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  • The idea is that brown tree snakes will eat these snacks from the sky. Then, it's hoped, the snakes will die because the mice will be laced with painkillers. The active ingredient in those drugs should be toxic to the snakes.
  • At the Oscar ceremony on Sunday night, there'll be lots of talk about excellence — the movie industry honoring its own. But as NPR's Bob Mondello notes, there has always been another side to the Oscars: money.
  • Imbued with a retro, classic feel, the stunning Chilean drama No takes a powerful look at the positive effects of political advertising. It's a message American audiences might marvel at, but this Oscar-nominated film definitely delivers. (Recommended)
  • The cheery, cheesy Shanghai Calling trots out familiar plot lines and retread characters in a made-for-TV-style pastiche. But it's an enjoyably familiar journey of American migration that embraces its globally minded audience with open arms.
  • Ramiro Gomez Jr. is an artist — and nanny — who places cardboard paintings of domestic workers in affluent Los Angeles neighborhoods. Some people see him as an activist, but Gomez shies away from that label; he just hopes his project will help to humanize immigrant workers.
  • Lautenberg had already been challenged by the younger and very popular Newark Mayor Cory Booker. In a statement, Lautenberg said he still had a lot of work to do in his remaining two years.
  • Can you handle it? It's Valentine's Day, and NPR is getting love from two leading ladies in entertainment: Lisa Loeb and Molly Ringwald.
  • Bravado, body checking and broken bones are all surprisingly commonplace in sled hockey — a sport designed for people with mobility limitations.
  • The proposed marriage of American Airlines and US Airways is likely the last in a series of industry mega-mergers. But history suggests combining two big carriers isn't easy. Meshing cultures and dealing with pilot seniority add to the complexity of combining airlines, analysts say.
  • On three different occasions, the candidate with the most votes didn't become president of the United States. We call this "The Electoral College Problem." Here a solution. Simple. Mathematical. Rational. (With one small "but ...")
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