May 25, 2014

Post puzzles for others to solve here.

Re: May 25, 2014

Postby SteveG48 » Wed May 28, 2014 1:11 pm

daj95376 wrote:
SteveG48 wrote:Thanks, Danny. JC already pointed out that variant; lovely. However, if that alternative hadn't been available, is there a right way- preferably an elegant one- to do what I was trying to do?

I would work your logic backward and split it into a network.

Code: Select all
 +-----------------------------------------------------------------------+
 |  4      156    7      |  156    3      2      |  8      56     9      |
 |  15     3      2      |  15689  569    1689   |  46     7      456    |
 |  8      569    59     |  456    456    7      |  1      3      2      |
 |-----------------------+-----------------------+-----------------------|
 |  125    1259   6      |  7      8      49     |  3      129    14     |
 |  3      189    89     |  2      469    5      |  46     1689   7      |
 |  7      289    4      |  69     1      3      |  5      2689   68     |
 |-----------------------+-----------------------+-----------------------|
 |  9      2458   1      |  4568   2456   468    |  7      568    3      |
 |  25     7      58     |  3      256    168    |  9      4      1568   |
 |  6      458    3      |  14589  7      1489   |  2      158    158    |
 +-----------------------------------------------------------------------+
 # 85 eliminations remain

                                   **************
 (6): r8c9 = r7c8 - r1c8 = r2c79 - r2c456 = r3c5                - r8c5
                                             ||
                                          = r13c4 - r6c4 = r5c5 - r8c5
                                   **************

The cells bounded by (*) asterisks could be interpreted as a Kraken Box [b2] for <6>.

Code: Select all
 (6): r2c456 - r2c79 = r1c8 - r7c8 = r8c9 - r8c5
 (6): r3c5                                - r8c5
 (6): r13c4  - r6c4  = r5c5               - r8c5



A closer example to your results.

Code: Select all
                    **************
 (6): r5c5 = r6c4 - r123c4 = r23c5                             - r8c5
                              ||
                           = r2c6 - r2c79 = r1c8 - r7c8 = r8c9 - r8c5
                    **************

Again, the network could be interpreted as a Kraken Box [b2] for <6>.


Thanks, Danny. Great stuff, as usual. I'll try to absorb it all.
Steve
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