I stumbled across a seemingly paradoxical joke online that read:
"when your opponent doesn't show up to the laziness contest"
The joke is that you have already lost the contest by showing up to it and that your opponent (who has not participated) is the winner. I should note that the opponent has not shown up purely because they are lazy, not because of any other unforeseen circumstance.
I find it paradoxical because one can not win a contest if they are not participating in it.
Is this a paradox? If so, just as the Barber paradox illustrates Russel's paradox, I'm wondering if this joke can be matched to some mathematical paradox.
Edit: now that this question has been answered, I'd like to know for future reference why questions like these are so contraversial. At the time of writing, there are 4 close votes and a battle of up and down votes. This is more of a meta question, but a comment answer here would be fine!
I assume that the following is a rephrasing of the story.
Then 1), 2), 3) and 4) are contradictory.
It reminds me of a famous joke: all integers are interesting! Indeed, assume that the set of uninteresting integers is nonempty. Then there is an integer that is smallest among the uninteresting ones. This is interesting!