All Questions
Tagged with board-games grid-deduction
8 questions
3
votes
1
answer
218
views
Are draws possible in the game Nakatta?
I'd like to know if this game can end in a draw:
Nakatta is a connection game for two players: Black and White. It is played on the intersections (points) of an initially empty square grid (board). ...
- 145
4
votes
0
answers
360
views
Are infinite loops possible in the game Prodway?
I'd like to know if infinitely repeating sequences of moves (i.e. cycles) are possible in the following game:
Prodway is a game for two players (Black and White) that is
played on an initially empty ...
- 145
7
votes
2
answers
437
views
Are infinite loops possible in the game Reneo?
I'd like to know if infinitely repeating sequences of moves (i.e. cycles) are possible in the following game:
Reneo is a game for two players (Black and White) that is played on an
initially empty ...
- 145
17
votes
1
answer
580
views
Chain Puzzle: Tabletop Games #08 - Targui, or not Targui
This is the eighth Chain Puzzle in the Tabletop Games series, in which all puzzles are themed around board games, card games, tile games, and the like. The answer to this puzzle is a thematic word or ...
- 155k
15
votes
2
answers
766
views
Chain Puzzle: Tabletop Games #06 - So Sorry
This is the sixth Chain Puzzle in the Tabletop Games series, in which all puzzles are themed around board games, card games, tile games, and the like. The answer to this puzzle is a thematic word or ...
- 17.1k
16
votes
2
answers
1k
views
Twelve Labours - #02 Lernaean Hydration
This puzzle is part of the ‘Twelve Labours’ series. Previous instalments can be found here: Prologue | 01
His first labour now complete, Hercules made his way up the street to the storage depot for ...
- 155k
40
votes
2
answers
2k
views
Magic Maze Puzzle
Inspired by the board game, Magic Maze
Set-up:
Cut out each 4x4 tile, and the four small tokens (orange, yellow, green and purple), from the provided image below. Place tile 1 on a flat surface with ...
- 22.1k
6
votes
4
answers
1k
views
Filling the board with 0s and 1s
You are given a $9\times9$ grid board.
You have 40 "$1$"s and 41 "$0$"s. You can put these numbers wherever you want on the board.
After that, you will take the sum of the numbers ...
- 30.5k