Brain Teasers
Tournaments at Gaming Town
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The town of Gaming holds five different tournaments throughout the year. People come from all over the country to compete and to watch. There are five different games and 5 different prizes for each tournament. Last year five different people won and they defeated 5 different people in the championship round. From the clues below determine the tournament champion, the runner-up, the game that they played, and the prize money for the winner.
1 - Austin played against Blake; the amount Austin won and the amount won at Monopoly differed by 70 dollars.
2 - Tori spent his time playing Magic; he won less than the person who beat Paul, who did not play poker.
3 - It wasn't Chelsea who beat Caroline to win 630 dollars.
4 - Penny won 700 dollars in his tournament.
5 - The amount won playing Scrabble was immediately less than that won at poker.
6 - Will did not lose to the winner of 610 dollars.
1 - Austin played against Blake; the amount Austin won and the amount won at Monopoly differed by 70 dollars.
2 - Tori spent his time playing Magic; he won less than the person who beat Paul, who did not play poker.
3 - It wasn't Chelsea who beat Caroline to win 630 dollars.
4 - Penny won 700 dollars in his tournament.
5 - The amount won playing Scrabble was immediately less than that won at poker.
6 - Will did not lose to the winner of 610 dollars.
Answer
Austin beat Blake at chess to win 560 dollarsChelsea beat Will at poker to win 720 dollars
Tori beat Shelby at Magic to win 610 dollars
Don beat Caroline at Monopoly to win 630 dollars
Penny beat Paul at Scrabble to win 700 dollars
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Comments
Clear clues and a straightforward solution process. Very enjoyable. Many thanks for writing this.
Well done! unambiguous and well written!
I am sure.
straightforward, my foot but it was fun, and i managed in one try. nice work!
Nice puzzle. I enjoyed it.
Hmm, I am still not sure, if i missread the hint with immediatly less and it should be interpreted as "One stepp lower" ... otherwise I have doubts, that the teaser is solvable
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