Foreword: No letter touches (with its field) the field of an alphabetical neighbor (neither with a side nor with a corner of its field).
1. The letters of the word HALT are to be placed in a way that there is exactly one of them in every row and in every column.
2. The letters of the word STOP are to be placed in a way that there is exactly one of them in every row and in every column.
3. In one column is the word WIN without interruption.
4. In one row is the word GO without interruption.
5. In the full alphabet, the letter in d1 is directly in front of the letter in b4.
6. In the 12 boundary fields, there are 6 letters out of each half of the full alphabet.
7. The 3 letters, which are (in the full alphabet) placed right after the letter in c2, are not part of the solution.
8. The 2 letters, which are (in the full alphabet) placed right after the letter in d4, are not part of the solution.
9. Only one of the three following statements is true: the H is in field b4. In a2 is a letter of STOP. The P is in field b3.
10. Only one of the three following statements is true: In a4 is a vowel. The D is in row a. The T is in row b.
Solution code: letters from left to right, line per line, no space between the letters
on 10. March 2024, 14:11 by Lili Lavender
Super gemacht! Danke, hat Spass gemacht :-)
on 4. January 2020, 10:58 by tuace
Sehr schön; völlig logisch lösbar.
on 3. January 2020, 20:20 by DocLogic
Stichwort "Buchstabenrätsel"
Difficulty: | |
Rating: | 86 % |
Solved: | 60 times |
Observed: | 2 times |
ID: | 000350 |