Doppelte Adventssummen 5. Advent
(Published on 29. February 2016, 08:05 by Luigi)
Doppelte Adventssummen 5. Advent
Finally the 5th advent did arrive! :-))
This is a very rare incident and happens - if at all - every 4 years.... So this is a kind of celebration puzzle!
Here is a raster with given sums, like in a japanese sum puzzle.
Additional rules:
In every role or column every number from 1-9 can be placed max two times. Same numbers may not touch, not even diagonally.
Within a single sum all numbers have to be different.
Every given number is replaced by a letter. The numbers 0 to 9 have been replaced by letters between A an J. Different numbers are replaced with different letters.
Additionally some already blackened fields are given. These form three big squares overlapping each other in a corner. Numbers being placed within each of the squares appear in equal quantity (e.g. 5 times the numbers 1,2,3,4,5 in square 1, 7 times the numbers 6,7,8,9 in square 2 etc...)
Solution code: Both diagonals from top left to bottom right and from top right to bottom left. Use S for blackened fields.
Comments
on 1. May 2016, 10:58 by pin7guin
Juhuu!!! Vielen Dank, Peter!
- Und: Gut, dass es jetzt fast vier Jahre Pause sind bis zum nächsten 5. Advent... ;-)
on 18. March 2016, 21:39 by dm_litv
Thanks!
on 18. March 2016, 21:34 by pin7guin
@dm_litv: 36 (6*6) fields are in each square.
But not all of them have to stay white...
on 18. March 2016, 20:00 by dm_litv
I need a little clarification of the puzzle rules, can somebody help me?
Those three squares - how many fields are in each square?
36 (6*6),
64 (8*8),
or 28 (only border lines) ?
on 13. March 2016, 10:04 by Mody
Wirklich eine harte Nuss :)
Hat mich einige Wochenenden beschäftigt.
on 11. March 2016, 05:27 by RALehrer
Thnaks!
on 11. March 2016, 00:03 by tuace
@RALehrer: First question yes, second question no. :)
on 10. March 2016, 23:57 by RALehrer
Thanks! I'm still not quite sure - does it mean that if there is a number inside a square, that number must appear the same number of times as each other number there, but not every number has to appear? Is there any significance to the numbers being consecutive in the examples?
on 8. March 2016, 08:01 by AnnaTh
Wirklich ein leckeres Krustenbrot! ;-)
on 7. March 2016, 17:37 by flaemmchen
Toll, einfach nur toll!
on 7. March 2016, 12:49 by Luigi
i.e. replaced by e.g. in the English description.
on 7. March 2016, 12:47 by Luigi
Oh!
Seit vielen Jahren schreibe ich meine Dokumente nun in Englisch und nutze seit jeher die Abkürzung i.e.
Tatsächlich habt ihr beide mich nun aufgeklärt, dass "id est" (i.e.) eine ganz andere Bedeutung hat...
Natürlich meine ich "exempli gratia" (e.g.).
Sorry for the inconvenience!
on 7. March 2016, 10:57 by Alex
@RALehrer: I think the problem lies with the 'i.e.', this should be replaced by 'e.g.' as the statements in the brackets are only examples
on 7. March 2016, 09:52 by RALehrer
I'm not sure I follow the rule about the squares - there must be 5 times 1-5 in the first square, and no 6-9? Then the second square has only 6-9, each 7 times? Then it says etc., but the pattern isn't quite clear for the 3rd square...
Thanks!
on 6. March 2016, 18:56 by marcmees
Thanks a lot for this wonderful series.
on 4. March 2016, 14:04 by Luigi
@statistica: gibt es bei Dir zum 5. Advent tatsächlich nur große Brötchen?
.... noch nicht einmal ein schönes großes Krustenbrot? ;-))
on 3. March 2016, 22:13 by Statistica
Das letzte Drittel ist echt ein hartes Brötchen..., geht aber logisch durch. Trotzdem "irgendwie" zu groß ;-/
on 1. March 2016, 15:15 by Luigi
@ibag: Hast Du beim Lösen wenigstens fünf Kerzen angezündet?
Die haben ja kaum Zeit zum Abbrennen gehabt!
on 29. February 2016, 23:59 by Luigi
@pin7guin: ;-))
on 29. February 2016, 23:31 by pin7guin
Juhuu, der 5. Advent ist da!!!!! :-) :-) :-)
