II. 3 Achtelwenden Gleichwinkelgebiete
(Published on 19. January 2013, 10:00 by CHalb)
Draw a continuous tour by connecting each field with two adjacent fields. The path moves horizontally, vertically or diagonally from field to field. The path might intersect itself. Put a number from 1 to 4 in each field. The numbers prescribe how sharp the path in the center of that field turns. Put in each field a fitting and correct angle. Each field with value 1 contains a sharp curve; each field with value 2 contains a right angle; each field with value 3 contains a gentle curve and each field with a 4 is passed straight.
Below you find two versions of this puzzle. Each of the dotted shown (or marked with one colour) diagonals is an area with the same anglewidth respectively. These diagonals do not need to have the maximal possible length; in their prolongations the same angels may appear.
Solution code: The contents of the 2nd and the 6th row
Comments
on 16. March 2014, 14:03 by AnnaTh
Sehr schön!
on 18. February 2013, 17:55 by CHalb
Anleitung korrigiert, especially correction of the english part
on 18. February 2013, 14:29 by CHalb
Stichwort hinzugefügt
