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Hi. If all the outstanding contestants at IMO from past to present would compete in a harder than IMO competition , who would be the ultimate winner? Give your comments. THANKS
Started by on , 20 posts by 16 people.  
Yes, but David Kunszenti - Kovacs participated only in one olympiad (IMO 198....
Times the IMO !!! (1st place with Olivier Benoist at the Concours General 2003) This norvegian know, Olivier (26 p) beats David K - K (23 p) at the IMO.
My name is Aldo Pacchiano, I will be part of Mexico's IMO team 2008. We have thought and decided to challenge any other team going to IMO 2008 to an Age of Empires II the Conquerors Expansion battle (3 vs 3 or 4vs4) (if there are computers in the IMO ...
Started by on , 20 posts by 9 people.  
Bye hey, m ....
We played but we could choose 2.
Manuel, what has happened of duty if i come to the IMO i would also play age of empires II - the conquerors expansion.
A local joke between conejita and us) Conejita went to IMO 2007 Vietnam.
Hi, I am Dimitar from Bulgaria,and I've been on two IMOs and most surely I will go next year too. Is anybody else sure to go next year? I know its still too early but there may be few like me . I ' d like to contact with them
Started by on , 20 posts by 15 people.  
As Peter said there are many MathLinkers returning next year to the IMO, and (probably) many new ones coming for their first ....
Me, if nothing likely be there too.
Hey, there are lots of guys here who will participate at IMO 2006...
Ask your Facebook Friends
I have just learnt that IMO'2012 will take place in Argentina.
Started by on , 7 posts by 7 people.  
There too! like last time! where we can find IMO ShORTLIST 2011? It would be public after IMO 2012..
Hi,i have a question When we have the IMO 2011 official solution?
Started by on , 9 posts by 7 people.  
The official solutions for the six official solution (may be from Mathlinks... .
This has nothing to do with the Shortlist.
Hello, Is it allowd to use any theorem in IMO's competition ?
Started by on , 9 posts by 5 people.  
What I was told by someone who was at IMO last year: "You can use the problem completely." It is a bad idea to have such a problem in the IMO to begin with Valentin completely." It is a bad idea to have ....
The ones mentioned you can use.
Let be a positive integer and let be distinct integers in the set such that divides for . Prove that does not divide Proposed by Ross Atkins, Australia
Started by on , 20 posts by 15 people.  
_Solutions.
1,2,3 at IMO'2009 have been posted at http://www.artofproblemsolving.com/Wiki ...
Find all functions such that is perfect square for all Proposed by Gabriel Carroll, USA
Started by on , 20 posts by 12 people.  
But what instead, but your mathematical logic....
Also, an IMO 3 is not that easy.
Also, an IMO 3 is not that easy.
Instead, but your mathematical logic is faulty.
Each of the six boxes , , , , , initially contains one coin. The following operations are allowed Type 1) Choose a non-empty box , , remove one coin from and add two coins to ; Type 2) Choose a non-empty box , , remove one coin from and swap the contents...
Started by on , 18 posts by 10 people.  
Type 3) Type 4) Let , Let , (....
Means (i) boxes contains coins before apply operations (ii) apply operation Type ) times at non-empty box and apply operation Type ) times at non-empty box to boxes (iii) after apply above operations boxes contains coins .
Hi, just for sake of curiosity: does somebody know who are the favorites to win? I heard that Renan Henrique Finder (BRA2) is sure to get the first place and become mr. IMO, but I dont know anything about the favorite girls...
Started by on , 5 posts by 4 people.  
Pictures? And the winners are: MISS IMO: Carmela Acevedo (VEN1) MISTER IMO: Renan Finder....
Though i voted for RUS5..
That's true...
IMO, but I dont know anything about the favorite girls...
Is sure to get the first place and become mr .
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