Riddles thread

Hey everyone,

Wow I just realized how poorly I worded my riddle. I found the original text, in the same form that I first saw it.

My previous company employed 60 people and the employees all worked at the corporate headquarters in the same 4000-square foot office in Bloomington, Minnesota which is a suburb of Minneapolis. We all lived in different directions, north, northwest, south, southeast, from work, with none of more than say, 20 miles away. There was no group of homes congregated in any one area, and there were no physical obstructions to anyone's commute to work like a lake, or an ocean or mountains or any of that stuff.

My company's president and owner decided it made sense, economic sense I guess, to relocate all 60 employees to another single new corporate headquarters location. And in doing so, he didn't take into account how a physical move of this nature might affect the distance traveled to work, or the commute time of the employees.

In making this move, the company president found that new headquarters was closer to his home. And it worked out great for him because he also got a brand new fancy office, with more room. But when the move to the new location was finally completed, each and every one of us employees was also now closer to home, than we had been before the move.

How could this be? We all still worked in the same office together. Just like before.
 
Hey everyone,

Wow I just realized how poorly I worded my riddle. I found the original text, in the same form that I first saw it.

My previous company employed 60 people and the employees all worked at the corporate headquarters in the same 4000-square foot office in Bloomington, Minnesota which is a suburb of Minneapolis. We all lived in different directions, north, northwest, south, southeast, from work, with none of more than say, 20 miles away. There was no group of homes congregated in any one area, and there were no physical obstructions to anyone's commute to work like a lake, or an ocean or mountains or any of that stuff.

My company's president and owner decided it made sense, economic sense I guess, to relocate all 60 employees to another single new corporate headquarters location. And in doing so, he didn't take into account how a physical move of this nature might affect the distance traveled to work, or the commute time of the employees.

In making this move, the company president found that new headquarters was closer to his home. And it worked out great for him because he also got a brand new fancy office, with more room. But when the move to the new location was finally completed, each and every one of us employees was also now closer to home, than we had been before the move.

How could this be? We all still worked in the same office together. Just like before.

Spoiler: The office was made larger in all directions.
 
Hey everyone,

Wow I just realized how poorly I worded my riddle. I found the original text, in the same form that I first saw it.

My previous company employed 60 people and the employees all worked at the corporate headquarters in the same 4000-square foot office in Bloomington, Minnesota which is a suburb of Minneapolis. We all lived in different directions, north, northwest, south, southeast, from work, with none of more than say, 20 miles away. There was no group of homes congregated in any one area, and there were no physical obstructions to anyone's commute to work like a lake, or an ocean or mountains or any of that stuff.

My company's president and owner decided it made sense, economic sense I guess, to relocate all 60 employees to another single new corporate headquarters location. And in doing so, he didn't take into account how a physical move of this nature might affect the distance traveled to work, or the commute time of the employees.

In making this move, the company president found that new headquarters was closer to his home. And it worked out great for him because he also got a brand new fancy office, with more room. But when the move to the new location was finally completed, each and every one of us employees was also now closer to home, than we had been before the move.

How could this be? We all still worked in the same office together. Just like before.

They all just moved downstairs in the same building.
 
This is a pretty simple one.

What can go up a chimney down, but not down a chimney up?

I don't know if it's been said, I haven't read the entire thread.
 
Hey everyone,

Wow I just realized how poorly I worded my riddle. I found the original text, in the same form that I first saw it.

Riddle text...

They all just moved downstairs in the same building.

Ding ding ding! :)

Chris
Actually, I should have extended my answer...
They moved their offices closer to the ground floor. If they worked below ground level, they moved upward at least one floor; if they worked above ground, they moved at least one floor downward.

Chris -- now that I have your attention, can you change case 1b on page http://www.speedcubing.com/chris/3-orientations.html so it ends with (L F L') rather than (L' F L')?
(msg me back at speedsolving if you wish.)
 
Last edited:
Riddles are often better read out, so as not to underline a key term, but here's mine. It might have been said, but probably not.

2 mothers and 2 daughters went fishing and they each caught 1 fish.
They took the fish home in a bucket, and when they got home, and were about to cook them, there was only 3 fish. How come?
 
Riddles are often better read out, so as not to underline a key term, but here's mine. It might have been said, but probably not.

2 mothers and 2 daughters went fishing and they each caught 1 fish.
They took the fish home in a bucket, and when they got home, and were about to cook them, there was only 3 fish. How come?
One of the mothers was actually a grandmother, so one grandmother, her daughter, and her daughter. Hence, two mothers and two daughters
 
What can go up a chimney down, but not down a chimney up?

An umbrella

Correct!

Here's another:

A woman immigrates to the United States from France. Although she lives in New York for many years, she never learns to speak English or hold down a job. Nonetheless, she becomes one of America's most famous residents.

Where in New York does this woman live and who is she?
 
What can go up a chimney down, but not down a chimney up?

An umbrella

Correct!

Here's another:

A woman immigrates to the United States from France. Although she lives in New York for many years, she never learns to speak English or hold down a job. Nonetheless, she becomes one of America's most famous residents.

Where in New York does this woman live and who is she?

Liberty Island, Statue of Liberty

Since riddles suck, I'm gonna post a brainteaser or two....

You have two eggs which both are equally durable. However, you don't know exactly HOW durable. There is some unknown point between 0 and 100cm at or beyond which they will break when dropped. If they are dropped from a point below that point, no damage will be done. What is the fewest drop tests needed to guarantee knowing the maximum safe drop height, and what is the method to testing it?
 
Last edited:
Since riddles suck, I'm gonna post a brainteaser or two....

You have two eggs which both are equally durable. However, you don't know exactly HOW durable. There is some unknown point between 0 and 100cm at or beyond which they will break when dropped. If they are dropped from a point below that point, no damage will be done. What is the fewest drop tests needed to guarantee knowing the maximum safe drop height, and what is the method to testing it?

Perhaps I will be showing my ignorance here, but I would say not a single drop test is needed. You can crush the egg using something that measures how much force is being applied, and figure out which height is necessary to drop the egg from to achieve the same amount of kinetic energy as the crush energy. I know that impulse must play a part of an egg hitting the ground too, so this might not be a super accurate method, but it seems it would at least give you an estimate to start off with.

Chris
 
Assuming that you can't use Chris's method because of a lack of technology or whatever, you start off dropping the first egg at 10cm. If it breaks, you drop the second one at 1 cm, 2cm, and so on until it breaks. If the first one didn't break, you drop it again at 20cm. If that breaks, you drop the second one at 11, 12, 13.... If it doesn't break, you drop it at 30, and the next time it would be 40, and so on.
 
Back
Top