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美国开出18亿美元彩票大奖!中奖者仅1人,身份未公布,最多可匿名3年!“可选择分30年领取18亿美元或一次性拿走8.3亿”
新浪财经· 2025-12-27 07:44
Core Viewpoint - The recent Powerball jackpot of $1.817 billion is the second highest in U.S. history and the highest for this year, with the winning ticket sold in Arkansas [2][4]. Group 1: Jackpot Details - The winning amount of $1.817 billion is approximately 127.7 billion RMB, with the ticket sold at a gas station in Little Rock, Arkansas [2][4]. - The winner has the option to receive the jackpot in two ways: either as an annuity over 30 years or as a lump sum of $834.9 million (approximately 58.5 billion RMB), both amounts being pre-tax [4]. Group 2: Annuity vs. Lump Sum - If the winner chooses the annuity option, they will receive an initial payment of over $27 million in the first year, increasing by 5% each subsequent year, reaching about $113 million in the 30th year [4]. - The implied discount rate for the annuity option is approximately 2.6%, which is significantly lower than the current yields on U.S. Treasury bonds (over 4% for 10-year bonds and 4.8% for 30-year bonds) [5]. - Choosing the annuity provides a guaranteed income stream for the next 29 years, regardless of future financial decisions [5].
美国开出18亿美元彩票大奖!中奖者仅1人 身份未公布 最多可匿名3年!
Mei Ri Jing Ji Xin Wen· 2025-12-27 06:02
Core Points - The Powerball lottery announced a record jackpot of $1.817 billion, making it the second-highest jackpot in U.S. history and the highest for the year [1][3] - The winning ticket was sold at a gas station in Little Rock, Arkansas, and the winner has not yet been publicly identified [1][3] Prize Distribution Options - The winner can choose to receive the $1.817 billion in 30 annual payments or a lump sum of $834.9 million, both amounts being pre-tax [3] - If the annuity option is selected, the winner will receive an initial payment of over $27 million in the first year, increasing by 5% each subsequent year, reaching approximately $113 million in the 30th year [3] Financial Considerations - The implied discount rate for the annuity option is approximately 2.6%, which is significantly lower than the current yields on U.S. Treasury bonds, with 10-year bonds over 4% and 30-year bonds at 4.8% [3] - Choosing the annuity option provides a guaranteed income stream for the next 29 years, regardless of future financial decisions [3]
美国彩票,一人独中127亿
财联社· 2025-12-26 15:16
Core Viewpoint - The recent Powerball lottery in the U.S. has generated significant attention due to its record-breaking jackpot of $18.17 billion, marking the second-largest prize in U.S. lottery history [3][10]. Group 1: Lottery Mechanics and Prize Structure - The winning ticket for the $18.17 billion jackpot was sold in Arkansas, allowing the winner to choose between a 30-year annuity or a lump sum of $834.9 million, both amounts being pre-tax [3][5]. - The annuity option provides an initial payment of over $27 million in the first year, increasing by 5% annually, culminating in approximately $113 million in the 30th year [5]. - The odds of winning the Powerball jackpot have significantly increased since 2016, with the probability of winning now estimated at 1 in 292 million, compared to 1 in 175 million prior to the changes [9][10]. Group 2: Historical Context and Prize Accumulation - Since 2016, jackpots below $1 billion have become less noteworthy, with the current prize reflecting a trend of escalating jackpot amounts due to increased difficulty in winning [10]. - The prize pool for the recent drawing accumulated over 47 draws, setting a record for the Powerball game, which has contributed to the growing excitement and betting frenzy among players [10]. Group 3: Financial Considerations for Winners - Discussions around the optimal way to claim lottery winnings have emerged, with a present value analysis suggesting that the implied discount rate for the annuity option is around 2.6%, which is lower than current U.S. Treasury yields [11][13]. - The annuity option effectively acts as a long-term income stream, providing a guaranteed annual payment for 30 years, which can be beneficial for financial planning [13][14].