Can you divide a square into 15 parts, which can be built up into this windmill?
In this nest of 49 squares it is possible to count a great number of distinct and interlacing figures, whose opposite sides are equal, and whose angles are all right angles.
Can you decide exactly the number of these rectangles, and say how many of them are square?
Can you, using all the dominoes except double five, five-six, and double six, construct with the twenty-five stones a magic square that adds up in all rows, columns, and diagonals to 27, and in which the stones in the cells marked by the same figures in this diagram also add up to that number?
| 2 | 1 | 2 | ||
| 4 | 3 | 4 | ||
| 1 | 3 | 3 | 1 | |
| 4 | 3 | 4 | ||
| 2 | 1 | 2 |
The problem is to construct, with all the twenty-eight stones, a domino pyramid of seven stages, starting with a single stone, and adding one stone on each successive stage.
The stones must be so arranged that the number of pips in any row or column are in all cases exactly three times the number of half-dominoes of which that line or column is composed. There are many solutions to exercise the solver’s patience.
Six horse buses and four motor buses travel each hour from Temple Bar to the Bank. The horses take 15 minutes, and the motors 10 minutes on the journey.
If I come to Temple Bar, and wish to reach the Bank as soon as possible, shall I take the first horse bus that turns up, or wait for a motor? It must be assumed that I can only see a bus as it actually passes me.
The father of this venturesome lad, who was on the point of breaking out of bounds, came on the scene just in time to warn him in a sentence of nine words, five of which were “Never throw a leg, lad.”
Can you supply the other four words, which are spelt with exactly the same letters?
In this picture we see that a cat has sprung upon the table to interview the parrot.
The title “Catastrophe” recast by anagram, tells the parrot’s happy thought at this critical moment, and the appropriate sentence,
“New parrot-stand in a house,”
tells, also by anagram, how he put this into instant operation.
This is the picture of the first prize boy at a baby show. The judge, noticing the position of one chubby fist, said to the proud mother, “Your lad Tommy likes such tit-bits.”
To his amazement the baby, removing the comforting hand, replied in eight words composed of exactly the same letters, “So to-day, sir, . .... .. ...... .....” Can you complete the sentence?
The lady who is sitting at the back of this overloaded waggonette cries out, in her sympathy with the struggling horse, “This big load quite hinders his pull.”
Her husband, full of holiday spirits and energy, answers her in a sentence of mingled reproof and determination, which forms a perfect anagram of the words of his wife, and describes his feelings and action. Can you recast the letters?
At the moment when a burly and keen player was in this strange and striking attitude,
a bystander whispered to the marker, “Eh! what a stout player is striking!”
Can you, using exactly the same letters, put into the mouth of the marker a reply appropriate to the position?
There are two English words which are appropriate to this picture—
One of them has as its anagram the very apposite sentence, “Or not a man first;” the other treated in similar fashion becomes, “O I love nuts!” What are the two words?
Who can turn WHEAT into BREAD with six links, changing one letter each time, and preserving the general order of the letters throughout?
How can we decide by anagram whether this is a fancy portrait of “William or dear Jack?”
Shake up and recast the words in inverted commas.
Can our readers solve this enigma, which was published in 1811, and to which no answer seems to be known?
Take this picture in connection with the lines below it, and find out what it represents.
His wife, who chanced to see Jiggers at the trying moment here depicted, said that he seemed to be in a “sad pet.”
How was this literally true?
Never was a cow so troublesome at milking-time.
Our picture was taken at the moment when Farmer Hayseed was exclaiming, as he held on behind, “See, we hold this cow’s horns and tail!”
The same letters, recast by anagram, form this sentence spoken by his foreman—
“She cannot toss, ... .... .... .. ..”
Can you fill in the five missing words?
These grave lips chatter no ill.
or
Elephants, all to richest giver!
Can you recast the letters of these sentences so that either of them forms the same homely proverb, to which the first anagram is most akin?
This very resolute horse and his anxious driver take quite different views of the situation shown in this picture.
We can fancy that the fast trotter, if he could be endowed with speech, would say, “I’m a train’d stepper!”
Can you take these same letters, and recast them into a sentence which would seem to express the driver’s point of view?
In this picture a clever artist who has no arms is seen calmly painting with his feet.
One onlooker says to another, “Why, now I see this fine artist has no hand!” The other replies in a sentence which contains exactly the same letters:
“He draws in any fashion .... ... ... ... .”
Can you fill in the four missing words?
“This is a wine bottle, dear, on a lure,” said a crafty fisher of men to his better half, who was helping him, as he showed her this illustration of their aims.
1834
PORT
She knew, however, that the fish he sought to catch was not to be tempted in this way, and she replied in words spelt with exactly the same letters, “And see, he will not .... .. ... ....!”
Can you fill in the four missing words?
This sturdy musical enthusiast, as he settled himself upon his chair, said, “What shall I play?” and some one replied, “Any strains of Beethoven, he charms all!”
This suggestion, however, was not acceptable, and he, as he struck up a piece after his own heart, exclaimed, in a sentence composed of exactly the same letters—
“Nay, for this ’cello ...... .... . ......!”
Can you supply the missing words?
This picture represents a parsnip lying across a sturdy swede.
Can you so readjust them that they seem to suggest a successful dramatist of the day? We give this broad hint by anagram—
“Here is our parsnip on swede.”
ANAGRAM
Wise and superior person he!
Can you fill the places of these 21 asterisks with only three different letters, arranging them so that they spell a common English word in twelve different directions?
| ● | ● | ● | ● | ● |
| ● | ● | ● | ● | |
| ● | ● | ● | ||
| ● | ● | ● | ● | |
| ● | ● | ● | ● | ● |
First form a short sentence with the ten letters that are above the line in this diagram:—
| S | B | |
| R | E | |
| Y | D | |
| O | T | |
| U | O | |
| O | E | E |
Next number the letters of the sentence consecutively 1, 2, 3, 4, 5, 6, 7, 8, 9, 0, and then work out a sum in addition with these numbers substituted for the letters with which they correspond.
Find within these borders twelve specimens of flowers and foliage:—
| 1L | 2L | 3B | 4H | 5P | 6E | 7F |
| 8L | 9Y | 10E | 11L | 12O | 13R | 14N |
| 15I | 16V | 17B | 18R | 19I | 20V | 21K |
| 22A | 23L | 24E | 25T | 26O | 27N | 28I |
| 29C | 30N | 31A | 32S | 33U | 34L | 35P |
Move in any direction one square at a time, and so spell out their names, using the same square only once in each case.
To test the powers of his young pupils, Dr Puzzlewitz set the following little problem on his blackboard:—
| A | - | B | = | 4 | ||
| A | ÷ | B | = | 4 | ||
What are the values of A and of B, when 4 is the result of dividing A by B, or of subtracting B from A?
The figures indicate the position of the letters, which spell new words, in the original six-letter word.
Can you fill in the empty cells with letters, so that they form English words which read alike from top to bottom and from left to right?
| s | ||||||
| s | u | s | ||||
| s | ||||||
Old Couplet.
Taking the letters as arranged on this diagram for a starting point, can you place in some of the unoccupied cells five more of A, five of E, five of I, and five of O, making eight in all of each letter, so that in no case shall the same vowel be in the same row, column, or diagonal?
| A | I | E | O | ||||
| O | A | ||||||
| I | E | ||||||
| E | O | A | I | ||||
Each vowel is to be regarded without any reference to the other vowels, and, of course, only one may be placed in a cell.
Mix together the letters which form the eight words on this draught board—
| V | O | T | E | ||||
| W | O | V | E | ||||
| P | R | O | W | ||||
| C | A | L | L | ||||
| S | T | E | W | ||||
| N | E | W | S | ||||
| C | O | R | E | ||||
| N | A | P | E |
and recast them so that they form eight fresh words, which when placed in proper order on the white squares, are a word square in which each word reads alike from left to right, or from top to bottom. The first of the fresh words is CROW.
Form a short sentence with the letters above the line in this diagram:—
| D | U | |
| E | H | |
| E | D | |
| A | P | |
| S | T | |
| D | E | A |
Number the letters consecutively 1, 2, 3, 4, 5, 6, 7, 8, 9, 0, and then work a sum in addition, substituting these numbers for the letter with which they correspond.