Puzzle 1
Shriekville's Ghostsall logic puzzles
Five people were all taking a vacation in Shriekville, unfortunately, all of their vacations were cut short by a terrifying encounter with a resident ghost.
Can you determine the type of accommodation, its name, and the name of the resident ghost?
Archibald stayed at St George's, he was not frightened off by Macabre Malcolm.
The public house was the home of Chilling Charlie, who frequently turned down the thermostat and then let out gruesome shrieks, chilling everyone to the bone.
Lucas or Archibald's vacation was at the castle. Was Terrifying Tony the resident ghost there?
Charlie went to stay with friends, this was in a bungalow, but it did not have the name Briar Hill. He was not terrified by Bloodcurdling Brian, the ghost that left bloodstained footprints behind.
Billy vacationed at a place named Rosedale, which was not a hotel.
Creepy Craig really did scare Gary, as he was settling down to sleep, by scraping his fingernails on the bedroom window, this was not at a hotel, and it wasn't a place named Avalon.
The bed and breakfast accommodation was not High Lodge, which was also not the castle where Macabre Malcolm was resident.
Puzzle Copyright © The Logic Zone
Puzzle 2
During the recent BrainBashers cipher convention, a Morse code contest took place.
The contest consisted of a Morse code transmission where the spaces between the letters and words were missing.
Can you find the ten colours?
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Luckily, BrainBashers has provided you with a list of the Morse code characters:
A ![]()
B ![]()
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C ![]()
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D ![]()
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E
F ![]()
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G ![]()
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H ![]()
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I ![]()
J ![]()
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K ![]()
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L ![]()
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M ![]()
N ![]()
O ![]()
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P ![]()
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Q ![]()
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R ![]()
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S ![]()
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T
U ![]()
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V ![]()
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W ![]()
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X ![]()
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Y ![]()
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Z ![]()
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Puzzle 3
You have a very large number of generic plastic building blocks, each in the shape of a cube.
Think about how many cubes you would need in order to construct a giant cube with 16 small cubes along each edge.
If you were to then remove the outside layer, how many small cubes would you have removed?
Puzzle 4
What number is …
… one half of one third of one quarter of 360?