Samples WPC 1995
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2007: Rio de Janeiro  
2006: Borovets  
2005: Eger  
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2003: Arnhem  
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Three samples so far:


1. "Solving this puzzle means to mark on each square of the diagram's border a horizontal/vertical or oblique orientated arrow, so that at each inside square are pointed as many arrows as indicated by the corresponding number." The example was also given, and should help clarify your idea of the puzzle.

 

 


2. "Identify the patricular location line between the starting square (S) and the finishing one (*) that passes through all other squares (only once through each) and takes into consideration the following meaning of the arrows: the arrow marked on the 'n'-th square indicates the direction in which you have to look for the 'n+1'-st." Again there is a small solved example.

 


3. "The circles in the diagram hide either letters 'O' or black points (dividing squares). Please determine the structure of the diagram by using the (Spanish) words from the list and knowing that the black points can not border each other along a side.

2: CA, DO, OR, OS, SP

3: AJO, AMO, ARO, DON, DOS, LOS, ORA, ORO, OSO, ROS, USO

4: BOOM, CROL, OBOE, ODIO, OJOS, ONCE, ROTO, TORO

5: CROMO, DOLOR, FOSOS, OBESO, OTROS, POSAR, SONAR, TOPOS

6: BOCETO, ICONOS, ORONDO, POEMAS, TROTON

8: NOSOTROS

 
Related pages: Report | Samples | Trophy | Results

 

Page updated on Monday, 21 August 2006

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