December 7, 2014

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December 7, 2014

Postby ArkieTech » Sun Dec 07, 2014 12:10 am

Code: Select all
 *-----------*
 |..2|8..|9..|
 |4..|1..|..8|
 |.9.|..7|...|
 |---+---+---|
 |6..|7..|.45|
 |.3.|.5.|.8.|
 |75.|..8|..6|
 |---+---+---|
 |...|4..|.7.|
 |5..|..3|..1|
 |..1|..2|6..|
 *-----------*


Play/Print this puzzle online
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Re: December 7, 2014

Postby Leren » Sun Dec 07, 2014 12:37 am

Code: Select all
*--------------------------------------------------------------------------------*
|b13      167     2        | 8       346     456      | 9       356     37       |
| 4       67     a3567     | 1     Ag236-9d  569      |f2357ac f2356ac  8        |
| 8       9       356      | 2356    236     7        | 4       1      e23b      |
|--------------------------+--------------------------+--------------------------|
| 6       12      8        | 7       1239    19       | 123     4       5        |
|c12      3       49       | 26      5       146      | 127     8      d279      |
| 7       5       49       | 23      1234    8        | 123     239     6        |
|--------------------------+--------------------------+--------------------------|
| 239     268     36       | 4       168     156      | 358     7       39       |
| 5       4       67       | 69      678     3        | 28      29      1        |
| 39      78      1        | 59      78      2        | 6       359     4        |
*--------------------------------------------------------------------------------*

Kraken Row 2 Digit 3:

3 r2c3 - (3=1) r1c1 - (1=2) r5c1 - r5c9 = r3c9 - r2c78 = r2c5 - 9 r2c5;

3 r2c5                                                        - 9 r2c5;

3 r2c78 - (3=2)r3c9 - r2c78 = r2c5                            - 9 r2c5; => - 9 r2c5; stte

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Re: December 7, 2014

Postby SteveG48 » Sun Dec 07, 2014 12:56 am

Code: Select all
 *-----------------------------------------------------------*
 | 13    167   2     | 8     346   456   | 9     356   37    |
 | 4     67    3567  | 1    c2369 b569   |d2357 d2356  8     |
 | 8     9     356   | 2356  236   7     | 4     1    e23    |
 *-------------------+-------------------+-------------------|
 | 6     2-1   8     | 7     1239 a19    | 123   4     5     |
 |g12    3     49    | 26    5     46-1  | 127   8    f279   |
 | 7     5     49    | 23    1234  8     | 123   239   6     |
 *-------------------+-------------------+-------------------|
 | 239   268   36    | 4     168   156   | 358   7     39    |
 | 5     4     67    | 69    678   3     | 28    29    1     |
 | 39    78    1     | 59    78    2     | 6     359   4     |
 *-----------------------------------------------------------*


(1=9)r4c6 - r2c6 = (9-2)r2c5 = r2c78 - r3c9 = r5c9 - (2=1)r5c1 = -1 r4c2,r5c6 ; stte
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Re: December 7, 2014

Postby bat999 » Sun Dec 07, 2014 4:06 am

Hi
Solved it again without any brainwork.
8-)

This time, as well as pairs/triples/pointing/claiming I used Empty Rectangle method (several times).
Image
8-)
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Re: December 7, 2014

Postby Leren » Sun Dec 07, 2014 10:28 am

Having added a number of valid solutions checker to my solver in response to another thread I note with interest that today's puzzle is still uniquely solvable with the removal (one at a time)
of the following 4 clues: 7 r3c6, 5 r4c9, 5 r6c2 and 2 r9c6. I wonder how often this sort of thing occurs in the daily puzzles.

PS Further investigation reveals that the puzzle is still uniquely solvable with the removal of the following pairs of clues : (7 r3c6 and 5r4c9, 7 r3c6 and 5 r6c2, 2 r9c6 and 5 r4c9).

PPS in case you were wondering removing all 4 clues allows for 422 solutions :D

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Re: December 7, 2014

Postby ArkieTech » Sun Dec 07, 2014 12:19 pm

Code: Select all
 *-----------------------------------------------------------*
 |a13    167   2     | 8     346   456   | 9     356   37    |
 | 4     67    3567  | 1     2369  569   | 2357  2356  8     |
 | 8     9     356   | 2356  236   7     | 4     1     23    |
 |-------------------+-------------------+-------------------|
 | 6     12    8     | 7     1239  19    | 123   4     5     |
 |ad12   3     49    | 6-2   5     146   |d127   8    d279   |
 | 7     5     49    | 23    1234  8     | 123   239   6     |
 |-------------------+-------------------+-------------------|
 | 239   268   36    | 4     168   156   | 358   7    c39    |
 | 5     4     67    | 69    678   3     | 28    29    1     |
 |a39    78    1     |b59    78    2     | 6    b359   4     |
 *-----------------------------------------------------------*
(2=9)r159c1-(9=3)r9c48-(3=9)r7c9-(9=172)r5c179 => -2r2c4; ste
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Re: December 7, 2014

Postby SteveG48 » Sun Dec 07, 2014 7:46 pm

bat999 wrote:Hi
Solved it again without any brainwork.
8-)

This time, as well as pairs/triples/pointing/claiming I used Empty Rectangle method (several times).


Yes. You'll find that some of the daily puzzles are fairly easy to solve using relatively simple non-basic moves like Empty Rectangle. The trick is solving them with a single advanced move after basics.
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Re: December 7, 2014

Postby gurth » Mon Dec 08, 2014 5:32 am

Image
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Re: December 7, 2014

Postby bat999 » Mon Dec 08, 2014 9:51 am

SteveG48 wrote:... The trick is solving them with a single advanced move after basics.

OK, thanks for that information.
:)
8-)
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