Originally Posted by adam
They share the same birthday - not the same birth year.
They were born on the same day but not in the same year.
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I guess I'm not telling these right cause there are too many holes. They have the exact same birthday, both day and year. Sifaga got it right, they are triples, or quadruplets, etc...
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Here's one that made me think...
What comes in the next row?
1
11
21
1211
111221
312211
13112221 -
Originally Posted by tgpo
It was late...
There is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
Originally Posted by SLK001There is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
Originally Posted by jeex
"Can <enter name of any supreme deity> create a rock so heavy that he/she themselves cannot lift it?"There is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
Originally Posted by DevanshuThere is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
"Simple...?"
Riddle: What goes up a chimney down, but won't go down a chimney up?There is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
Originally Posted by daamon
Or...if jeex was referring to Christ - no, 'cause microwaves didn't exist in biblical times
However, Jesus could be any person with that name...such as Jesús Salvador Treviño (a director of the show, NYPD Blue) or Jesus Osorio (Artist for the movie, Titanic), etc...and the answer would be yes to any of them, including Christ, because they were/are all human. -
Originally Posted by Sifaga
Nothing is more powerful than God
Nothing is more evil than the Devil
Rich people want Nothing
Poor People have Nothing
If you eat Nothing -- you will die !!
Riddle me this: A snail is at the bottom of a 15 meter tree. He tries to reach the top. Each day, he manages to climb 4 meters, but during night, while he sleeps, he slips back 3 meters. How many days will he need to reach the top?[[/b] -
Originally Posted by Ripper2860
"Marbles in a bath"
How many 1 cm diameter marbles can you put into an empty 1 cubic metre bath?There is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
The story was told a little different than I have heard it...I heard a hole instead of a tree and the question is how long will it take him to climb out. I am assuming it is looking for the same answer but you can never actually get on "top" of a tree, getting to the top is 15m in this case.
Which most people reply 12 but alas they forget that on the 12th day the snail only reaches 15 m, to get out of the hole it would take him 13 days.
So as the question is stated, he would reach 15m in 12 days. -
Originally Posted by tgpo
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I'd put a umbrella in Mary Poppin's "chimney" alright....
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Originally Posted by tgpo
@northcat_8 As she was then, or as she is now...?There is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
You have 5 squares, make 4 squares. You can only move 2 sticks, no loose ends inside or outside the squares, you must use all the sticks, no rectangles and no crossing them.
Not sure if anyone answered the 3 guys go to a hotel riddle at the beggining of this thread but they paid $27 dollars for the room minus the two dollars tip for the bell hop eqauls 25 plus the 3 dollars they got back is 28 plus the 2 dollars they gave bell hop is $30
My father told me that when I was about 8. -
There's 5 squares by sharing match-sticks between squares. Counting all the match-sticks gives 16. From there, just a case of four separate squares, each of four match-sticks:
There is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
"Fairground Worker"
The main merry-go-round at a fairground needs a fresh lick of paint on the decking that people walk on. This decking is effectively a larger circle with a smaller concentric circle cut out (see diagram).
A fairground worker is given a ball of string and told that by using the string as in the diagram - a straight line from one edge of the circle, just touching the edge of the "hole" and over to the other side - he can figure out how much paint is needed to repaint the decking for the merry-go-round.
How is this done?
There is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
Ummmmm, you can only move 2 sticks. Says that. I other words you can only move two from there current positions and you have to use them and there has to be no loose ends and they have to be squares.
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Oh yeah... The excitement of thinking I'd got it got the better of me! Back to the drawing board...
There is some corner of a foreign field that is forever England: Telstra Stadium, Sydney, 22/11/2003.
Carpe diem.
If you're not living on the edge, you're taking up too much room. -
I don't think that would qualify as loose ends inside? -
Guess it is four squares, but thats not it. Four seperate squares,sorry I should have benn a little clearer on that. This is great bar gag....I've seen drunks look at it for hours. Wait til you see the solution. Has to be four squares no other shapes.
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Daamon almost had it, he just had to connect them correctly.
I have another one but can't make a visual aid and might be tough to explain. Place your hands toghether like your clapping with your thumbs sticking up. Put a pencil between the crooks of your thumbs, clamp the pencil with both thumbs. Now you have to manipulate the pencil so that both your hands are flat with you thumbs underneath and the pencil is still in the crook of your thumbs. In other words if the pencil was a pull-up bar for exercising you would start by hanging from your thumbs which would be on top of the bar, you would end as if you were hanging from it regularly with your fingers on top and your thumbs wrapping around the bottom.
At no time can the pencil leave the crooks of your thumbs, it would be really hard to show you exactly without making a vid.
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