Decomposition

This verse is known as “Lord Macaulay’s Last Riddle.” Lord Macaulay was Thomas Babington Macaulay (1800-1859), though his authorship of the riddle is uncertain. What’s the answer?

Let us look at it quite closely,
‘Tis a very ugly word,
And one that makes one shudder
Whenever it is heard.

It mayn’t be very wicked;
It must be always bad,
And speaks of sin and suffering
Enough to make one mad.

They say it is a compound word,
And that is very true;
And then they decompose it,
Which, of course, they’re free to do.

If, of the dozen letters
We take off the first three,
We have the nine remaining
As sad as they can be;

For, though it seems to make it less,
In fact it makes it more,
For it takes the brute creation in,
Which was left out before.

Let’s see if we can mend it —
It’s possible we may,
If only we divide it
In some new-fashioned way.

Instead of three and nine, then,
Let’s make it four and eight;
You’ll say it makes no difference,
At least not very great;

But only see the consequence!
That’s all that need be done
To change this mass of sadness
To unmitigated fun.

It clears off swords and pistols
Revolvers, bowie-knives,
And all the horrid weapons
By which men lose their lives;

It wakens holier voices —
And now joyfully is heard
The native sound of gladness
Compressed into one word!

Yes! Four and eight, my friends!
Let that be yours and mine,
Though all the hosts of demons
Rejoice in three and nine.

Click for Answer

A Narrative Alphametic

James Mayfield gives this clever expression in the August 2006 issue of Word Ways:

BEAR + RARE + ERE = RHYME

It’s an alphametic: If each letter is taken to represent a different digit, it encodes a valid equation. What’s the equation?

Click for Answer

Podcast Episode 251: Joseph Palmer’s Beard

https://books.google.com/books?id=Wc0QAAAAYAAJ&pg=PA56

In 1830 Joseph Palmer created an odd controversy in Fitchburg, Massachusetts: He wore a beard when beards were out of fashion. For this social sin he was shunned, attacked, and ultimately jailed. In this week’s episode of the Futility Closet podcast we’ll tell the story of a bizarre battle against irrational prejudice.

We’ll also see whether a computer can understand knitting and puzzle over an unrewarded long jump.

See full show notes …

Podcast Episode 250: The General Slocum

https://books.google.com/books?id=lHOs2j3cuYwC

In 1904 a Manhattan church outing descended into horror when a passenger steamboat caught fire on the East River. More than a thousand people struggled to survive as the captain raced to reach land. In this week’s episode of the Futility Closet podcast we’ll describe the burning of the General Slocum, the worst maritime disaster in the history of New York City.

We’ll also chase some marathon cheaters and puzzle over a confusing speeding ticket.

See full show notes …

Makes Sense

THREE = 03

Advance each character in that expression four steps in the alphabet or the number line and you get:

XLVII = 47

(Discovered by Dave Morice and Daniel McGrath. From “Kickshaws,” Word Ways 32:4 [November 1999], 283-293.)

Podcast Episode 249: The Robbers Cave Experiment

robbers cave

In 1954 a social psychologist started a war between two teams of fifth graders at an Oklahoma summer camp. He wanted to investigate the sources of human conflict and how people might overcome them. In this week’s episode of the Futility Closet podcast we’ll review the Robbers Cave Experiment and examine its evolving reputation.

We’ll also dredge up a Dalek and puzzle over a hazardous job.

See full show notes …

Audition

https://www.telegraph.co.uk/history/world-war-two/11151478/Could-you-have-been-a-codebreaker-at-Bletchley-Park.html

In January 1942, a series of letters to the Daily Telegraph complained that the newspaper’s crossword was too easy — anyone might solve it in a matter of minutes, they said. Accordingly the chairman of a London club offered to donate £100 to charity if anyone could solve a given crossword in 12 minutes. Editor Arthur Watson arranged a competition in the paper’s Fleet Street newsroom, and five people won the competition (though the fastest was later disqualified for misspelling a word). Several were later hired to work at Bletchley Park breaking German military codes.

The Telegraph published the “time test” puzzle later that month, and presented it again in 2014, inviting readers to try to solve it in 12 minutes. “Could you have been a codebreaker at Bletchley Park?”

Constrained Writing

https://commons.wikimedia.org/wiki/File:Friedrich_Wilhelm_Theodor_Heyser_-_Ophelia.jpg

In Paul Griffiths’ 2008 novel let me tell you, Ophelia tells her story using only the 481-word vocabulary given to her in Hamlet:

So: now I come to speak. At last. I will tell you all I know. I was deceived to think I could not do this. I have the powers; I take them here. I have the right. I have the means. My words may be poor, but they will have to do.

What words do I have? Where do they come from? How is it that I speak?

There will be a time for me to think of these things, but right now I have to tell you all that I may of me — of me from when I lay on my father’s knees and held up my hand, touching his face, which he had bended down over me. That look in his eyes. …

“Where other characters from the play speak, they are similarly confined to the words Shakespeare gave them. Gertrude, for example, can use only Ophelian words present also in her own language. The one exception is the prefatory statement, whose author has full access to his play vocabulary.” A longer excerpt is here.

Str8ts

https://commons.wikimedia.org/wiki/File:Str8ts9x9_Gentle_PUZ.png
Image: Wikimedia Commons

Canadian puzzle designer Jeff Widderich invented this game in 2007. The goal is to place a digit 1-9 in each white cell so that each crossword-style “word” contains a straight, that is, a set of consecutive numbers in some order. For example, the top row of five digits might contain 62534, but not 91548.

One other constraint: Each full row or column must contain no repeated digits. That means, for example, that each of the two long vertical “words” will contain all nine digits. The digits in black cells count toward this constraint — the 9 in the black cell near the center means that no 9 appears elsewhere in its row or column. Can you complete the rest of the diagram?

Click for Answer