In pushing each other, Hanyu and Chen have redefined the meaning of figure skating greatness

In pushing each other, Hanyu and Chen have redefined the meaning of figure skating greatness

The figure skating rivalry between Nathan Chen of the United States and Yuzuru Hanyu of Japan is enduring, but sporadic. Compelling, but infrequent.

Hanyu is the two-time reigning Olympic gold medalist. Chen has won the last three world titles. But they have met in the same individual competition just nine times over six seasons.

And that only makes the rivalry more compelling. Absence makes the heat grow stronger.

Never will it be more intense than next Monday, when Hanyu and Chen begin skating for the men’s singles title at the 2022 Winter Olympics.

What happens next week can only embellish Hanyu’s legacy. By becoming in 2018 the first man to win consecutive Olympic gold medals in singles since Dick Button of the United States in 1952, Hanyu already became a permanent member of a pantheon open to few.

Chen, yet to win an individual Olympic medal, is seeking a career-defining singles gold. Even if he gets it, Chen understands his rival’s place in the sport’s history will remain distinct.

“He is in a completely different status than I am as a skater,” Chen told me before this season began. “I will always respect that.”

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Jumping wizards make possibilities seem endless

Jumping wizards make possibilities seem endless

After winning the Grand Prix Final for the fourth straight year, Yuzuru Hanyu of Japan was playing around during practice for the event's exhibition gala.

To a men's figure skater in 2016, this is what "playing around" means: He tried a quadruple salchow, followed by a half loop, followed by...another quad salchow.

Yes, he fell on the second salchow, but still: a quad-quad combination?

"He gets pretty excited/competitive on those practices," said Hanyu's coach, Brian Orser, in a text message. "I saw a quad axel once on one of those practices!"

Maybe the exclamation point is no longer even necessary in an era when the quad jumping progression has gone from arithmetic to exponential.

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