| Author | 
	Message | 
  
  
	   Topic: Sept 26 VH | 
  
  
	montalbano1944 
	   
	  Replies: 2 
	  Views: 33565 
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	 Forum: Daily Sudoku puzzles   Posted: Sun Jun 01, 2008 4:39 am   Subject: Sept 26 VH | 
  
  
	Just got round to doing this puzzle.  I do old VH's when I am caught up with the new ones.  Anyway 3 X wings solved it for me:
 
 on 2  R6,7C5,9
 on 2  R1,8C1,3
 on 3  R1,8C3,4 | 
  
  
	   Topic: May 6 VH | 
  
  
	montalbano1944 
	   
	  Replies: 27 
	  Views: 136010 
	 | 
	 Forum: Daily Sudoku puzzles   Posted: Wed May 07, 2008 10:30 pm   Subject: May 6 VH | 
  
  
	| In strict mathematical terms a puzzle has a unique solution when there is one and only one solution.  Looks like our puzzle actually has at least 3 solutions.  Two of these use 2's and 9's at the corn ... | 
  
  
	   Topic: May 6 VH | 
  
  
	montalbano1944 
	   
	  Replies: 27 
	  Views: 136010 
	 | 
	 Forum: Daily Sudoku puzzles   Posted: Tue May 06, 2008 10:57 pm   Subject: May 6 VH | 
  
  
	| For me it's a UR; R's 3 and 8, C's 1 and 3 so 29 can be removed from R8,C1. | 
  
  
	   Topic: April 29 VH | 
  
  
	montalbano1944 
	   
	  Replies: 22 
	  Views: 110753 
	 | 
	 Forum: Daily Sudoku puzzles   Posted: Tue Apr 29, 2008 9:49 pm   Subject: April 29 VH | 
  
  
	| After the basics, an XY wing (378) with pivot at R2C3 removes the 3 from R1C5, and that does it. | 
  
  
	   Topic: Dec 30th VH | 
  
  
	montalbano1944 
	   
	  Replies: 25 
	  Views: 163890 
	 | 
	 Forum: Daily Sudoku puzzles   Posted: Tue Apr 29, 2008 2:42 am   Subject: December 30 VH | 
  
  
	| Yes, I know I'm a bit late on this one.  I have just begun working on VH puzzles, and I started by working my way from Jan 1, 2008.  I made it through the puzzle on April 26, so I went back to older p ... | 
  
  
	   Topic: Dec 30th VH | 
  
  
	montalbano1944 
	   
	  Replies: 25 
	  Views: 163890 
	 | 
	 Forum: Daily Sudoku puzzles   Posted: Mon Apr 28, 2008 11:42 pm   Subject: December 30 VH | 
  
  
	After the basics, I noticed a "UR":
 R3C2 = 36, R6C2 = 36, R3C6 =368, R6C6 =36.  Remove the 36 from R3C6 leaving the 8.  This cracks it. | 
  
  
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