Committee of Conundrums: Conundrums 61-70

A Series of Perplexing Problems

Welcome, esteemed members of the Committee of Conundrums! Here's the list of conundrums 61 through 70. May the odds be ever in your favor.

• Conundrums 56-60
• Conundrum 61: What's the airspeed velocity of an unladen snarkle?
• Conundrum 62: Which is the correct way to eat a bowl of soup while simultaneously playing the trombone?
• Conundrum 63: Can a chicken ride a unicycle across a moat filled with water and still manage to hold a tune?
• Conundrum 64: Why did the man with a beard and a comb never arrive at the party?
• Conundrum 65: How many raindrops I have to get from the leaky faucet in my house before I can take a proper bath?
• Conundrum 66: Can a robot dream of electric sheep?
• Conundrum 67: Why do the colors in the painting look like they were painted by a committee of blind, colorblind monkeys?
• Conundrum 68: What is the exact distance between a mountain and a valley in meters?
• Conundrum 69: Can an infinite number of cats fit in a finite space if they're wearing tiny hats?
• Conundrum 70: Why do all the clocks in the world suddenly stop working when it's 3 o'clock?

Still got more questions? Visit our Conundrums by Subject page for more information.