Dreams-Visions
Member
Got mah numbas.
gl gaf
gl gaf
Could this actually manage to hit $1B before the drawing?
Whats the latest you can buy tickets? I'll probably toss a fiver or tenner at it for kicks.
Send me the money and I'll play for you.
no guarantee that I give back all the winnings.
Imagine if nobody hits the powerball on Saturday... $1.5 billion by next Wednesday?
Then some nice little grandma from Florida takes it all again, lol.
Then some nice little grandma from Florida takes it all again, lol.
christ 1 billion???? Fuck. Our work pool lost with 30 tickets. I'm going to go solo with 30 tickets, fuck it.
Uh, no. Your chances of winning will be one thousand times higher. That is not "just as good". It is much better.Don't go crazy buying tickets. Your odds are so low 1 ticket is just as good as 1000.
Don't go crazy buying tickets. Your odds are so low 1 ticket is just as good as 1000.
Uh, no. Your chances of winning will be one thousand times higher. That is not "just as good". It is much better.
True. But comparatively, much better.Slightly higher than 0% is still not good.
Uh, no. Your chances of winning will be one thousand times higher. That is not "just as good". It is much better.
To put it in perspective, we've had people running the powerball simulator for thousands of simulated years of play.
We've had some million dollar wins*, but no jackpots. And this is with BETTER odds than the current powerball.
*to date I believe the money spent to get those wins has outpaced the money won
To put it in perspective, we've had people running the powerball simulator for thousands of simulated years of play.
We've had some million dollar wins*, but no jackpots. And this is with BETTER odds than the current powerball.
*to date I believe the money spent to get those wins has outpaced the money won
When's the last day I can buy tickets?
Until 1 hour before the draw.
I hope a Gaffer is the sole winner and gives us a shout out when they accept the check.
And picks the annuity.
While the first chunk of prize money will be charged the current rate, future tax bills may go up or down (probably up) depending on how lawmakers change the tax code.
The bottom line: To maximize the overall value of your winnings, most financial experts advise taking the lump sum.
Question for GAF:
Consider the following, assuming there were no legal of physical constraints prohibiting the following scenario.
With a $800 million payout, the lump sum payout after taxes is now well north of $300 million.
If you had the opportunity and capacity to spend $292.2 million to purchase one ticket for every possible permutation in the Powerball, guaranteeing a jackpot ticket, would you bet that much money on a potential guaranteed profit, if...
1) No one else has the same plan as you and also spends $292.2 million to guarantee a Powerball win.
2) No other general participant in the lottery gets insanely lucky and happens to hold a winning ticket.
If there is more than one winner to the Powerball, then the gambit is a significant financial failure. If you are the only winner, then the gambit is a colossal success.
Would you take the risk that no one else would have the gravitas to commit $292.2 million (assuming that they see and understand the exact same loss conditions noted above) and that also no other general participant wins the Powerball to secure a $200 million profit (or more)?
Question for GAF:
Consider the following, assuming there were no legal of physical constraints prohibiting the following scenario.
With a $800 million payout, the lump sum payout after taxes is now well north of $300 million.
If you had the opportunity and capacity to spend $292.2 million to purchase one ticket for every possible permutation in the Powerball, guaranteeing a jackpot ticket, would you bet that much money on a potential guaranteed profit, if...
1) No one else has the same plan as you and also spends $292.2 million to guarantee a Powerball win.
2) No other general participant in the lottery gets insanely lucky and happens to hold a winning ticket.
If there is more than one winner to the Powerball, then the gambit is a significant financial failure. If you are the only winner, then the gambit is a colossal success.
Would you take the risk that no one else would have the gravitas to commit $292.2 million (assuming that they see and understand the exact same loss conditions noted above) and that also no other general participant wins the Powerball to secure a $200 million profit (or more)?
potential guaranteed profit
I chipped in 10 dollar with 2 coworkers. If I win I will give every gaffer $100. How much it will cost me?
The odds of any one ticket winning the jackpot is 1 in 292 million, but with the pot now at $800 million, and the cost of each ticket being $2, we can estimate that there are at least 400 million tickets in circulation (and that's assuming the entire ticket price goes into the pot, which most assuredly is not the case). Granted many tickets will have duplicate numbers, since not everyone plays Quick Pick, the likelihood of the game being won at all should be pretty close to 100%. So, if you spend $292 million to guarantee a win, there will almost certainly be another winner or more in the other tickets. It's a risky gamble.Question for GAF:
Consider the following, assuming there were no legal of physical constraints prohibiting the following scenario.
With a $800 million payout, the lump sum payout after taxes is now well north of $300 million.
If you had the opportunity and capacity to spend $292.2 million to purchase one ticket for every possible permutation in the Powerball, guaranteeing a jackpot ticket, would you bet that much money on a potential guaranteed profit, if...
1) No one else has the same plan as you and also spends $292.2 million to guarantee a Powerball win.
2) No other general participant in the lottery gets insanely lucky and happens to hold a winning ticket.
If there is more than one winner to the Powerball, then the gambit is a significant financial failure. If you are the only winner, then the gambit is a colossal success.
Would you take the risk that no one else would have the gravitas to commit $292.2 million (assuming that they see and understand the exact same loss conditions noted above) and that also no other general participant wins the Powerball to secure a $200 million profit (or more)?
The odds of any one ticket winning the jackpot is 1 in 292 million, but with the pot now at $800 million, and the cost of each ticket being $2, we can estimate that there are at least 400 million tickets in circulation (and that's assuming the entire ticket price goes into the pot, which most assuredly is not the case). Granted many tickets will have duplicate numbers, since not everyone plays Quick Pick, the likelihood of the game being won at all should be pretty close to 100%. So, if you spend $292 million to guarantee a win, there will almost certainly be another winner or more in the other tickets. It's a risky gamble.