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There is no archaeological evidence of any human presence on Jamaica until about 500. [25] A group known as the "Redware people" after their pottery arrived circa 600, [26] followed by the Taíno circa 800, who most likely came from South America. [26] [27] They practised an agrarian and fishing economy, and at their height are thought to have numbered some 60,000 people, grouped into around ...
Taipei (/ˌtaɪˈpeɪ/ ⓘ; Chinese: 臺北; pinyin: Táiběi),[4] officially Taipei City,[I] is the capital[a] and a special municipality of Taiwan.[7][8] Located in Northern Taiwan, Taipei City is an enclave of the municipality of New Taipei City that sits about 25 km (16 mi) southwest of the northern port city of Keelung. Most of the city ...
Macau [e] or Macao [f] is a special administrative region of the People's Republic of China.With a population of about 710,000 people [11] and a land area of 32.9 km 2 (12.7 sq mi), it is the most densely populated region in the world. Formerly a Portuguese colony, the territory of Portuguese Macau was first leased to Portugal by the Ming dynasty as a trading post in 1557.
In mathematics, the Fibonacci sequence is a sequence in which each number is the sum of the two preceding ones. Numbers that are part of the Fibonacci sequence are known as Fibonacci numbers, commonly denoted Fn . The sequence commonly starts from 0 and 1, although some authors start the sequence from 1 and 1 or sometimes (as did Fibonacci ...
She is best known for her talk show, The Oprah Winfrey Show, broadcast from Chicago, which ran in national syndication for 25 years, from 1986 to 2011. [3][4] Dubbed the "Queen of All Media", [5] she was the richest African-American of the 20th century [6][7] and was once the world's only black billionaire. [8]
Freemasonry or Masonry refers to various fraternal organisations that trace their origins to the local guilds of stonemasons that, from the end of the 14th century, regulated the qualifications of stonemasons and their interaction with authorities and clients. Freemasonry is the oldest fraternity in the world and among the oldest continued ...
5 is the value of the central cell of the first non-trivial normal magic square, called the Luoshu square. 5 is also the first of three known Wilson primes (5, 13, 563), [14] where the square of a prime divides As a consequence of Fermat's little theorem and Euler's criterion, all squares are congruent to 0, 1, 4 (or −1) modulo 5. [15]
