Robert's puzzles 2020-01-23

Post puzzles for others to solve here.

Robert's puzzles 2020-01-23

Postby Mauriès Robert » Thu Jan 23, 2020 8:37 am

Hi all,
Another puzzle that requires only one step to solve.
Robert

.8.....2.3..819..7..9...4....3.5.1......9.2.....2.4......5.7....76.3.91.4.......2

puzzle: Show
Image

my resolution: Show
With an anti-track P'(8r6c5) => -8r4c6, btte.

Code: Select all
-8r6c5->(7r6c5->7r3c1)->7r4c8->9r6c8->3r6c9--->68r7c79->2r7c5->8r8c6
                          |                  |
                           ->29r4c12->4r4c9->

Image
Mauriès Robert
 
Posts: 585
Joined: 07 November 2019
Location: France

Re: Robert's puzzles 2020-01-23

Postby Cenoman » Thu Jan 23, 2020 10:08 am

Code: Select all
 +-------------------------+-------------------+------------------------+
 |  1567     8      157    |  6-7  4     56    |  3      2       9      |
 |  3        24     24     |  8    1     9     |  56    x56      7      |
 | z567*     56     9      |  3  zc27*   256   |  4      8       1      |
 +-------------------------+-------------------+------------------------+
 | z2789*    249    3      |zC67*  5    C68    |  1     y479    C48     |
 |  5678     456    4578   |  1    9     3     |  2     x4567    4568   |
 |  156789   1569   1578   |  2    78    4     |  5678   35679   3568   |
 +-------------------------+-------------------+------------------------+
 | a1289    a1239  a128    |  5   b268   7     |  68   xA346   wB3468   |
 |  258      7      6      |  4    3     28    |  9      1       58     |
 |  4        35     58     |  9    68    1     |  5678  x3567    2      |
 +-------------------------+-------------------+------------------------+

Kraken row (3)r7c289 & almost kite (7)r34
(3-192)r7c123 = r7c5 - (2=7)r3c5
(3-4)r7c8 = r7c9 - (4=687)r4c469
(3)r7c9 - (3=4567)r2579c8 - (7)r4c8 = [r4c4=r4c1-r3c1=r3c5]
=> -7r1c4; lclste
Cenoman
Cenoman
 
Posts: 2711
Joined: 21 November 2016
Location: France


Return to Puzzles