November 16, 2019

Post puzzles for others to solve here.

November 16, 2019

Postby ArkieTech » Sat Nov 16, 2019 4:11 pm

Code: Select all
 *-----------*
 |.52|34.|...|
 |...|..8|...|
 |8..|..6|..5|
 |---+---+---|
 |6.3|.5.|.4.|
 |.85|...|36.|
 |.2.|.9.|8.7|
 |---+---+---|
 |5..|4..|..2|
 |...|1..|...|
 |...|.35|49.|
 *-----------*
 .5234.........8...8....6..56.3.5..4..85...36..2..9.8.75..4....2...1.........3549.


Play/Print this puzzle online
dan
User avatar
ArkieTech
 
Posts: 3355
Joined: 29 May 2006
Location: NW Arkansas USA

Re: November 16, 2019

Postby Cenoman » Sat Nov 16, 2019 6:29 pm

Code: Select all
 +-----------------------+-----------------+---------------------+
 | d179*  5      2       |  3    4   d1-7* | a1679# da178#  68   |
 |  3     1679   1679    |  5   g17   8    |  179     2     4    |
 |  8     147    147     |  9    2    6    |  17      3     5    |
 +-----------------------+-----------------+---------------------+
 |  6     79     3       |  8    5    17*  |  2       4     19   |
 | e79*   8      5       |  2   f17*  4    |  3       6     19   |
 |  14    2      14      |  6    9    3    |  8       5     7    |
 +-----------------------+-----------------+---------------------+
 |  5     3      678     |  4    68   9    |  167     178   2    |
 | b479#  4679   46789   |  1    68   2    |  5      c78    3    |
 |  2     16     168     |  7    3    5    |  4       9     68   |
 +-----------------------+-----------------+---------------------+

5-link oddagon (7)r15, c16, b5 with three guardians
(7)r1c78==(7)r8c1 - (7=8)r8c8 - (8=179)r1c168 - (9=7)r5c1 - r5c5 = (7)r2c5 => -7 r1c6; ste
Cenoman
Cenoman
 
Posts: 2739
Joined: 21 November 2016
Location: France

Re: November 16, 2019

Postby eleven » Sat Nov 16, 2019 7:22 pm

Cenoman wrote:..(8=179)r1c168 - (9=7)r5c1 - r5c5 = (7)r2c5 => -7 r1c6; ste

Nice. I stopped here, because i thought, it would be useless to continue with 7 possible in r1c6.
(I started with the almost skyscraper in c15)
eleven
 
Posts: 3094
Joined: 10 February 2008

Re: November 16, 2019

Postby SpAce » Sun Nov 17, 2019 12:09 am

A combo of Cenoman's and eleven's ideas with a minor twist. Not much room for more creativity here.

Code: Select all
.----------------------.--------------.----------------.
| ab179*   5     2     | 3  4   ab17* | 1679  c178  68 |
|   3      1679  1679  | 5  17    8   | 179    2    4  |
|   8      147   147   | 9  2     6   | 17     3    5  |
:----------------------+--------------+----------------:
|   6      9-7   3     | 8  5    a17* | 2      4    19 |
| ac9(7)*  8     5     | 2  1-7   4   | 3      6    19 |
|   14     2     14    | 6  9     3   | 8      5    7  |
:----------------------+--------------+----------------:
|   5      3     678   | 4  68    9   | 167    178  2  |
|  b49#7   4679  46789 | 1  68    2   | 5     b78   3  |
|   2      16    168   | 7  3     5   | 4      9    68 |
'----------------------'--------------'----------------'

Almost Skyscraper

(7)C16\r1[r4b4,r5b5] = (78)r8c18 - (8=179)r1c861 - (9=7)r5c1 => -7 r4c2,r5c5; stte
-SpAce-: Show
Code: Select all
   *             |    |               |    |    *
        *        |=()=|    /  _  \    |=()=|               *
            *    |    |   |-=( )=-|   |    |      *
     *                     \  ¯  /                   *   

"If one is to understand the great mystery, one must study all its aspects, not just the dogmatic narrow view of the Jedi."
User avatar
SpAce
 
Posts: 2671
Joined: 22 May 2017


Return to Puzzles