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  • The Chilean political drama No is the first film from that country to be nominated for the Best Foreign Language Academy Award. The powerful, poignant film uses an unlikely main character to chart the surprising end of a dictator's reign.
  • Scientists are learning what artists have already figured out: there's money out there. Specifically, there's money among the users of the Internet, and they are willing to donate it for what they consider to be good causes.
  • The International Olympic Committee's unexpected move to eliminate wrestling as of the 2020 games was a particular shock to Turkey. Turks love the ancient sport, and two-thirds of Turkey's Olympic medals are in wrestling.
  • Warren Buffett is one of the investors in a $23 billion bid to buy HJ Heinz Company. Lesser known is one of Buffet's partners in the acquisition. Jorge Paulo Lemann is Brazil's richest man, according to Bloomberg.
  • Conventional wisdom says fewer airlines mean higher fares and fewer flights. But experts say the American Airlines-U.S. Airways proposed merger is a mixed bag. Past mergers haven't led to significantly higher fares, but will this time be different?
  • Alaya Dawn Johnson answers a few questions about her new YA novel, The Summer Prince — an NPR Books Exclusive First Read.
  • Alaya Dawn Johnson's new young adult novel, The Summer Prince, is set in post-apocalyptic Brazil, in a giant pyramid-shaped city ruled by queens with a combination of technology and ancient, bloody sacrifice.
  • Fried chicken and waffles is a delicious combo — but is it a traditional Southern one? A lot of readers objected to the idea that this dish originated in the South. We look into the roots of the pairing — and the objections to calling it Southern.
  • A restaurant in Sapporo, Japan, tells its customers to clean their plates. If they order the signature dish, which is all you can eat, they must eat it all or pay a fine which goes to fishermen.
  • 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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