The Canterbury Puzzles: And Other Curious ProblemsE.P. Dutton and Company, 1908 - 194 |
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Strona xxii
... count as different the arrangements obtained by merely turning round the square and reflecting it in a mirror . Now ... counting reversals and reflections . This has been finally proved of recent years . But how many magic squares may be ...
... count as different the arrangements obtained by merely turning round the square and reflecting it in a mirror . Now ... counting reversals and reflections . This has been finally proved of recent years . But how many magic squares may be ...
Strona 5
... count the number of squares that may be formed on the shield by uniting four roses . 5. - The Wife of Bath's Riddles . The frolicsome Wife of Bath , when called upon to favour the company , protested that she had no aptitude for such ...
... count the number of squares that may be formed on the shield by uniting four roses . 5. - The Wife of Bath's Riddles . The frolicsome Wife of Bath , when called upon to favour the company , protested that she had no aptitude for such ...
Strona 15
... count then began afresh at the next person . But the lady misunderstood her instructions and selected in mistake the number eleven and started the count at herself . As will be found , this resulted in all the women falling out in turn ...
... count then began afresh at the next person . But the lady misunderstood her instructions and selected in mistake the number eleven and started the count at herself . As will be found , this resulted in all the women falling out in turn ...
Strona 16
... count so that no other than the five men should have been counted out ? " Of course , the point is to find the smallest number that will have the desired effect . 17. - The Shipman's Puzzle . Of this person we are told , " He knew well ...
... count so that no other than the five men should have been counted out ? " Of course , the point is to find the smallest number that will have the desired effect . 17. - The Shipman's Puzzle . Of this person we are told , " He knew well ...
Strona 17
... counts as different . Any kennels may be left empty . This puzzle was evidently a variation of the ancient one of the Abbess and her Nuns . 19. - The Puzzle of the Prioress . The Prioress , who went by the name of Eglantine , is best ...
... counts as different . Any kennels may be left empty . This puzzle was evidently a variation of the ancient one of the Abbess and her Nuns . 19. - The Puzzle of the Prioress . The Prioress , who went by the name of Eglantine , is best ...
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Abbot Archery Butt arranged asked bottles castle Chaucer cheeses club column corner correct answer count course cross cubes curious Daily Mail diagonal diagram divided doth dungeon easy eight eleven equal exactly feat feet figures five foot footprints four pieces Friar frogs geese give goose Hawkhurst Hugh de Fortibus illustration inches jester kayle-pins Kayles kissed lady length letters little puzzle magic square Manciple matter merry monks multiplied Mystery never night nine once palindrome pass PAUL HARDY perfect square perplexed pilgrims pint placed play player problem propounded pudding Puzzle Club Ravensdene reader recurring decimal riddle rings round route seen shown side simple Sir Hugh smallest possible number snail solution solve Sompnour stools straight line Tabard tell thereof thing thou twelve walking Wife of Bath wine withal words
Popularne fragmenty
Strona xvi - You gave the wrong answer,' said the sphinx. 'But that was what made everything possible,' said Oedipus. 'No.' she said. 'When I asked, what walks on four legs in the morning, two at noon, and three in the evening, you answered Man. You didn't say anything about Woman.' 'When you say Man,' said Oedipus, 'you include women too. Everyone knows that.
Strona xiv - Qui nescit dissimulare, nescit regnare, " he who knows not how to dissemble, knows not how to reign.
Strona xxi - Brothers and sisters have I none, but that man's father is my father's son.
Strona 189 - Sat up last night till 4 am, over a tempting problem, sent me from New York, " to find 3 equal rationalsided rt.-angled A'S." I found two, whose sides are 20, 21, 29; 12, 35, 37 ; but could not find three.
Strona 11 - THE COOK A cook they had with them, just for the nonce, To boil the chickens with the marrow-bones, And flavour tartly and with galingale, Well could he tell a draught of London ale, And he could roast and seethe and broil and fry, And make a good thick soup, and bake a pie, But very ill it was, it seemed to me, That on his shin a deadly sore had he; For sweet blanc-mange, he made it with the best, THE SAILOR There was a sailor, living far out west...
Strona 90 - ... from the ceiling, as at A, and a fly is on the opposite wall, 1 foot from the floor in the centre, as shown at B. What is the shortest distance that the spider must crawl in order to reach the fly, which remains stationary ? Of course the spider never drops or uses its web, but crawls fairly.
Strona 19 - All full of freshe flowers white and red. Singing he was or fluting all the day : He was as fresh as is the month of have, Short was his gown, with sleeves long and wide; Well could he sit on horse, and faire' He could6 songes well make, and indite, Joust, and eke dance, and well pourtray and write.
Strona 27 - That lookest as thou wouldest find a hare? For ever on the ground I see thee stare.
Strona xvii - CEdipus. who said that man walked on his hands and feet when young, or in the morning of life ; at the noon of life he walked erect : and in the evening of bis days be supported himself upon a Sphinx-moth Spider -t irk.
Strona xix - The maxim that there is always a right way and a wrong way of doing anything applies in a very marked degree to the solving of puzzles.