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-   -   Riddle Me This.... (https://greekchat.com/gcforums/showthread.php?t=36495)

12dn94dst 05-10-2007 12:55 PM

LOL yes, that's right. :D

Infamous12 05-10-2007 12:58 PM

Quote:

Originally Posted by 12dn94dst (Post 1444655)
LOL yes, that's right. :D

Whoo-hoo!! I definitely was looking at my laptop like - "Okay, the number versions are 2 3 4 5..does that have anything to do with it? No. I mean, they're just signs.....symbols....CYMBALS! :D :D "

And I was thinking extremely too hard. I thought it was an expletive, ha.

12dn94dst 05-11-2007 09:38 AM

Decode this well known nursery rhyme:



A small number of child laborers were attempting to traverse a more elevated position in a vain attempt to procure a quarter of a rundlet of a hydrogen and oxygen compound. Half their number experienced an uncontrollable descent that resulted in severe damage to the pate. And soon it came to pass that the rest of the labor force followed suit, but with far less serious consequences.

ladygreek 05-11-2007 09:56 AM

Quote:

Originally Posted by 12dn94dst (Post 1445219)
Decode this well known nursery rhyme:



A small number of child laborers were attempting to traverse a more elevated position in a vain attempt to procure a quarter of a rundlet of a hydrogen and oxygen compound. Half their number experienced an uncontrollable descent that resulted in severe damage to the pate. And soon it came to pass that the rest of the labor force followed suit, but with far less serious consequences.

Jack and Jill went up the hill to fetch a pail of water. Jack fell down and broke his crown and Jill came tumbling after.

12dn94dst 05-11-2007 10:30 AM

***soul claps***

you're so smart, Big Sister! :D

12dn94dst 05-12-2007 01:10 AM

In a country, there exists over 100 streets. Street 1 is named First Street, street 2 is named Second Street, and so on and so forth.

A traveller decides to walk through all these streets in the country. He could find all the streets except Street 62. No matter how hard he tried, he could not find it.

He later found that the locals had given the street another name.

What is the name?

Drolefille 05-12-2007 01:50 AM

I'm stumped!

ladygreek 05-12-2007 02:33 AM

Quote:

Originally Posted by 12dn94dst (Post 1445881)
In a country, there exists over 100 streets. Street 1 is named First Street, street 2 is named Second Street, and so on and so forth.

A traveller decides to walk through all these streets in the country. He could find all the streets except Street 62. No matter how hard he tried, he could not find it.

He later found that the locals had given the street another name.

What is the name?

Hour Street?

Drolefille 05-12-2007 03:22 AM

Quote:

Originally Posted by ladygreek (Post 1445939)
Hour Street?

Minute Street!

You gave me the clue :D

ladygreek 05-12-2007 04:31 AM

Quote:

Originally Posted by Drolefille (Post 1445958)
Minute Street!

You gave me the clue :D

Dang you are right 60 seconds equals a minute, not an hour -- duh me !!!!

12dn94dst 05-12-2007 08:48 AM

Quote:

Originally Posted by Drolefille (Post 1445905)
I'm stumped!

:eek::eek::eek::eek::eek:

12dn94dst 05-12-2007 08:50 AM

Quote:

Originally Posted by Drolefille (Post 1445958)
Minute Street!

You gave me the clue :D

Quote:

Originally Posted by ladygreek (Post 1445973)
Dang you are right 60 seconds equals a minute, not an hour -- duh me !!!!

brava, ladies, brava!

Drolefille 05-12-2007 11:05 AM

Quote:

Originally Posted by 12dn94dst (Post 1446001)
:eek::eek::eek::eek::eek:

Don't look at me like that :p

It's funny usually I miss when you're on so I don't catch the riddles!

12dn94dst 05-12-2007 12:44 PM

Twice the number of people eating equals half of the people who are laughing; if twenty people are thinking, and all of the people thinking are also all of the people laughing... and a quarter of the people laughing are also yawning, then how many people are yawning? How many people are eating?

ladygreek 05-12-2007 01:46 PM

Quote:

Originally Posted by 12dn94dst (Post 1446072)
Twice the number of people eating equals half of the people who are laughing; if twenty people are thinking, and all of the people thinking are also all of the people laughing... and a quarter of the people laughing are also yawning, then how many people are yawning? How many people are eating?

5,5


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