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  2. Cobra Kai - Wikipedia

    en.wikipedia.org/wiki/Cobra_Kai

    Cobra Kai is a comedy-drama martial arts TV show that follows the rivalry of Daniel LaRusso and Johnny Lawrence, 34 years after the 1984 film. The series, starring Ralph Macchio and William Zabka, premiered on YouTube Red/Premium in 2018 and moved to Netflix in 2021.

  3. Mississippi - Wikipedia

    en.wikipedia.org/wiki/Mississippi

    Mississippi is a state in the Southeastern region of the United States, bordering the Mississippi River and the Gulf of Mexico. It has a rich and complex history, from Native American cultures to European colonization, slavery, and Civil War, and is known for its music, cuisine, and natural beauty.

  4. Brooke Shields used to fear getting older. Here's what changed.

    www.aol.com/brooke-shields-used-fear-getting...

    Brooke Shields is feeling fabulous at 59. But she didn't expect to. After turning 50, the "Mother of the Bride" star didn't expect to feel more free.More powerful. "We're not taught that," she ...

  5. Chicago - Wikipedia

    en.wikipedia.org/wiki/Chicago

    Chicago is the most populous city in Illinois and the third-largest in the U.S., with a diverse and influential role in finance, culture, and transportation. Learn about its origins, development, architecture, attractions, and nicknames from this comprehensive encyclopedia article.

  6. John Wayne - Wikipedia

    en.wikipedia.org/wiki/John_Wayne

    John Wayne, born Marion Robert Morrison on May 26, 1907 in Winterset, Iowa, was a popular icon of Hollywood's Golden Age. He starred in many Western and war movies, won an Oscar for The Shootist, and received the Presidential Medal of Freedom posthumously.

  7. Binomial distribution - Wikipedia

    en.wikipedia.org/wiki/Binomial_distribution

    The binomial distribution is the discrete probability distribution of the number of successes in a sequence of n independent experiments, each with success or failure probability p. Learn its formula, properties, moments, mode, and applications in statistics and probability theory.