mattblog
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Rich Versus Robbers, there are a lot of games like this on the forums, but im going to put a different spin on it.
Okay, first of we start at zero, the rich will add $5000 every post and the robbers will take away $5000 every post. The first one to get to 1 million wins, this requires 200 people if there were no oposing people on the other side.
The Teams
Rich - Last Letter of your Username is a,c,e,g,i,k,m,o,q,s,u,w,y,1,3,5,7,9
Robbers - Last Letter of Your Username is b,d,f,h,j,l,n,p,r,t,v,x,z,0,2,4,6,8
Symbols i cant average out so choose the side you want.
Now unlike ordinary games of this type, this one has a trick. Every $40,000 dollars a big bonus payout will come in and the team with the $40,000 range will be added by $10,000.
For example.
Start with 0
Hero 1 comes in, post, $5,000
Villian 1 comes in and posts 0 again
8 People come in as hereos and post $5,000 dollars each. But because they reach $40,000 the last person to post to get to that $40,000 will have to post a plus sign and add $10,000.This is how it would look
Okay i hope i explained it enough, Ill start it off at 0
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*******************0*****************
Okay, first of we start at zero, the rich will add $5000 every post and the robbers will take away $5000 every post. The first one to get to 1 million wins, this requires 200 people if there were no oposing people on the other side.
The Teams
Rich - Last Letter of your Username is a,c,e,g,i,k,m,o,q,s,u,w,y,1,3,5,7,9
Robbers - Last Letter of Your Username is b,d,f,h,j,l,n,p,r,t,v,x,z,0,2,4,6,8
Symbols i cant average out so choose the side you want.
Now unlike ordinary games of this type, this one has a trick. Every $40,000 dollars a big bonus payout will come in and the team with the $40,000 range will be added by $10,000.
For example.
Start with 0
Hero 1 comes in, post, $5,000
Villian 1 comes in and posts 0 again
8 People come in as hereos and post $5,000 dollars each. But because they reach $40,000 the last person to post to get to that $40,000 will have to post a plus sign and add $10,000.This is how it would look
Hero:
$5000
Hero:
$10,000
Hero:
$15,000
Hero:
$20,000
Hero:
$25,000
Hero:
$30,000
Hero:
$35,000
Hero:
$40,000 + $10,000 (BONUS) = $50,000
$5000
Hero:
$10,000
Hero:
$15,000
Hero:
$20,000
Hero:
$25,000
Hero:
$30,000
Hero:
$35,000
Hero:
$40,000 + $10,000 (BONUS) = $50,000
This can also include the negative version (if the villians were winning) and mulitiples. So $40,000,$80,000 and more. as well as when the negative version it would go (-$40,000) + (-$10,000) = -$50,000. It sounds complex but it is really easy once you get the hang of it.
Okay i hope i explained it enough, Ill start it off at 0
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Last edited:
(Though what happens if the last character is a number?)
