Puzzle 89
In the illustration we have a sketch of Sir Edwyn de Tudor going to rescue his love, who was held captive by a neighbouring wicked baron.
Sir Edwyn calculated that if he rode at fifteen miles an hour he would arrive at the castle an hour too soon, while if he rode at ten miles an hour he would get there just an hour too late.
Now, it was of the first importance that he should arrive at the exact time appointed, in order that the rescue that he had planned should be a success, and the time of the tryst was five o'clock, when the captive would be taking afternoon tea.
The puzzle is to discover exactly how far Sir Edwyn de Tudor had to ride.
Sir Edwyn De Tudor. From Amusements In Mathematics by Henry Ernest Dudeney (1917).
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Puzzle 90
Which of the shapes is identical to the first one?
There may be more than one.
Puzzle Copyright © Robert A. Hartmann
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Puzzle 91
Place an arrow in each empty square.
Every arrow can either point left or right, but must point to a square with a number.
The numbers indicate the total number of arrows that point at them.
Puzzle Copyright © Johan de Ruiter
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Puzzle 92
Add lines to this grid and create five areas that each have 4 letters, to spell five 4-letter words.
Puzzle Copyright © Elliott Line
This puzzle appeared in Mensa's EnigmaSig (195.13) and is used with permission.
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