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Trump Accounts create a 'legal backdoor' for Roth IRA wealth, tax attorney says
Families have signed up nearly 6 million children for Trump Accounts, set to launch next month. For some, claiming the initial grants — worth up to $1,000 — is the draw. But even kids who aren't eligible for the "free money" can leverage the accounts with a strategy typically used by older investors to kickstart future tax-free growth.
Trump had no plan B for Iran. It shows | Kenneth Roth
The US president’s war of choice has accomplished nothing and cost the world greatlyDonald Trump claims to have mastered the Art of the Deal, but he has just given us a master class in negotiating incompetence. I would love to see an Iranian government that no longer represses its people, menaces its neighbors, or can build a nuclear weapon.
Trump had no plan B for Iran. It shows | Kenneth Roth
The US president’s war of choice has accomplished nothing and cost the world greatlyDonald Trump claims to have mastered the Art of the Deal, but he has just given us a master class in negotiating incompetence. I would love to see an Iranian government that no longer represses its people, menaces its neighbors, or can build a nuclear weapon.
Neil deGrasse Tyson narrates new trailer for upcoming Broadway musical, 'Galileo'
Neil deGrasse Tyson narrates new trailer for upcoming Broadway musical, 'Galileo' Things are looking up on Broadway as the nexus of American live theater is preparing for a cosmic new musical based on the life of pioneering 16th and 17th century Italian scientist and astronomer, Galileo Galilei, a pivotal figure of the Scientific Revolution who Albert Einstein referred to as the "father of modern science." Produced by Amanda Lipitz, Henry Tisch and Jordan Roth, "Galileo" is due on the Great...
Democrat Rebecca Bennett will take on GOP Rep. Tom Kean Jr., who has been absent from Congress
Rebecca Bennett, a former Navy helicopter pilot and healthcare executive, has won the Democratic primary in New Jersey’s 7th Congressional District, NBC News projects, setting up a general election campaign against Republican Rep. Tom Kean Jr. Bennett defeated physician Tina Shah, former Small Business Administration official Michael Roth, and business owner Brian Varela for the Democratic nomination. Now, she will take on Kean in a district that President Donald Trump carried by just 1...
Affection review – memory loss thriller that keeps you guessing benefits from winning performances
Terrific acting, especially an intriguingly ambiguous turn by child actor Julianna Layne, ground this twisty little horror debutWhen Ellie (Jessica Rothe) wakes up in bed in a house she doesn’t recognise, next to a man she doesn’t know, she naturally assumes the worst, in debut feature director BT Meza’s creepy thriller. Understandably, she freaks out, and is even more disconcerted when a little girl calling her mommy appears, distressed that Ellie doesn’t know who she is either. Has she...
Affection review – memory loss thriller that keeps you guessing benefits from winning performances
Terrific acting, especially an intriguingly ambiguous turn by child actor Julianna Layne, ground this twisty little horror debutWhen Ellie (Jessica Rothe) wakes up in bed in a house she doesn’t recognise, next to a man she doesn’t know, she naturally assumes the worst, in debut feature director BT Meza’s creepy thriller. Understandably, she freaks out, and is even more disconcerted when a little girl calling her mommy appears, distressed that Ellie doesn’t know who she is either. Has she...
Bounds for Single-Error-Correcting Analog Codes
arXiv:2606.03011v1 Announce Type: new Abstract: We study single-error correction for analog codes over $\mathbb{R}$. A key performance measure is the parameter $\Gamma_2(\mathcal{C})$, which quantifies the minimum separation required between large outlying errors that need to be located/corrected and bounded tolerable perturbations. We prove that every real linear $[n,n-2]$ code $\mathcal{C}$ satisfies \[ \Gamma_2(\mathcal{C})\ge \frac{1}{\sin^2(\pi/2n)}. This resolves Roth's open problem on...