How Smart Are You Really? THE HARDEST PUZZLE IN THE WORLD
You think you're smart?
This has been called the hardest riddle in the world. 99.999% of people can't figure it out. *sob*
Any how - see if you can come up with the right answer. 99.999% of you will be wrong. But the answer will shock you!! !
Mr Pink lives in a blue house three houses down from Mr Blue who lives in a green house. Mr Green lives in a brown house one street over from Mr Red who lives in a black house. Mr Grey lives in a grey house next door to Mr Pink and Mr Yellow who lives in a lime house. Mr Burgandy who looks like Mr Red but isn't related lives in a black house next door to Mr Red and Mr Black who lives in a yellow house next to Mr Brown. Mr Brown's house is also blue. Mr Pink has a red car, Mr Blue has a black car, Mr Green has brown car, Mr Brown has a red car, Mr Grey has a black car, Mr Grey has a pink car, Mr Yellow catches a yellow bus, Mr Burgandy carpools with Mr Grey who drives past Mr Orange on their way to pick up Mr Red. There are only two streets in the town, Red Street and Yellow Street and Red street connects into Yellow street on the left hand side of Red. No two houses of the same colour are next to one another. If there are four houses on both streets and only houses on one side of each street and Mr Pink lives on the end of Red street, then -
ON WHAT STREET DOES MR ORANGE LIVE?
AND HOW MANY HOUSES AWAY FROM MR PINK IS HE?
This will cause most of you to collapse with exhaustion. I will give $100 via paypal to the first person who posts the correct answer and their working out on here.
Joined: 28 Mar 2007
First of all it is never stated if Mr.Orange is at home when they drive by him. Im guessing that Mr.Orange is either somebodys pet, or buried in somebodys back yard and someone killed Mr.Orange because there aren't enough houses unless some people live in the same house. Mr.Burgandy and Mr.Red must also live in a duplex because they live next door and both their houses are black. Either that or there are two Mr.Red's but seeing that there would be nine houses when there are only sussposed to be eight tells me they are in a duplex. Also when Mr.Burgandy is carpooling with Mr.Grey when they are going to go pick up Mr.Red it does not state where they are starting from or if they are picking up Mr.Red from home or not. There are lots of loop holes in this.
Anyways, Mr.Orange lives at Mr.Pink's house on Red Street.
Joined: 28 Apr 2010
Location: London, England
Joined: 19 May 2009
Mr Burgandy who looks like Mr Red but isn't related lives in a black house next door to Mr Red....
No two houses of the same colour are next to one another.
Either you've typed it out wrong or carltcwc is right about them living in a duplex. At any rate there are 10 Misters and only 8 houses, so I'm going to go with the duplex idea.
You've named 7 colors of houses, matching all of the people to house colors except for Mr. Orange. There are 2 blues and 2 blacks mentioned. We've already determined that there is a black duplex, inhabited by Mssrs. Red & Burgundy.
Mr. Pink lives on an end of Red St. Next to him is Mr. Grey, and next is Mr. Yellow. The 3 are in 3 different colored houses. I am interpreting "next door" to mean side by side, therefore on the same street. There is room for one more house on this street.
Mr. Pink lives 3 houses down from Mr. Blue. So far, Mr. Blue could be at the opposite end of the same street with Mr. Pink, or if Mr. Pink is on the "left" end of Red St., Mr. Blue could be 3 houses in on Yellow St.
Mr. Green and Mr. Red live on different streets, and neither of their house colors match Mssrs. Pink, Grey, Yellow, or Blue; so if one of them is on Red St., there is no room there for Mr. Blue. Therefore Mr. Blue is on Yellow St. in the 3rd house up from the intersection (3 away from Mr. Pink, who must be at the intersection end of Red St).
So far we have, starting at the end of Yellow St. away from Red St.: blank, Mr. Blue, blank, blank, Mr. Pink, Mr. Grey, Mr. Yellow, blank.
Mssrs. Red & Burgundy live in a duplex in between Mr. Black and Mr. Brown. There are not 3 consecutive "blanks" left, only 2 in between Mr. Pink & Mr. Blue. Mr. Brown's house is the same color as Mr. Pink's, so he must live in the same house. So far we have, on Yellow St.: blank, Mr. Blue, Mr. Black, Mssrs. Red & Burgundy at the intersection; on Red St., starting at the intersection, Mssrs. Pink & Brown, Mr. Grey, Mr. Yellow, blank.
Mr. Orange is between Mr. Grey and Mssrs. Red/Burgundy ... Mssrs. Red/Burgundy live next door to Mr. Brown, who shares a house with Mr. Pink, who is next door to Mr. Grey.
So Mr. Orange lives with Mssrs. Brown & Pink, in their blue house, on Red St.
Yeah, so I agree with carltcwc. Though actually I think you just made this up, given that
Joined: 11 Jul 2009
Assuming the statement about the duplex is true and that all houses are filled, if Grey and Burgundy drive by Orange on their way to get Red then it is implied that either:
A) Orange is walking by at that time and lives with another random indeterminate person
B) Orange also lives in that building, between the two in some diferent colored section (which would probably relieve the color technicality)
C) Orange is homeless and happens to be in that area
Assuming B to be true as it seems the most likely Orange lives on Yellow Street and is 4(.3 repeating) houses away from pink.
If A were to be true then Orange either lives on Red Street and is from 0 to 2 houses away from Pink or lives on Yellow Street and is from 3 to 6 houses away from pink
If C was true then Orange lives on whichever street he chooses and as such lives any real number less than 6 houses away from pink.
Another option, while a bit contradictory to the way ownership is stated, is that Orange may live with Grey and as such is passed by within the house in the morning when exiting and would explain the two cars at said house, in which case Orange would live on Red Street and be one house away from Pink.
Or another quite obvious thing I'm not sure how I missed, Orange, being the composite of red and yellow, (xrxx xyxx) is in the intersection, if not in the center than slightly closer to yellow as that would put him directly in the middle of both instances of red and yellow in the problem. Which, if he was actually living at a house would put him in Blue's (neutralizing color) house living three houses away from Pink and on Yellow Street.
Yet another option, Yellow, living on Red, when crossing to get to the Yellow bus (I'm assuming called such because it is on Yellow Street) Takes on the Alias of Orange (also fitting with the crossing color boundaries, etc.)
Joined: 28 Mar 2007
Joined: 11 Apr 2010
Location: emerald city
this is horribly written.
Mr Grey lives in a grey house next door to Mr Pink and Mr Yellow who lives in a lime house
= Mr Grey lives next door to Mr Pink and also to Mr Yellow who live in different houses, of which Mr Yellow's is lime? or Mr Grey lives next door to a house in which Mr Pink and Mr Yellow both reside? (or: either is possible?)
Red street connects into Yellow street on the left hand side of Red
unless you have indicated that the streets can or cannot intersect between houses and drawn us a map where L=West and Red street runs east-west or have otherwise oriented us on what the "left hand side" of Red Street means, this is utterly useless information. (also, you could mean Mr Red's house rather than Red Street.
similar there are four houses on both streets
i can assume by this you mean there are four houses on each of the two streets (because there are so many people) but what you have actually said is "the two streets contain, in total, four houses"
i would love to see this puzzle rewritten and punctuated in a way that makes the intention of the statements clear. till then it is making my head spin, not because of the difficulty of the puzzle but because it is written so terribly that i can't be sure what you mean by some of it.
Ancient_Chaos i love your attempts at making sense of this. brilliant.
Now a penguin may look very strange in a living room, but a living room looks very strange to a penguin.
Joined: 14 Aug 2008
Joined: 5 May 2009
I couldn't do it.
I knew the only chance I had of doing this was to draw a street map so that I could keep track of where the houses were and on which streets. But every time I looked back at the screen after drawing another house on my map I would track back to "yellow house" instead of "Mr. Yellow" (or whichever color) and wind up putting the house in the wrong place because of that error. Which I suppose is the whole point of the puzzle. Many people, myself included, will constantly mentally overlap color of name/color of house/color of car/color of street and make transcription errors on their map. I know you said the trick to the puzzle was to ignore the colors and I tried to do that but my brain just wouldn't let me.
I am impressed that many people here managed to sort this out without the transcription errors to their map that I kept making because of that confusion.
I am especially impressed if anybody here managed to solve the puzzle without even drawing a map.
Joined: 19 May 2009
The trick to the puzzle is to ignore the colours.
How ignore the colors, if colors are among the conditions of the puzzle? No two houses of the same color side by side, etc.
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