Joined: Apr '11
Location: Romania
Age: 58 (M)
Posts: 2432
In the first day of PokerStars' Golden Sit & Go promotion more than $80,000 was awarded. Part of the site's 100 Billionth Hand celebrations, the bonus games will be sharing out $1,000,000 in prizes until June 23. Operating across every Sit & Go tournament on the site, players only find out if they're in a golden game once registration has closed. In total there are three different bonus games on offer: Double prizepool and two buy-ins per player. Quadruple prizepool and four buy-ins per player. Ten times prizepool and ten buy-ins per player
Joined: Mar '11
Location: Croatia
Age: 43 (M)
Posts: 1738
Has any mobster won one of these lotteries ? I can say that this honestly didn't caught my eye since it is very hard to hit one for sure. Has anyone started playing more SnGs coz of this and if so how's ur bankroll doing ?
sounds like pretty interesting promotion out there and the fact that you don't know if your in a golden game before the registration close is very smart from pokerrstar and very exciting for multiple games player. Were you in one of those games? And I also wounder if any mobster took advantage of it from now... would be nice to get some news about it on the forum
Joined: Feb '11
Location: Romania
Age: 34 (M)
Posts: 478
no mobster won any gold lottery ,there are ~500-600 golden s&g in a sesion and they chose (random selected my ass ) few of them ,maybe 3 or 4 s&g are chosed. My advice is to play for the s&g not for golden ''promotion''
Joined: Sep '12
Location: Romania
Age: 33 (M)
Posts: 1052
Posted by Macubaas: Pretty interesting promotion and also smart for pokerstars, i mean many players will register with this thought in mind
I saw one of our mobsters already took advantage of this promotion btw
Yeah mate they do a lot of promotion and they win a lot of money during a promotion because a lot of players play as much hands and generate a lot of rake and pokerstars win many i think they win minimum 1 million daily
) few of them ,maybe 3 or 4 s&g are chosed.
