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TruckOSaurus said:
theprof00 said:
I'm going to let you guys in on one of the new additions I'm making for this game.

Each night 3 random people will be marked as dragonballs. Each night, players will make one guess as to who has them. If you guess correctly, you will receive a dragonball in a message from me. Each consecutive night afterwards, there will be a new random 3 dragonball holders, as well as people who've received dragonballs already. If you find either one, you get their dragonballs. 

When you get 7 you can use your wish.
ie:
Vegeta, Nappa, and krillin are db holders on the first night.
goku and bulma correctly identify them and each get one dragonball.
the next night, a new random three characters, piccolo, chi-chi, and mr.popo will be the holders as well as goku and bulma.

If any characters guess any of those characters, they will receive all the dragonballs those players hold, so if bulma correctly guesses one of the random three, or picks goku, she will have 2 dragonballs, and if say chaotzu picks bulma, he will receive both her dragonballs.

Sounds like a cool idea but I'm not sure anyone will be able to get to 7 balls before the game ends.

I agree with TOS. 

Also: chaotzu would receive BOTH her dragonballs?  Including the one she is just getting that night?  What if she had guessed Chaotzu?  Who would end up with her dragon ball then?  Chaotzu steals it from her and she steals it back from Chaotzu endlessly... I'd think it would be more sensible that the ones you are getting that night are unstealable. 

But what if more than one person tries to steal a dragonball?  Does it "duplicate" so they both get it?  I'd guess this happens with guessing the random holders, but it's a little weirder when it's an "actual" ball, but that's still what makes the most sense IMO. 

Don't get me wrong, I like the idea ... I just think it needs to be well defined. 



Tag (courtesy of fkusumot): "Please feel free -- nay, I encourage you -- to offer rebuttal."
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My advice to fanboys: Brag about stuff that's true, not about stuff that's false. Predict stuff that's likely, not stuff that's unlikely. You will be happier, and we will be happier.

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