You’ll Never See It Again

What day will you never see again?

Yesterday.

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I Am Two-faced, But Bear One Head

I am two-faced, but bear one head.
Men spill their blood for me.
I have no legs but travel widely.
I make kings immortal.
I am potent when shared,
Yet lust for my power keeps me locked away.

What am I?

Money (coins specifically). Coins have two faces, heads and tails. People fight for money, and money travels far and wide. Kings live on when they’re depticted on a coin. Sharing money with others is a meaningful experience yet many people keep their money locked up.

Posted in Riddles

Once a Minute, Twice in a Moment

What comes once in a minute, twice in a moment but not once in a thousand years?

The letter “m”.

Posted in Riddles

PINE Rebus

 P
INE

Pine cone (pine in the shape of a cone).

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Never For Breakfast

What two things can you never have for breakfast?

Lunch and dinner.

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I Won’t Break If Thrown

I won’t break if thrown from the highest building, but I will break if placed in the ocean. What am I?

Tissue.

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Apples, Ice and Flowers

Apples, ice, and flowers can do it.
Pears, stones, and coins can’t.

Float.

By Sef Daystrom

Posted in Riddles

The Longest Double Letter Word

What is the longest unscientific English word that uses every letter in the word exactly twice? For example, noon has two Ns and two Os, but it’s not nearly long enough.

Happenchance. There are two Hs, two As, and so on for all the letters in the word. The longest scientific word with the same property is probably esophagographers.

Posted in Brain Teasers

Abraham Encoding

The name ABRAHAM can be changed into a word for a primitive musical instrument by replacing each letter with a different letter. The repeated letters (A is this case) must be replaced with the same replacement letter in the new word.

What is the musical instrument?

PANPIPE

Posted in Brain Teasers

Fred’s Packing Job

Fred was almost done packing for the day, with five packages left. Unfortunately, Fred dropped the labels and had no idea which label went to which package. What is the probability that Fred managed to correctly label exactly four of the five packages?

Zero. If Fred had correctly labeled four packages, the fifth label would belong to the fifth package and all packages would be correctly labeled. Therefore it is impossible to mislabel exactly four packages.

Posted in Brain Teasers