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  2. Free (ISP) - Wikipedia

    en.wikipedia.org/wiki/Free_(ISP)

    Free was the third ISP in France to offer Internet access without a subscription or a surcharged phone number, on 26 April 1999. [10] Unlike its predecessors in the niche of access without subscription (World Online on 1999-04-01 and Freesurf [] on 1999-04-19), Free's offer was not restricted in time or number of subscribers.

  3. How to plan your retirement withdrawal strategy: 4 smart ...

    www.aol.com/finance/maximizing-returns-from...

    How much to withdraw during retirement: The 4% rule of thumb. Figuring out how much to take out during retirement isn’t always easy. The 4% rule was designed to help retirees make regular ...

  4. O. J. Simpson - Wikipedia

    en.wikipedia.org/wiki/O._J._Simpson

    Orenthal James Simpson (July 9, 1947 – April 10, 2024), also known by his nickname "the Juice", was an American professional football player, actor, and media personality who played in the National Football League (NFL) for 11 seasons, primarily with the Buffalo Bills.

  5. Gamma-ray burst - Wikipedia

    en.wikipedia.org/wiki/Gamma-ray_burst

    The observation of minutes to hours of X-ray flashes after a short gamma-ray burst is consistent with small particles of a primary object like a neutron star initially swallowed by a black hole in less than two seconds, followed by some hours of lesser energy events, as remaining fragments of tidally disrupted neutron star material (no longer ...

  6. Dan Crenshaw - Wikipedia

    en.wikipedia.org/wiki/Dan_Crenshaw

    Born to American parents in Aberdeen, Scotland, [3] [4] Crenshaw grew up in Katy, Texas. [5] His mother died of cancer when he was ten years old. [6] [7] His father, Jim Crenshaw, is a petroleum engineer who worked abroad, and Crenshaw spent time growing up in Ecuador and Colombia, developing proficiency in Spanish. [8]

  7. Bayes' theorem - Wikipedia

    en.wikipedia.org/wiki/Bayes'_theorem

    A factory produces items using three machines—A, B, and C—which account for 20%, 30%, and 50% of its output respectively. Of the items produced by machine A, 5% are defective; similarly, 3% of machine B's items and 1% of machine C's are defective. If a randomly selected item is defective, what is the probability it was produced by machine C?

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