Doppelvampir
(Published on 23. November 2010, 01:04 by Micha)
Place two Vampires in each row and column (into squares without numbers or mirrors). They may not stand next to each other, not even diagonally.
The numbers indicate how many vampires can be seen from this square. The numbers look to all four direction (up, down, left, right). The line of sight is reflected by the mirrors (diagonal lines) and goes through vampires and numbers until it hits the frame of the puzzle. Vampires are only seen (and counted) through an even number of mirrors (or directly, without a mirror). Vampires are invisible, if they are "seen" through an odd number of mirrors. If one number sees one vampire more then once, then it is counted more than once.
One example for this (with only one vampire per row and column:
And the actual puzzle:
Solution code: For each row (from top to bottom) the number of squares between the two vampires.
Comments
on 17. March 2011, 23:52 by Eisbär
Hi Micha! I liked this one a lot, thank you! Will you make one more, a real big one? :-D
on 24. November 2010, 18:35 by CHalb
Sorry, ich Schusselchen.
on 24. November 2010, 16:33 by pin7guin
"Die Blickrichtung wird an den eingezeichneten Spiegeln (diagonalen Strichen) reflektiert und geht durch Vampire und andere Zahlen hindurch, bis sie den Rand trifft."
- Aber das steht doch schon da... :)
on 24. November 2010, 08:04 by CHalb
Ich fände noch einen Hinweis in der Anleitung gut, dass man durch einen Vampir hindurch weitere Vampire sehen kann.
on 23. November 2010, 21:06 by logik66
Herzlichen Glückwunsch zu einem sehr gelungenem Erstlingswerk.
Gerne mehr davon.
on 23. November 2010, 19:10 by ibag
Wirklich ein sehr schöner Erstling, Glückwunsch!
on 23. November 2010, 01:05 by Micha
Rechtschreibfehler korrigiert
