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Free Press Mar 5, 2010

 
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keith



Joined: 19 Sep 2005
Posts: 3355
Location: near Detroit, Michigan, USA

PostPosted: Fri Mar 05, 2010 6:32 pm    Post subject: Free Press Mar 5, 2010 Reply with quote

A long slog.
Code:
Puzzle: FP030510
+-------+-------+-------+
| 1 . . | . . . | 7 . . |
| 2 . 3 | . . 4 | . 6 1 |
| . 6 . | . . . | . 2 . |
+-------+-------+-------+
| 5 . . | . 7 1 | . 3 . |
| . . . | . . . | . . . |
| . 3 . | 5 4 . | . . 8 |
+-------+-------+-------+
| . 1 . | . . . | . 4 . |
| 6 4 . | 3 . . | 9 . 7 |
| . . 8 | . . . | 2 . 5 |
+-------+-------+-------+
Keith
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tlanglet



Joined: 17 Oct 2007
Posts: 2468
Location: Northern California Foothills

PostPosted: Fri Mar 05, 2010 10:11 pm    Post subject: Reply with quote

Four steps.

Quote:
xy-wing 4-89 with vertex in r1c3 and pseudocell 89 in box3 deletes 8 in r2c2 and r3c7,
skyscraper 7 in r39c6 deletes 7 in r2c2, which sets up a
w-wing 59 in r1c8 & r2c2 with strong link on 9 in r6c18 with transport: (9)r6c1 - r7c1 = r9c2 that deletes 5 in r1c2,
coloring on 4 completes the puzzle.

Ted
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arkietech



Joined: 31 Jul 2008
Posts: 1834
Location: Northwest Arkansas USA

PostPosted: Sat Mar 06, 2010 12:08 am    Post subject: Reply with quote

Two steps with another "Dan's step with no name" Very Happy
Code:
skyscraper 7
 *-----------------------------------------------------------------------------*
 | 1       589     49      | 2689    235689  3689    | 7       59      349     |
 | 2       589     3       | 7       589     4       | 58      6       1       |
 | 48      6       7       | 1       3589    389     | 3458    2       349     |
 |-------------------------+-------------------------+-------------------------|
 | 5       289     469     | 689     7       1       | 46      3       2469    |
 | 48      2789    1469    | 689     3689    3689    | 1456    579     2469    |
 | 79      3       16      | 5       4       2       | 16      79      8       |
 |-------------------------+-------------------------+-------------------------|
 | 79      1       5       | 289     289     789     | 36      4       36      |
 | 6       4       2       | 3       1       5       | 9       8       7       |
 | 3       79      8       | 4       69      679     | 2       1       5       |
 *-----------------------------------------------------------------------------*
 (3=4)r1c9 = r1c3 - (4=8)r3c1 - (8=59)r1c238 = (3)r1c9; r1c9=3

Most likely illegal but lots of fun. Rolling Eyes
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Marty R.



Joined: 12 Feb 2006
Posts: 5770
Location: Rochester, NY, USA

PostPosted: Sat Mar 06, 2010 12:19 am    Post subject: Reply with quote

A long slog indeed, but an enjoyable BBDB. A couple of ERs, Type 4 UR, X-Wing on 2, then my key move followed by Remote Pairs (79), W-Wing (38) and Type 1 UR (28).

Maybe someone can name my key move which I referenced. I've always called them XY-Chains which purists won't like because they involve more than bivalue cells. But it works similarly in that you start out like an XY-Chain and establish pincers.

It can easily be proved that if r6c8=7, then r1c3=9, thus the pincers take out the 9 from r1c8.

So, what is it?
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storm_norm



Joined: 18 Oct 2007
Posts: 1741

PostPosted: Sat Mar 06, 2010 3:04 am    Post subject: Reply with quote

the three step journey is
skyscraper on 7
to this grouped two-string kite on 9

Code:
+--------------------+--------------------+------------------+
| 1     589   4(9)   | 2689  235689  3689 | 7     5-9   349  |
| 2     589   3      | 7     589     4    | 58    6     1    |
| 48    6     7      | 1     3589    389  | 3458  2     349  |
+--------------------+--------------------+------------------+
| 5     289   46(9)  | 689   7       1    | 46    3     2469 |
| 48    2789  146(9) | 689   3689    3689 | 1456  579   2469 |
| 7(9)  3     16     | 5     4       2    | 16    7(9)  8    |
+--------------------+--------------------+------------------+
| 79    1     5      | 289   289     789  | 36    4     36   |
| 6     4     2      | 3     1       5    | 9     8     7    |
| 3     79    8      | 4     69      679  | 2     1     5    |
+--------------------+--------------------+------------------+


then skyscraper on 4 finishes.
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tlanglet



Joined: 17 Oct 2007
Posts: 2468
Location: Northern California Foothills

PostPosted: Sat Mar 06, 2010 12:04 pm    Post subject: Reply with quote

arkietech wrote:
Two steps with another "Dan's step with no name" Very Happy
Code:
skyscraper 7
 *-----------------------------------------------------------------------------*
 | 1       589     49      | 2689    235689  3689    | 7       59      349     |
 | 2       589     3       | 7       589     4       | 58      6       1       |
 | 48      6       7       | 1       3589    389     | 3458    2       349     |
 |-------------------------+-------------------------+-------------------------|
 | 5       289     469     | 689     7       1       | 46      3       2469    |
 | 48      2789    1469    | 689     3689    3689    | 1456    579     2469    |
 | 79      3       16      | 5       4       2       | 16      79      8       |
 |-------------------------+-------------------------+-------------------------|
 | 79      1       5       | 289     289     789     | 36      4       36      |
 | 6       4       2       | 3       1       5       | 9       8       7       |
 | 3       79      8       | 4       69      679     | 2       1       5       |
 *-----------------------------------------------------------------------------*
 (3=4)r1c9 = r1c3 - (4=8)r3c1 - (8=59)r1c238 = (3)r1c9; r1c9=3

Most likely illegal but lots of fun. Rolling Eyes


Dan, I am having trouble understanding this step, logically and notationally. I have a guess about the logic, but the notation does not use alternating strong and weak links. Some prose would be very helpful.

Thanks,
Ted
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arkietech



Joined: 31 Jul 2008
Posts: 1834
Location: Northwest Arkansas USA

PostPosted: Sat Mar 06, 2010 1:14 pm    Post subject: Reply with quote

tlanglet wrote:
Dan, I am having trouble understanding this step, logically and notationally. I have a guess about the logic, but the notation does not use alternating strong and weak links. Some prose would be very helpful.
You are right the coding is in error. It was very clear to me last night. Embarassed Embarassed Embarassed I will try to recreate my logic as I wake up.
update:
Code:
 *-----------------------------------------------------------------------------*
 | 1       589     49      | 2689    235689  3689    | 7       59      349     |
 | 2       589     3       | 7       589     4       | 58      6       1       |
 | 48      6       7       | 1       3589    389     | 3458    2       349     |
 |-------------------------+-------------------------+-------------------------|
 | 5       289     469     | 689     7       1       | 46      3       2469    |
 | 48      2789    1469    | 689     3689    3689    | 1456    579     2469    |
 | 79      3       16      | 5       4       2       | 16      79      8       |
 |-------------------------+-------------------------+-------------------------|
 | 79      1       5       | 289     289     789     | 36      4       36      |
 | 6       4       2       | 3       1       5       | 9       8       7       |
 | 3       79      8       | 4       69      679     | 2       1       5       |
 *-----------------------------------------------------------------------------*
 if r1c2<>8 r1c2 and r1c8 form a 59 pair and r1c3=4 => r1c9=3
 (3=4)r1c9 = r1c3 - (4=8)r3c1 - [(8)r1c2 = (3)r1c9]; r1c9=3
Brackets indicates what I am trying to code and don't know how.
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storm_norm



Joined: 18 Oct 2007
Posts: 1741

PostPosted: Sat Mar 06, 2010 4:10 pm    Post subject: Reply with quote

arkietech wrote:
tlanglet wrote:
Dan, I am having trouble understanding this step, logically and notationally. I have a guess about the logic, but the notation does not use alternating strong and weak links. Some prose would be very helpful.
You are right the coding is in error. It was very clear to me last night. Embarassed Embarassed Embarassed I will try to recreate my logic as I wake up.
update:
Code:
 *-----------------------------------------------------------------------------*
 | 1       589     49      | 2689    235689  3689    | 7       59      349     |
 | 2       589     3       | 7       589     4       | 58      6       1       |
 | 48      6       7       | 1       3589    389     | 3458    2       349     |
 |-------------------------+-------------------------+-------------------------|
 | 5       289     469     | 689     7       1       | 46      3       2469    |
 | 48      2789    1469    | 689     3689    3689    | 1456    579     2469    |
 | 79      3       16      | 5       4       2       | 16      79      8       |
 |-------------------------+-------------------------+-------------------------|
 | 79      1       5       | 289     289     789     | 36      4       36      |
 | 6       4       2       | 3       1       5       | 9       8       7       |
 | 3       79      8       | 4       69      679     | 2       1       5       |
 *-----------------------------------------------------------------------------*
 if r1c2<8> r1c9=3
 (3=4)r1c9 = r1c3 - (4=8)r3c1 - [(8)r1c2 = (3)r1c9]; r1c9=3
Brackets indicates what I am trying to code and don't know how.


hey Dan,
I'll try and explain this. what you have is a ALS on cells r1c2389
you noticed that if the 8 in r1c2 and the 3 in r1c9 are both false then you would have an illegal state of the grid.
you would have 59 in two cells and 49 in two cells in row 1. this can't happen.

so you can write this as: ALS[(3)r1c9 = (8)r1c2]r1c2389
one of the 3 or the 8 must be true to avoid the illegal state of the grid.

secondly,
your bivalue cell in r3c1 {4,8} only completes a loop with the ALS.

in a ALS like the one you found, all of the candidates in each cell are strongly inferenced. which means all of the similar candidates that see each other are weakly linked.

well guess what? this happens even with the bi-value cell {4,8} in r3c1. the 4 is weakly linked to the ALS.


Code:
- ALS[(3)r1c9 = (8)r1c2]r1c2389 - (8=4)r3c1 -
|                                           |
|-------------------------------------------|
 
the weakly linked 4 completes the loop back to the front
because the 4's are part of the candidates in the ALS in row 1


this is tricky to keep track of, but in a loop, all of the weakly linked candidates now become strongly linked
which means all of those weakly linked
9's
5's
4's
all make elminations in row 1.
and the weakly linked 8's in box 1.

creates a nice little picture.



unfortunately, this loop does not place a 3 in r1c9 immediately.
your only mistake was the first part of the chain under your grid.

(3=4)r1c9 = r1c3 - (4=8)r3c1 - [(8)r1c2 = (3)r1c9];

the red colored strong link should be a weak link and isn't really necessary because the 3 and the 4 reside in the same cell giving them a weak inference which completes the loop. And this would eliminate the 9 in r1c9 not place the 3.
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arkietech



Joined: 31 Jul 2008
Posts: 1834
Location: Northwest Arkansas USA

PostPosted: Sat Mar 06, 2010 4:36 pm    Post subject: Reply with quote

storm_norm wrote:
unfortunately, this loop does not place a 3 in r1c9 immediately.

Thanks Norm for correcting my magic 'look-ahead' loop. I will study this carefully.
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keith



Joined: 19 Sep 2005
Posts: 3355
Location: near Detroit, Michigan, USA

PostPosted: Sat Mar 06, 2010 6:58 pm    Post subject: Reply with quote

Here's another of those M-things. After basics:
Code:
+----------------------+----------------------+----------------------+
| 1      589    49     |268-9  23568-9 368-9  | 7      59a    349    |
| 2      5789b  3      | 789c   589c   4      | 58     6      1      |
| 48     6      479    | 1      3589   3789   | 3458   2      349    |
+----------------------+----------------------+----------------------+
| 5      289    469    | 689    7      1      | 46     3      2469   |
| 48     2789   14679  | 689    3689   3689   | 1456   579    2469   |
| 79     3      16     | 5      4      2      | 16     79     8      |
+----------------------+----------------------+----------------------+
| 79     1      5      | 2789   289    789    | 36     4      36     |
| 6      4      2      | 3      1      5      | 9      8      7      |
| 3      79     8      | 4      69     679    | 2      1      5      |
+----------------------+----------------------+----------------------+

5 in a forces 5 in b. Not 9 in b forces 9 in one of c. Making the eliminations shown. (It does not solve the puzzle.)

Keith
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