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A puzzle that requires formal logical deduction to arrive at the solution. This suggests more than merely reasoning through clues to find an answer (you might want [situation] for that).

2 votes

10 little dwarves

I'm pretty sure you can save 9 dwarfs. Dwarf 10 can see 9 hats. He counts the number of white hats and if they are even, says white. If they are odd, he says black. He cannot be saved except by pure …
Joel Rondeau's user avatar
  • 7,855
15 votes
Accepted

Help me find my favourite DVD

You should really consider getting yourself a NAS and a copy of Plex (or other similar software), so that you can stream your movies locally and avoid this problem in the future.
Joel Rondeau's user avatar
  • 7,855
10 votes
Accepted

Cora's Death Logic Puzzle

It was murder. Assumption 1 (both tell truth = accident) contradicts Beth (if not suicide then murder). Therefore at least one of them wasn't telling the truth, and so (because of assumption 2) it wa …
Joel Rondeau's user avatar
  • 7,855
16 votes

First odd number in a "number dictionary"

Under the belief that Kevin has the correct answer with 8,018,018,885 I decided to look at the bonus. Pulling the prime numbers from http://www.primos.mat.br/, #37 (includes all primes that start wi …
Joel Rondeau's user avatar
  • 7,855
7 votes

The defective clock

I will use the A-G bar notation given in the puzzle. I am also assuming that I only need to find one time that works, based on comments. Case 1: 4 Broken, A, B, D, G. James walks in and E is lit. The …
Joel Rondeau's user avatar
  • 7,855
2 votes

Arrange the digits from 0 to 9 into a number which is divisible by every integer from 12 to 21

If I take all the factors of 12-21 and multiply them together, I get So now all that is left to do is to keep adding it to itself until I get a 10 digit number that satisfies the requirements. The …
Joel Rondeau's user avatar
  • 7,855
21 votes
Accepted

Write digits 1 to 9 in the table, each pointing to next 3x3 grid

It is not possible. Any solution to this puzzle must also be a solution to the 9x9 Queens puzzle. Luckily, that is a well-known puzzle. It has 352 solutions, but due to symmetry, those 352 solutions c …
Joel Rondeau's user avatar
  • 7,855
1 vote

Checking for cheating in a Sudoku puzzle?

I have a different take in an attempt to slow down cheating: Include a separate section where nothing qualifies as cheating. Ideally, it's nearly identical to the "please don't cheat" section, to mini …
Joel Rondeau's user avatar
  • 7,855
5 votes
Accepted

How to get the least possible sum in a closed loop set of squares?

Short way to guess at the answer: Proving that this works: Now you asked about strategy:
Joel Rondeau's user avatar
  • 7,855
12 votes
Accepted

A special soccer tournament

I decided that the easiest way to start this problem was Then I counted up the points for the last 8 teams and Most importantly,
Joel Rondeau's user avatar
  • 7,855
5 votes

Sudoku.... On your keyboard?

I have an answer. I have not proved uniqueness. My start is very similar to Ankit's. Put in all the possible numbers. Start reducing at the red squares. However, what really helped was
Joel Rondeau's user avatar
  • 7,855
12 votes
Accepted

How Many Queens to Threaten Themselves?

I found a 10 queen answer. I realized that d'alar'cop's reasoning was slightly off, because threatening is part of the puzzle, so 8 wasn't necessarily a limit. With the 8 inner queens in this position …
Joel Rondeau's user avatar
  • 7,855
6 votes

Five-hand poker

Answer 1, showing his 26 cards: He has The secret here is to Answer 2, showing my 26 cards: I have He has For a difference of My goal was to frustrate his choices. Give him enough …
Joel Rondeau's user avatar
  • 7,855
15 votes
Accepted

Entangled physicists

Assuming that "kill a random number of kittens" means a random integer from 0 to 20, then there is a 11/21 chance that an even number of kittens have been killed. The physicians should all agree to g …
Joel Rondeau's user avatar
  • 7,855