ONE ONE WAS A RACEHORSE
... and so on ... dot com






One One was a racehorse Two Two was one too One One won a race Two Two won one too






... 63 characters ...
The domain name
http://www.
OneOnewasaracehorseTwoTwowasonetooOneOnewonaraceTwoTwowononetoo .com
is 63 characters long excluding the .com and the http://www.
This is the maximum legal length for non nested domain names.
And there are no hypens and no numbers  or are there?
There is also the horse ONETWO of course.
So we have
One One was a racehorse Two Two was one too One One won a race Two Two won one too
and
One One was a racehorse One Two was one too One One won a race One Two won one too






... Riddle 1 ...
A king had two sons. He needed to decide which son would be his heir and become the next king.
He decided on a horse race challenge.
He said "Whoever's horse crosses the finish line last gets my kingdom."
For the race they both started out very slow until they eventually came across a man at the side of the road.
He asked them why they were riding so slow.
They told him their story and the man gave them two words of advice.
After hearing these words they took off as fast as they could.
What were the two words of advice?
The Answer is : Switch Horses
(The king had emphasised the order of the horses and their owners.
So by being on the other persons horse they would want to cross the winning line first.
If one son rides and wins on his brother's horse, then this means that his own horse will be the slowest.)






... Riddle 2 ...
Let’s say that you have 25 horses, and you want to pick the fastest 3 horses out of those 25.
In each race, only 5 horses can run at the same time because there are only 5 tracks.
What is the minimum number of races required to find the 3 fastest horses without using a stopwatch?
Solution :
Let the horses be numbered as H1, H2,..., H24, H25.
Race 1: H1, H2, H3, H4, H5 (let's say that H1 comes first in the race then H2 then H3 then H4 and then H5 and similarly happens for the next races...)
Race 2: H6, H7, H8, H9, H10 Race 3: H11, H12, H13, H14, H15
Race 4: H16, H17, H18, H19, H20 Race 5: H21, H22, H23, H24, H25
Race 6: H1, H6, H11, H16, H21 (the winners of the fisrst five races)
But H16 came 4th so we can eliminate horses (H17, H18, H19, H20) as top three contenders.
Similarly we can eliminate horses (H22, H23, H24, H25) and horses (H12, H13, H14, H15) and
horses (H8, H9, H10) but not H7.
We know already that H1 is the fastest horse of all.
Thus Race 7 is : H2, H3, H6, H7, H11 to determine the overall 2nd and 3rd fastest horses.
Let's say H2 and H3 comes at first and second position respectively.
So, finally we have top 3 fastest horses in just 7 races H1, H2, H3
Answer : 7 races.






