- Code: Select all
*-----------*
|.3.|6.8|.9.|
|.91|...|47.|
|...|...|...|
|---+---+---|
|..8|.7.|3..|
|...|1.9|...|
|..2|.5.|7..|
|---+---+---|
|...|...|...|
|.54|...|26.|
|.7.|3.2|.1.|
*-----------*
Play/Print this puzzle online
July 9, 2019
8 posts
• Page 1 of 1
July 9, 2019
by ArkieTech » Tue Jul 09, 2019 10:46 am
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dan
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ArkieTech - Posts: 3355
- Joined: 29 May 2006
- Location: NW Arkansas USA
Re: July 9, 2019
by Leren » Tue Jul 09, 2019 11:06 am
- Code: Select all
*--------------------------------------------------*
| 2457 3 57 | 6 14 8 | 15 9 25 |
| 68 9 1 | 25 23 35 | 4 7 68 |
| 245 28 56 | 479 149 147 | 1568 2358 23568 |
|---------------+---------------+------------------|
| 59 16 8 | 24 7 46 | 3 25 19 |
| 357 4 357 | 1 23 9 | 568 258 2568 |
| 39 16 2 | 8 5 36 | 7 4 19 |
|---------------+---------------+------------------|
| 123 2-8 b369 | 457 1468 1457 | 89 a38 3478 |
| 13 5 4 | 79 189 17 | 2 6 378 |
|b68 7 b69 | 3 468 2 | 59-8 1 45-8 |
*--------------------------------------------------*
ALS XZ Rule: X = 3, Z = 8: (8=3) r7c8 - (3=8) r7c3, r9c13 => - 8 r7c2, r9c79; stte
Leren
- Leren
- Posts: 5040
- Joined: 03 June 2012
Re: July 9, 2019
by Cenoman » Tue Jul 09, 2019 1:27 pm
- Code: Select all
+--------------------+----------------------+------------------------+
| 2457 3 57 | 6 14 8 | 15 9 25 |
| 68 9 1 | 25 23 35 | 4 7 68 |
| 245 28 56 | 479 149 147 | 1568 2358 23568 |
+--------------------+----------------------+------------------------+
| 59 16 8 | 24 7 46 | 3 25 19 |
| 357 4 357 | 1 23 9 | 568 258 2568 |
| 39 16 2 | 8 5 36 | 7 4 19 |
+--------------------+----------------------+------------------------+
| a123 b28 69-3 | 457 1468 1457 | 89 b38 3478 |
| a13 5 4 | 79 189 17 | 2 6 378 |
| 68 7 69 | 3 468 2 | 589 1 458 |
+--------------------+----------------------+------------------------+
(31=2)r78c1 - (28=3)r7c28 => -3 r7c3; ste
Cenoman
- Cenoman
- Posts: 2749
- Joined: 21 November 2016
- Location: France
Re: July 9, 2019
by SteveG48 » Tue Jul 09, 2019 2:52 pm
- Code: Select all
*--------------------------------------------------------------------*
| 2457 3 57 | 6 14 8 | 15 9 25 |
| 6-8 9 1 | 25 23 35 | 4 7 68 |
| 245 c28 56 | 479 149 147 | 1568 2358 23568 |
*----------------------+----------------------+----------------------|
| 59 16 8 | 24 7 46 | 3 25 19 |
| 357 4 357 | 1 23 9 | 568 258 2568 |
| 39 16 2 | 8 5 36 | 7 4 19 |
*----------------------+----------------------+----------------------|
| 123 b2-8 a369 | 457 1468 1457 | 89 b38 3478 |
| 13 5 4 | 79 189 17 | 2 6 378 |
|a68 7 a69 | 3 468 2 | 589 1 458 |
*--------------------------------------------------------------------*
(8=369)b7p379 - (3=28)r7c28 - (2=8)r3c2 => -8 r2c1,r7c2 ; stte
Steve
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SteveG48 - 2019 Supporter
- Posts: 4244
- Joined: 08 November 2013
- Location: Orlando, Florida
Re: July 9, 2019
by SpAce » Tue Jul 09, 2019 3:51 pm
- Code: Select all
.------------------------.-----------------.-------------------.
| 2457 3 57 | 6 14 8 | 15 9 25 |
| 68 9 1 | 25 23 35 | 4 7 68 |
| 245 28 56 | 479 149 147 | 1568 2358 23568 |
:------------------------+-----------------+-------------------:
| 59 16 8 | 24 7 46 | 3 25 19 |
| 357 4 357 | 1 23 9 | 568 258 2568 |
| 39 16 2 | 8 5 36 | 7 4 19 |
:------------------------+-----------------+-------------------:
| a[123] a[2]-8 b(3)69 | 457 1468 1457 | 89 b(38) 3478 |
| a[13] 5 4 | 79 189 17 | 2 6 378 |
| 68 7 69 | 3 468 2 | 589 1 458 |
'------------------------'-----------------'-------------------'
Almost Hidden Triple
(123)b7p124 = (38)r7c38 => -8 r7c2; stte
-SpAce-: Show
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SpAce - Posts: 2671
- Joined: 22 May 2017
Re: July 9, 2019
by rjamil » Tue Jul 09, 2019 6:06 pm
Leren wrote:ALS XZ Rule: X = 3, Z = 8: (8=3) r7c8 - (3=8) r7c3, r9c13 => - 8 r7c2, r9c79; stte
SpAce wrote:Almost Hidden Triple
(123)b7p124 = (38)r7c38 => -8 r7c2; stte
OR (added: similar to as Cenoman):
- Code: Select all
.3.6.8.9..91...47............8.7.3.....1.9.....2.5.7............54...26..7.3.2.1.
+-------------------+-----------------+-------------------+
| 2457 3 57 | 6 14 8 | 15 9 25 |
| 68 9 1 | 25 23 35 | 4 7 68 |
| 245 28 56 | 479 149 147 | 1568 2358 23568 |
+-------------------+-----------------+-------------------+
| 59 16 8 | 24 7 46 | 3 25 19 |
| 357 4 357 | 1 23 9 | 568 258 2568 |
| 39 16 2 | 8 5 36 | 7 4 19 |
+-------------------+-----------------+-------------------+
| (123) (28) 69-3 | 457 1468 1457 | 89 (38) 347 |
| (13) 5 4 | 79 189 17 | 2 6 378 |
| 68 7 69 | 3 468 2 | 589 1 458 |
+-------------------+-----------------+-------------------+
WXYZ-Wing: 1238 @ r7c128 r8c1 => -3 @ r7c3; stte
OR
- Code: Select all
+------------------+-----------------+-------------------+
| 2457 3 57 | 6 14 8 | 15 9 25 |
| 68 9 1 | 25 23 35 | 4 7 68 |
| 245 28 56 | 479 149 147 | 1568 2358 23568 |
+------------------+-----------------+-------------------+
| 59 16 8 | 24 7 46 | 3 25 19 |
| 357 4 357 | 1 23 9 | 568 258 2568 |
| 39 16 2 | 8 5 36 | 7 4 19 |
+------------------+-----------------+-------------------+
| 123 2-8 (369) | 457 1468 1457 | (89) (38) 347 |
| 13 5 4 | 79 189 17 | 2 6 378 |
| (68) 7 69 | 3 468 2 | 59-8 1 45-8 |
+------------------+-----------------+-------------------+
WXYZ-Wing: 3689 @ r7c378 r9c1 => -8 @ r7c2 r9c79; stte
OR (similar to as Leren OTP)
- Code: Select all
+------------------+-----------------+-------------------+
| 2457 3 57 | 6 14 8 | 15 9 25 |
| 68 9 1 | 25 23 35 | 4 7 68 |
| 245 28 56 | 479 149 147 | 1568 2358 23568 |
+------------------+-----------------+-------------------+
| 59 16 8 | 24 7 46 | 3 25 19 |
| 357 4 357 | 1 23 9 | 568 258 2568 |
| 39 16 2 | 8 5 36 | 7 4 19 |
+------------------+-----------------+-------------------+
| 123 2-8 (369) | 457 1468 1457 | 89 (38) 347 |
| 13 5 4 | 79 189 17 | 2 6 378 |
| (68) 7 (69) | 3 468 2 | 59-8 1 45-8 |
+------------------+-----------------+-------------------+
WXYZ-Wing: 3689 @ r7c38 r9c13 => -8 @ r7c2 r9c79; stte
R. Jamil
Last edited by rjamil on Wed Jul 10, 2019 4:44 am, edited 1 time in total.
- rjamil
- Posts: 730
- Joined: 15 October 2014
- Location: Karachi, Pakistan
Re: July 9, 2019
by SpAce » Tue Jul 09, 2019 10:06 pm
Hi rjamil,
Leren's and Cenoman's solutions are indeed WXYZ-Wings, and even Steve's is a transported one. Only mine isn't.
A somewhat related observation: all three of the presented WXYZ-Wings can be expressed as one-link AICs:
I wonder if that's a property of all (UVW)XY(Z)-Wings. I know it's not true for all other ALS-XZs.
Leren's and Cenoman's solutions are indeed WXYZ-Wings, and even Steve's is a transported one. Only mine isn't.
A somewhat related observation: all three of the presented WXYZ-Wings can be expressed as one-link AICs:
- Code: Select all
(869)b7p739 = (38)r7c38 => -8 r7c2,r9c79 | Leren's
(86)b7p73 = (398)r7c378 => -8 r7c2,r9c79 | rjamil's
(31)r78c1 = (283)r7c128 => -3 r7c3 | Cenoman's
I wonder if that's a property of all (UVW)XY(Z)-Wings. I know it's not true for all other ALS-XZs.
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SpAce - Posts: 2671
- Joined: 22 May 2017
Re: July 9, 2019
by rjamil » Wed Jul 10, 2019 1:38 am
Hi SpAce,
Thanks for the clarification.
Actually, I wrongly quoted your solution instead of Cenoman OTP solution for which, accept apologies.
Just checking all possible WXYZ-Wing moves routine in my solver for fitness and found lot of OTP WXYZ-Wing moves similar to them.
However, it is difficult to understand such moves in eureka format without mentioning name if any.
R. Jamil
Thanks for the clarification.
Actually, I wrongly quoted your solution instead of Cenoman OTP solution for which, accept apologies.
Just checking all possible WXYZ-Wing moves routine in my solver for fitness and found lot of OTP WXYZ-Wing moves similar to them.
However, it is difficult to understand such moves in eureka format without mentioning name if any.
R. Jamil
- rjamil
- Posts: 730
- Joined: 15 October 2014
- Location: Karachi, Pakistan
8 posts
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