Count Dooku and Exar Kun vs. LotF Luke

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XSUPREMEXSKILLZ
Who wins?

Sabers, force, all out

Nephthys
Luke would have trouble here.

carthage
Good match but Luke might still take it.

Q99
Hard, but winnable for Luke. Hardest in sabers.

Q99
Btw, sabers is easily the scenario where they have the best shot. It's where Luke's force advantage matters the least and their numbers matters the most. I think they quite possibly have the advantage- possibly with a casualty along the way.

NewGuy01
Nah, if one of them dies the other won't win on his own.

Anyway, if Luke is serious, he can win this. Add a third player of this caliber and he's absolutely done, though.

Astor Ebligis
Exar Kun alone would beat him imo. Luke at his very best has some extremely godly feats but they aren't a consistent representation of how he performs.

Nephthys
:I

Yeah, Exar Kun isn't beating Luke in his prime by himself.

NTJack0
Originally posted by Astor Ebligis
Exar Kun alone would beat him imo. You wut mate.

Sinious
Originally posted by Astor Ebligis
Luke at his very best has some extremely godly feats but they aren't a consistent representation of how he performs.

This is actually true.



Not enough to assume Exar Kun could defeat him though. Luke has defeated much more powerful opponents.

truejedi
Originally posted by Astor Ebligis
Exar Kun alone would beat him imo. Luke at his very best has some extremely godly feats but they aren't a consistent representation of how he performs.

Any character with a decent amount written about them has inconsistencies in their performances. Think about Grievous, or Kenobi, or Maul: Can anyone really say they know how good those 3 are? Seems to depend on the day. You don't throw out the high potential, because they have moments where they are surprised, or pushed, or even temporarily overwhelmed: It would make a piss poor piece of literature if Luke was it "Couldn't be moved by the star at the center of the galaxy" and "Frying 8 combatants with force lightning" and "Jacen couldn't move a muscle" peak every moment. The books are already 300 pages for $30.00, in that scenario they would be about 15 pages long.

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