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For The Tryhards: 1 Million Wins, How Long Would It Take?

AGFire2013

District 13
Joined
Dec 8, 2013
Messages
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

"let me at 'em, son."
 

zoplik90

Career
Joined
May 8, 2014
Messages
504
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These calculations are so wrong LOL. These tryhards will have it by 2 weeks tops.
Let's see, it's April 11th or April 12th for some. The leaderboards reset April 1st so it has been 12 days. That means that the top people have 2 days to get 999,750 wins. Easy!
 

Electrix

Peacekeeper
Joined
Aug 31, 2014
Messages
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This proves that having good stats isn't worth it xD

Also, at this rate, how would you get married, much less even FIND a girl that likes you? I think you would get arrested for child neglect as well but they will learn and continue your legacy
 

Zeff

Survivor
Joined
Nov 24, 2013
Messages
220
Reaction score
186
Wow this is really interesting. xD

Now how long would it take if you were hacking? Like LeafyGreenTea level reach.
 

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