Who is the best Greco-Roman wrestler ever?

Who is the best Greco-Roman wrestler ever?

Aleksandr Karelin
Aleksandr Karelin, Karelin also spelled Kareline, (born September 19, 1967, Novosibirsk, Siberia, Russia, U.S.S.R.) , Russian Greco-Roman wrestler revered for his extraordinary strength and unprecedented success in international competition. Karelin is widely considered the greatest Greco-Roman wrestler of all time.

Who is the best Greco wrestler of all time?

How tall is Alexander Karelin?

6′ 3″Aleksandr Karelin / Height

Who is the best Greco Roman wrestler of all time?

Who is the greatest Greco-Roman wrestler ever?

It is about a wrestling great, a miraculous individual who goes by the name of Aleksandr Karelin and is considered the greatest Greco-Roman wrestler the world has ever known. On a freezing September day in 1967, there came into the world a massive 15 lb. baby who was named Aleksandr Aleksandrovich Karelin by his parents.

Was Alexander Karelin the strongest wrestler in the world?

Aleksandr Karelin was the smartest, the strongest, and the toughest wrestler in the world. Some wrestling moves are hard to execute in the super heavyweight division, as the Reverse Body Lift. It requires tremendous power, and just a few had the strength to execute it. For Alexander Karelin, it was a piece of cake and it became his signature move.

Who was the first super heavyweight wrestler to use the rear leg move?

Although other wrestlers had also used this move to great success in the past, Aleksandr Karelin was the first to do so in the super heavyweight category. Coming back to his wrestling career, Aleksandr Karelin went on to win 12 European Championship gold medals and 9 World Championship gold medals.

What is Roman Karelin’s wrestling record?

Karelin won gold medals at the 1988, 1992 and 1996 Olympic Games under a different flag each time (Soviet Union, Unified Team and Russia respectively), and a silver medal at the 2000 Olympic Games. His wrestling record is 887 wins and two losses, both by a single point.