Before you startAI-drafted · not yet reviewed by an editor
Solve these puzzles by testing possibilities, not by calculating. List the few cases that could be true, then check each one against every clue. If a case forces a contradiction—like someone both telling the truth and lying—discard it. The case that survives is the answer. With knights and knaves, assume a speaker is a knight; if their statement then becomes false, the assumption was wrong and they are a knave. With statements about how many are false, guess a number, count the false statements, and see whether the count matches the guess. One consistent case is enough.
Curated
4| # | Title | Difficulty | Source | Tags | |
|---|---|---|---|---|---|
| 638 | We are both knaves | Easy | Classical | ||
| 642 | Day puzzle | Easy | Lemma | ||
| 643 | Brothers and sisters have I none | Easy | Lemma | ||
| 644 | Overtaking in a race | Easy | Lemma |