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"This should be easy but try and answer in under thirty seconds to test how your brain works. You’re in a running race and you overtake the runner in second place. What position in the race are you now ? " Second. | |||
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"This should be easy but try and answer in under thirty seconds to test how your brain works. You’re in a running race and you overtake the runner in second place. What position in the race are you now ? " Second place! | |||
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"Another one to do quickly, try and take no more than thirty seconds. In a lake the water lillies are doubling in number every day. If it takes 48 days to cover the whole lake, when will half the lake be covered ?" 47 days | |||
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"Another one to do quickly, try and take no more than thirty seconds. In a lake the water lillies are doubling in number every day. If it takes 48 days to cover the whole lake, when will half the lake be covered ?" 47 | |||
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"Which English word has three consecutive double letters ?" Bookkeeper | |||
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"Which English word has three consecutive double letters ?" MMAARRmite | |||
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"Maths one here .... How much earth would there be in a hole 13 inches down and 8 inches across ??" None | |||
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"Which English word has three consecutive double letters ? MMAARRmite " BLOCKED | |||
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"Maths one here .... How much earth would there be in a hole 13 inches down and 8 inches across ??" None | |||
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"Maths one here .... How much earth would there be in a hole 13 inches down and 8 inches across ?? None" Damn . Too easy | |||
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"Which English word has three consecutive double letters ? MMAARRmite BLOCKED" The buns were so lovely | |||
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"You come to a fork in the road. One road leads to certain death the other to the land of Fab and eternal happiness and endless sex. Two brothers are at the fork, one always lies, the other always tells the truth but you don’t know which is which. You can ask each brother one question. What do you ask ?" If I asked the other brother which way to fab heaven, which way would he answer? | |||
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"You come to a fork in the road. One road leads to certain death the other to the land of Fab and eternal happiness and endless sex. Two brothers are at the fork, one always lies, the other always tells the truth but you don’t know which is which. You can ask each brother one question. What do you ask ? If I asked the other brother which way to fab heaven, which way would he answer?" | |||
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"A man tells a Census taker that he has three children. Their ages multipled together come to 72. Added together the number is the same as his house number. The census taker checks the door number but still can’t guess their ages. The man tells her that his oldest child loves trifle. She immediately writes down the correct ages. How old are the three children? " This has stumped me Tf has trifle got to do with numbers | |||
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"A man tells a Census taker that he has three children. Their ages multipled together come to 72. Added together the number is the same as his house number. The census taker checks the door number but still can’t guess their ages. The man tells her that his oldest child loves trifle. She immediately writes down the correct ages. How old are the three children? " Loving this thread. He has two three year olds and one eight year old. | |||
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"A man tells a Census taker that he has three children. Their ages multipled together come to 72. Added together the number is the same as his house number. The census taker checks the door number but still can’t guess their ages. The man tells her that his oldest child loves trifle. She immediately writes down the correct ages. How old are the three children? This has stumped me Tf has trifle got to do with numbers" Finally! Clue: The type of dessert is irrelevant but it tells you he has an oldest child. | |||
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"A man tells a Census taker that he has three children. Their ages multipled together come to 72. Added together the number is the same as his house number. The census taker checks the door number but still can’t guess their ages. The man tells her that his oldest child loves trifle. She immediately writes down the correct ages. How old are the three children? This has stumped me Tf has trifle got to do with numbers Finally! Clue: The type of dessert is irrelevant but it tells you he has an oldest child. " 1, 3 and 24 | |||
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"A man tells a Census taker that he has three children. Their ages multipled together come to 72. Added together the number is the same as his house number. The census taker checks the door number but still can’t guess their ages. The man tells her that his oldest child loves trifle. She immediately writes down the correct ages. How old are the three children? This has stumped me Tf has trifle got to do with numbers Finally! Clue: The type of dessert is irrelevant but it tells you he has an oldest child. 1, 3 and 24" Or 1, 2 and 36 | |||
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"A man tells a Census taker that he has three children. Their ages multipled together come to 72. Added together the number is the same as his house number. The census taker checks the door number but still can’t guess their ages. The man tells her that his oldest child loves trifle. She immediately writes down the correct ages. How old are the three children? This has stumped me Tf has trifle got to do with numbers Finally! Clue: The type of dessert is irrelevant but it tells you he has an oldest child. 1, 3 and 24 Or 1, 2 and 36" Or 3,3 and 8. Or 2,6 and 6 | |||
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"A man tells a Census taker that he has three children. Their ages multipled together come to 72. Added together the number is the same as his house number. The census taker checks the door number but still can’t guess their ages. The man tells her that his oldest child loves trifle. She immediately writes down the correct ages. How old are the three children? This has stumped me Tf has trifle got to do with numbers Finally! Clue: The type of dessert is irrelevant but it tells you he has an oldest child. 1, 3 and 24 Or 1, 2 and 36 Or 3,3 and 8. Or 2,6 and 6" Your logic is spot on but only one of your answers is correct! | |||
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"Your FabGodmother gives you five bags of gold coins and says you can keep one of them. Four contain real gold coins worth a fortune but one bags has fake gold coins worth nothing. All the coins look identical but the fake coins weigh 1.1 grams each while the real gold coins weigh 1 gram each. You have an exact set of scales but can use it only once. How do you weigh the coins to determine which bags contains the fakes ? " Take 1 coin from bag 1, 2 from bag 2 and so on. Based on how many dg are over will determine which bag has the real coins | |||
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"This should be easy but try and answer in under thirty seconds to test how your brain works. You’re in a running race and you overtake the runner in second place. What position in the race are you now ? " 2nd | |||
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"This should be easy but try and answer in under thirty seconds to test how your brain works. You’re in a running race and you overtake the runner in second place. What position in the race are you now ? 2nd" Yes ! | |||
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