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A small magisches Quadrat...

 

Nico
Madysa
given be the following Quadrat;

  
+--+--+--+--+
|  |  |  |  |
+--+--+--+--+
|  |13|  |  |
+--+--+--+--+
|  |  |  |  |
+--+--+--+--+
|  |15|14|  |
+--+--+--+--+

its To investigating, whether from the default one magisches Quadart create can.

    Notes:
  1. The amount the numbers in all Split, Lines as well as into both länsten Diagonalen the Quadrates must same his (34).
  2. it can only the numbers of 1 To 16 akin and be each only one einziges time.
  3. The three pretended numbers can not changed go.


time see, who solve can.
 
Nico Madysa
11/16/07  ▲
 




Frank
Abbing
deference, Spoiler... [web]https://www.maths-joke.de/dm199x/dm99_so2.htm#quadr4[/web]
 
11/16/07  ▲
 




Nico
Madysa
The Notes are quite eindeutig.
The Lesson goes incidentally on one Gemälde of Albrecht Dürer back and was in the second level the 47. Mathematikolympiade set. the Gemälde contained one magisches Quadrat fourth Order and the downstairs mittleren numbers encompassed (How in the obigen Quadrat) the Veröffentlichungsjahr 1514.
 
Nico Madysa
11/16/07  ▲
 




Frank
Abbing
reputation still a small competition in that life, who whom kompaktesten Algo moreover program.
 
11/16/07  ▲
 



Frank Abbing
reputation still a small competition in that life, who whom kompaktesten Algo moreover program.


make You, the and leg a to.
 
11/16/07  ▲
 




Nico
Madysa
whether with Algo or handschriftlich - it should solely investigating / proved go, whether it one suitable Quadart gives or not.
 
Nico Madysa
11/16/07  ▲
 




Frank
Abbing
for a Programmsprachen-Forum would one Source but interessanter.
 
11/16/07  ▲
 




Nico
Madysa
over again: any ways are registered, as long as tappt im dunkeln beweiskräftig enough are.
 
Nico Madysa
11/16/07  ▲
 



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