Adi Ibn Zayd
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Adi Ibn Zayd
Adi ibn Zayd al-Ibadi al-Tamimi ( ar, عَدِيُّ بْنُ زَيْدٍ العِبَادِيُّ التَمِيمِيُ , ʿAdī ibn Zayd al-ʿIbādī al-Tamīmī) was a 6th-century Arab Christian poet from an Ibadi family of al-Hirah. He was married to the granddaughter of the Lakhmid ruler al-Nu'man III ibn al-Mundhir (), and is said to have helped al-Nu'man accede to power as ruler of al-Hirah. He also served as the secretary (''dabir'') for Arab affairs under the Sasanian king Hormizd IV (). He is featured in ''Adî ibn Zayd and the Princess Hind'', a tale in the Arabian Nights. References Sources * Francesco Gabrieli Francesco Gabrieli (27 April 1904, in Rome – 13 December 1996, in Rome) was counted among the most distinguished Italian Arabists together with Giorgio Levi Della Vida and Alessandro Bausani, of whom he was respectively a student and colleag ..., "ʿAdī ibn Zaid, il poeta di al-Ḥīrah", in: ''Rendiconti dell'Accademia Nazionale dei Lincei'', ...
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Arab Christian
Arab Christians ( ar, ﺍَﻟْﻤَﺴِﻴﺤِﻴُّﻮﻥ ﺍﻟْﻌَﺮَﺏ, translit=al-Masīḥīyyūn al-ʿArab) are ethnic Arabs, Arab nationals, or Arabic-speakers who adhere to Christianity. The number of Arab Christians who live in the Middle East is estimated to be between 10 and 15 million. Arab Christian communities can be found throughout the Arab world, but are concentrated in the Eastern Mediterranean region of the Levant and Egypt, with smaller communities present throughout the Arabian Peninsula and North Africa. The history of Arab Christians coincides with the history of Eastern Christianity and the history of the Arabic language; Arab Christian communities either result from pre-existing Christian communities adopting the Arabic language, or from pre-existing Arabic-speaking communities adopting Christianity. The jurisdictions of three of the five patriarchates of the Pentarchy primarily became Arabic-speaking after the early Muslim conquests – t ...
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Francesco Gabrieli
Francesco Gabrieli (27 April 1904, in Rome – 13 December 1996, in Rome) was counted among the most distinguished Italian Arabists together with Giorgio Levi Della Vida and Alessandro Bausani, of whom he was respectively a student and colleague at the Sapienza Università di Roma (then simply the "Università di Roma"). Life Francesco Gabrieli was the son of Giuseppe Gabrieli, librarian to the Accademia dei Lincei. He learned Arabic with his father before studying classical Arabic literature at the University of Rome writing his degree thesis on the poet Al-Mutanabbi.Giuliano LancioniGabrieli, Francesco ''Encyclopedia Iranica'', 2000. Accessed 19 March 2012. From 1928 to 1935 Gabrieli worked as an editor for ''Enciclopedia Italiana''. From 1935 to 1938 he taught at the Naples Eastern University. In 1938 became professor of Arabic language and literature at the University of Rome, staying there until his retirement in 1979. He focused on Arabic studies. He died in Rome. W ...
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Officials Of The Sasanian Empire
An official is someone who holds an office (function or mandate, regardless whether it carries an actual working space with it) in an organization or government and participates in the exercise of authority, (either their own or that of their superior and/or employer, public or legally private). An elected official is a person who is an official by virtue of an election. Officials may also be appointed '' ex officio'' (by virtue of another office, often in a specified capacity, such as presiding, advisory, secretary). Some official positions may be inherited. A person who currently holds an office is referred to as an incumbent. Something "official" refers to something endowed with governmental or other authoritative recognition or mandate, as in official language, official gazette, or official scorer. Etymology The word ''official'' as a noun has been recorded since the Middle English period, first seen in 1314. It comes from the Old French ''official'' (12th century), from t ...
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One Thousand And One Nights Characters
1 (one, unit, unity) is a number representing a single or the only entity. 1 is also a numerical digit and represents a single unit of counting or measurement. For example, a line segment of ''unit length'' is a line segment of length 1. In conventions of sign where zero is considered neither positive nor negative, 1 is the first and smallest positive integer. It is also sometimes considered the first of the infinite sequence of natural numbers, followed by  2, although by other definitions 1 is the second natural number, following  0. The fundamental mathematical property of 1 is to be a multiplicative identity, meaning that any number multiplied by 1 equals the same number. Most if not all properties of 1 can be deduced from this. In advanced mathematics, a multiplicative identity is often denoted 1, even if it is not a number. 1 is by convention not considered a prime number; this was not universally accepted until the mid-20th century. Additionally, 1 is the s ...
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Arabs From The Sasanian Empire
The Arabs (singular: Arab; singular ar, عَرَبِيٌّ, DIN 31635: , , plural ar, عَرَب, DIN 31635: , Arabic pronunciation: ), also known as the Arab people, are an ethnic group mainly inhabiting the Arab world in Western Asia, North Africa, the Horn of Africa, and the western Indian Ocean islands (including the Comoros). An Arab diaspora is also present around the world in significant numbers, most notably in the Americas, Western Europe, Turkey, Indonesia, and Iran. In modern usage, the term "Arab" tends to refer to those who both carry that ethnic identity and speak Arabic as their native language. This contrasts with the narrower traditional definition, which refers to the descendants of the tribes of Arabia. The religion of Islam was developed in Arabia, and Classical Arabic serves as the language of Islamic literature. 93 percent of Arabs are Muslims (the remainder consisted mostly of Arab Christians), while Arab Muslims are only 20 percent of the global ...
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Arab Christians In Mesopotamia
The Arabs (singular: Arab; singular ar, عَرَبِيٌّ, DIN 31635: , , plural ar, عَرَب, DIN 31635: , Arabic pronunciation: ), also known as the Arab people, are an ethnic group mainly inhabiting the Arab world in Western Asia, North Africa, the Horn of Africa, and the western Indian Ocean islands (including the Comoros). An Arab diaspora is also present around the world in significant numbers, most notably in the Americas, Western Europe, Turkey, Indonesia, and Iran. In modern usage, the term "Arab" tends to refer to those who both carry that ethnic identity and speak Arabic as their native language. This contrasts with the narrower traditional definition, which refers to the descendants of the tribes of Arabia. The religion of Islam was developed in Arabia, and Classical Arabic serves as the language of Islamic literature. 93 percent of Arabs are Muslims (the remainder consisted mostly of Arab Christians), while Arab Muslims are only 20 percent of the global Musl ...
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6th-century Arabic Poets
The 6th century is the period from 501 through 600 in line with the Julian calendar. In the West, the century marks the end of Classical Antiquity and the beginning of the Middle Ages. The collapse of the Western Roman Empire late in the previous century left Europe fractured into many small Germanic kingdoms competing fiercely for land and wealth. From the upheaval the Franks rose to prominence and carved out a sizeable domain covering much of modern France and Germany. Meanwhile, the surviving Eastern Roman Empire began to expand under Emperor Justinian, who recaptured North Africa from the Vandals and attempted fully to recover Italy as well, in the hope of reinstating Roman control over the lands once ruled by the Western Roman Empire. In its second Golden Age, the Sassanid Empire reached the peak of its power under Khosrau I in the 6th century.Roberts, J: "History of the World.". Penguin, 1994. The classical Gupta Empire of Northern India, largely overrun by the Huna, ended in ...
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600 Deaths
6 (six) is the natural number following 5 and preceding 7. It is a composite number and the smallest perfect number. In mathematics Six is the smallest positive integer which is neither a square number nor a prime number; it is the second smallest composite number, behind 4; its proper divisors are , and . Since 6 equals the sum of its proper divisors, it is a perfect number; 6 is the smallest of the perfect numbers. It is also the smallest Granville number, or \mathcal-perfect number. As a perfect number: *6 is related to the Mersenne prime 3, since . (The next perfect number is 28.) *6 is the only even perfect number that is not the sum of successive odd cubes. *6 is the root of the 6-aliquot tree, and is itself the aliquot sum of only one other number; the square number, . Six is the only number that is both the sum and the product of three consecutive positive numbers. Unrelated to 6's being a perfect number, a Golomb ruler of length 6 is a "perfect ruler". Six is a con ...
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550 Births
55 may refer to: * 55 (number) * 55 BC * AD 55 * 1955 * 2055 Science *Caesium, by the element's atomic number Astronomy *Messier object M55, a magnitude 7.0 globular cluster in the constellation Sagittarius *The New General Catalogue object NGC 55, a magnitude 7.9 barred spiral galaxy in the constellation Sculptor Transportation *The highest speed limit allowed in the United States between 1974 and 1986 per the National Maximum Speed Law *Highway 55 The following highways are numbered 55: International * European route E55 * Arab Mashreq route M55 Argentina * San Luis Provincial Route 55 Australia * Carnarvon Highway * Castlereagh Highway * Karoonda Highway Belgium * N55 road (Belgiu ..., several roads * Route 55 (other), bus and tram routes Film *'' 55 Days at Peking'' a film starring Charlton Heston and David Niven Other uses * Gazeta 55, an Albanian newspaper * Agitation and Propaganda against the State, also known as Constitution law 55, a law during C ...
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Arabian Nights
''One Thousand and One Nights'' ( ar, أَلْفُ لَيْلَةٍ وَلَيْلَةٌ, italic=yes, ) is a collection of Middle Eastern folk tales compiled in Arabic during the Islamic Golden Age. It is often known in English as the ''Arabian Nights'', from the first English-language edition (), which rendered the title as ''The Arabian Nights' Entertainment''. The work was collected over many centuries by various authors, translators, and scholars across West, Central and South Asia, and North Africa. Some tales trace their roots back to ancient and medieval Arabic, Egyptian, Sanskrit, Persian, and Mesopotamian literature. Many tales were originally folk stories from the Abbasid and Mamluk eras, while others, especially the frame story, are most probably drawn from the Pahlavi Persian work ( fa, هزار افسان, lit. ''A Thousand Tales''), which in turn relied partly on Indian elements. Common to all the editions of the ''Nights'' is the framing device of the story o ...
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Ibad
The ʿIbād or ʿEbād () were a Christian Arab group within the city of al-Ḥīra (Ḥirtā) during Late Antiquity and the early Middle Ages, when the city was part of the Sasanian Empire and later the Caliphate. Of diverse tribal backgrounds, the ʿIbād were united only by their adherence to Christianity and, after the sixth century, the Church of the East. Sources Written sources of ʿIbādī history are found in Arabic, Syriac and Greek. The most extensive sources on the ʿIbād are in Arabic. These tend to focus on kings and poets, and are also concerned with tribal genealogies. From the Abbasid period, they also tend to idealize the pre-Islamic past, the '' jāhiliyya''. An important authority on the ʿIbād in the Arabic tradition is Ḥishām ibn al-Kalbī (d. 819), who consulted ʿIbādī books and archives in al-Ḥīra. He thus passes on something of the ʿIbād's own perception of themselves, their history and their city. His monograph about the ʿIbād is titled ''T ...
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Hormizd IV
Hormizd IV (also spelled Hormozd IV or Ohrmazd IV; pal, 𐭠𐭥𐭧𐭥𐭬𐭦𐭣) was the Sasanian King of Kings of Iran from 579 to 590. He was the son and successor of Khosrow I () and his mother was a Khazar princess. During his reign, Hormizd IV had the high aristocracy and Zoroastrian priesthood slaughtered, whilst supporting the landed gentry (the ''dehqan''). His reign was marked by constant warfare: to the west, he fought a long and indecisive war with the Byzantine Empire, which had been ongoing since the reign of his father; and to the east, the Iranian general Bahram Chobin successfully contained and defeated the Western Turkic Khaganate during the First Perso-Turkic War. It was also during Hormizd IV's reign that the Chosroid dynasty of Iberia was abolished. After negotiating with the Iberian aristocracy and winning their support, Iberia was successfully incorporated into the Sasanian Empire. Jealous of Bahram's success in the east, Hormizd IV had him disgraced ...
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