Really tough challenge for 3x3x3

I've tried solving <r,u> before, which seems to be as hard as this (maybe even harder). I can't think of any way to do <r,u,f> other than to solve the whole thing with a commutator and huge amounts of setup moves (which I don't care to do XD)

Here's a 3-cycle of corner-edge pairs:r u r' u' r' f r2 u' r' u' r u r' f' u.
 
Sorry, but seriously, READ THE THREAD! Something like five other people have made the EXACT same mistake already, and people have told them exactly what they are doing wrong.

Besides - if Arnaud (someone who is clearly very experienced cubing-wise, given his FMC skillz and number of posts) thinks this challenge is "really tough", you're not going to be solving it in under 30 seconds within a few tries, no matter who you are. That alone should tell you you're not doing it right.
 
Sorry, but seriously, READ THE THREAD! Something like five other people have made the EXACT same mistake already, and people have told them exactly what they are doing wrong.

Besides - if Arnaud (someone who is clearly very experienced cubing-wise, given his FMC skillz and number of posts) thinks this challenge is "really tough", you're not going to be solving it in under 30 seconds within a few tries, no matter who you are. That alone should tell you you're not doing it right.

For the last part I was think "wtf how couldn't he do this"

Sorry about not reading through all the mistakes >.<
 
I can solve the corners. Does that count?
It counts as 8 out of 26 pieces solved to me. Keep going Stefan, you will get it

I will also change the start post because the amount of confusion about such a simple assignment is astounding. I would think that people that are going to try a "really tough" challenge would at least know about notation.

qqref (Michael) is almost right about the way I solved this:
long-repetitive cycles (not commutators) and setup-moves

I will look into ksolve tonight at home
 
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