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  1. Kaiga Murakoshi (村越 凱光, Murakoshi Kaiga, born 7 October 2001) is a Japanese footballer currently playing as a midfielder for Matsumoto Yamaga. [1] Career statistics. Club. As of 29 June 2022. [2] Notes. References. ^ "村越凱光選手 育成型期限付き移籍加入のお知らせ" (in Japanese). ReinMeer Aomori. 29 June 2022. Retrieved 29 June 2022. ^ Kaiga Murakoshi at Soccerway.

  2. Wang Kai (born 18 August 1982) is a Chinese actor. He is known for his television roles in All Quiet in Peking (2014), The Disguiser (2015), Nirvana in Fire (2015), Ode to Joy (2016), When a Snail Falls in Love (2016), Stay With Me (2016), and Like a Flowing River (2018), as well as his film role in The Devotion of Suspect X. [1]

  3. Léon is an Italian-American hitman (or "cleaner", as he refers to himself) working for a mafioso named "Old Tony" in the Little Italy neighborhood of New York City.

  4. en.wikipedia.org › wiki › Kevin_KlineKevin Kline - Wikipedia

    Kevin Delaney Kline (born October 24, 1947) is an American actor. Kline is known for his over five decade career as a leading man on stage and screen. He is the recipient of an Academy Award and three Tony Awards, and has been nominated for two British Academy Film Awards, two Primetime Emmy Awards, and five Golden Globe Awards. [1] .

  5. Mark Elliot Zuckerberg ( / ˈzʌkərbɜːrɡ /; born May 14, 1984) is an American businessman. He co-founded the social media service Facebook, along with his Harvard roommates in 2004, and its parent company Meta Platforms (formerly Facebook, Inc.), of which he is chairman, chief executive officer and controlling shareholder.

  6. Joanne Rowling CH OBE FRSL ( / ˈroʊlɪŋ / ROH-ling; [1] born 31 July 1965), known by her pen name J. K. Rowling, is a British author and philanthropist. She wrote Harry Potter, a seven-volume fantasy series published from 1997 to 2007.

  7. In philosophy, Occam's razor (also spelled Ockham's razor or Ocham's razor; Latin: novacula Occami) is the problem-solving principle that recommends searching for explanations constructed with the smallest possible set of elements. It is also known as the principle of parsimony or the law of parsimony ( Latin: lex parsimoniae ).