2 b49 | 3 1 89 |ah48 5 6 |
| 4589 c149 6 | 589 47 2589 | 12478 3 a12478 |
*----------------------+----------------------+-----------------------|
| 39 79 8 | 2 5 4 | 137 6 17 |
| 6 d47 2 | 1 8 3 | 457 9 e457 |
| 1 5 g34 | 7 69 69 | g348 2 f48 |
*---------------------------------------------------------------------*
(4)r4*c9,r5c7,r6*c9 = r5c3 - r6c2 = r8c2 - r*4*68c9 = r9c9 - (4=38)r9c37 - (8=4)r5c7 => -4 r4c8 ; stte
Alternately, Kraken column 9 on 4s => -4 r4c8 using same paths.
Steve
-
SteveG48 - 2019 Supporter
- Posts: 4279
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- Location: Orlando, Florida
Re: April 3, 2015
by pjb » Fri Apr 03, 2015 12:19 am
- Code: Select all
E2345 8 D345 | 56 26 1 |F245 7 9
245 6 7 | 589 29 589 | 1245 14 3
259 19 159 | 4 3 7 | 6 8 25
------------------------+----------------------+---------------------
c458 3 b145 | 568 b47 2568 | 9 b14 12478
7 2 cB49 | 3 1 A89 | 4-8 5 6
c4589 19-4 6 | 589 a47 2589 | 12478 3 12478
------------------------+----------------------+---------------------
39 79 8 | 2 5 4 | 137 6 17
6 47 2 | 1 8 3 | 457 9 457
1 5 C34 | 7 69 69 |G348 2 48
(4=7)r6c5 - (7=5)r4c358 - (5=4)r46c1,r5c3 => -4 r6c2; lclste
or
(8=9)r5c6 - (9=4)r5c3* - (4=3)r9c3^ - r1c3* = (3-4)r1c1 = r1c7 - (34=8)r9c7^ => -8 r5c7; stte
Phil
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Re: April 3, 2015
by pjb » Fri Apr 03, 2015 12:29 am
Leren wrote:
(4=8*) r5c7 - r5c3 - (4=3) r9c3 - (38*=4) r9c7 => - 4 r1268c7; stte
Leren, shouldn't first link be strong?
Phil
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Re: April 3, 2015
by Leren » Fri Apr 03, 2015 1:11 am
pjb wrote : Leren, shouldn't first link be strong?
Quite right - fixed typo - thanks for spotting it.
Leren
- Leren
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Re: April 3, 2015
by gurth » Fri Apr 03, 2015 8:34 am
CW:
- 4 eliminations plus placement of 3r7c7 -> stte.
- 4 eliminations plus placement of 3r7c7 -> stte.
- gurth
- Posts: 358
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Re: April 3, 2015
by daj95376 » Fri Apr 03, 2015 4:05 pm
A new hybrid wing using three values and three SLs ???
Actually, there are numerous patterns with three values and three SLs. Most are probably ALS XY-Wings.
_
- Code: Select all
+------------------------------------------------------------------------+
| 2345 8 345 | 56 26 1 | 25-4 7 9 |
| 245 6 7 | 589 29 589 | 125-4 14 3 |
| 259 19 159 | 4 3 7 | 6 8 25 |
|-----------------------+-----------------------+------------------------|
| 458 3 145 | 568 47 2568 | 9 14 12478 |
| 7 2 b49 | 3 1 89 | xa48 5 6 |
| 4589 149 6 | 589 47 2589 | 1278-4 3 12478 |
|-----------------------+-----------------------+------------------------|
| 39 79 8 | 2 5 4 | 137 6 17 |
| 6 47 2 | 1 8 3 | 57-4 9 457 |
| 1 5 c34 | 7 69 69 | d348 2 48 |
+------------------------------------------------------------------------+
# 79 eliminations remain
H4-Wing: (X)a = (X)b - (X=Y)c - (Y=ZX)dx no known restrictions on "a" and "dx" cell locations
(here, "x" == "a" makes for an interesting pattern)
4r5c7 = r5c3 - (4=3)r9c3 - (3=48)r59c7 => -4 r1268c7
Actually, there are numerous patterns with three values and three SLs. Most are probably ALS XY-Wings.
_
- daj95376
- 2014 Supporter
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- Joined: 15 May 2006
Re: April 3, 2015
by Sudtyro2 » Fri Apr 03, 2015 6:06 pm
- Code: Select all
*----------------------------------------------------------------------*
| 2345 8 b345 | a56A 26B 1 | 245 7 9 |
| 245 6 7 | 589 29 589 | 1245 14 3 |
| 259 19 159 | 4 3 7 | 6 8 25 |
*----------------------+-----------------------+-----------------------*
| 458 3 145 | 568 47 2568 | 9 1-4 12478 |
| 7 2 b49 | 3 1 c89E | c48E 5 6 |
| 4589 149 6 | 589 47 2589 | 12478 3 12478 |
*----------------------+-----------------------+-----------------------*
| 39 79 8 | 2 5 4 | 137 6 17 |
| 6 47 2 | 1 8 3 | 457 9 457 |
| 1 5 b34 | 7 69C 69D | 348 2 48 |
*----------------------------------------------------------------------*
An alternate for the -4r4c8 (et al) eliminations using Kraken cell (56)r1c4:
- Code: Select all
5r1c4 – (5=349)r159c3 ----------
|| \
6r1c4 – r1c5 = r9c5 – (6=9)r9c6 – (9=84)r5c67 – 4r4c8; stte
SteveC
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