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Reality television music competition format Superstar (TV series) redirects here. Not to be confused with Superstar (UK TV series), Superstar (Brazilian TV series), or Superstars. This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Idol franchise – news · newspapers · books · scholar · JSTOR (October 2019) ...
For the Romanian village, see Siliştea, Brăila. Town in Western AustraliaMucheaWestern AustraliaMucheaCoordinates31°34′44″S 115°58′04″E / 31.579°S 115.9679°E / -31.579; 115.9679Population762 (UCL 2021)[1]Established1904Postcode(s)6501Elevation95 m (312 ft)Area215.1 km2 (83.1 sq mi)Location 57 km (35 mi) N of Perth 13 km (8 mi) NNW of Bullsbrook LGA(s)Shire of ChitteringState electorate(s)MooreFederal di...
蔣緯國二级上将 第4任國家安全會議秘書長任期1986年6月18日—1993年2月28日总统蔣經國李登輝前任汪道淵继任施啟揚 國防部聯合作戰訓練部主任任期1984年7月1日—1986年6月总统蔣經國副职唐積敏前任王昇继任劉和謙（海軍） 第12任聯勤總司令任期1980年4月7日—1984年6月30日总统蔣經國前任王多年继任溫哈熊 第2任三軍大學校長任期1975年8月16日—1980年4月6日总统嚴家淦蔣經國前任...
Ліо58°04′24″ пн. ш. 53°45′28″ сх. д. / 58.07340000002777458° пн. ш. 53.7580000000277778° сх. д. / 58.07340000002777458; 53.7580000000277778Витік присілок Медьма• висота, м 295 мГирло річка ЮсКраїни: РосіяРегіон УдмуртіяДовжина 13 км |оригінальна_назва= У Вікіпедії є статті про інші зн
Concept of area in any dimension In measure theory, a branch of mathematics, the Lebesgue measure, named after French mathematician Henri Lebesgue, is the standard way of assigning a measure to subsets of higher dimensional Euclidean n-spaces. For lower dimensions n = 1, 2, or 3, it coincides with the standard measure of length, area, or volume. In general, it is also called n-dimensional volume, n-volume, hypervolume, or simply volume.[1] It is used throughout real analysis, in parti...
Elena Kagan (2010) Elena Kagan [ˈkeɪɡən] (* 28. April 1960 in New York City) ist eine US-amerikanische Juristin. Seit Anfang August 2010 ist sie Richterin am Obersten Gerichtshof der Vereinigten Staaten (englisch: Associate Justice of the Supreme Court of the United States). Sie ist das 112. Mitglied des Obersten Gerichts und die vierte Frau in diesem Amt. Kagan lehrte an der Juristischen Fakultät der University of Chicago, diente unter Präsident Bill Clinton als Rechtsberaterin in...
قرية القوفع - قرية - تقسيم إداري البلد اليمن المحافظة محافظة حجة المديرية مديرية وشحة العزلة عزلة بني رزق السكان التعداد السكاني 2004 السكان 42 • الذكور 17 • الإناث 25 • عدد الأسر 10 • عدد المساكن 10 معلومات أخرى التوقيت توقيت اليمن (+3 غرينيتش) تعديل م
العلاقات السيشلية الكيريباتية سيشل كيريباتي سيشل كيريباتي تعديل مصدري - تعديل العلاقات السيشلية الكيريباتية هي العلاقات الثنائية التي تجمع بين سيشل وكيريباتي.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقار...
Holy Roman Emperor from 1765 to 1790 Joseph II redirects here. For other uses, see Joseph II (disambiguation). Joseph IIPortrait by Anton von Maron, c. 1775Holy Roman Emperor (more...) Reign18 August 1765 – 20 February 1790Coronation3 April 1764Frankfurt CathedralPredecessorFrancis ISuccessorLeopold IIBorn13 March 1741Schönbrunn Palace, Vienna, Archduchy of Austria, Holy Roman EmpireDied20 February 1790(1790-02-20) (aged 48)Vienna, AustriaBurialImperial CryptSpouses Isabella of ...
Concepts of worship and devotions towards God For specifically Christian conceptions of the Love of God, see Love of God (Christianity) and Love of Christ. Part of a series onTheism Types of faith Agnosticism Apatheism Atheism Deism Henotheism Ietsism Ignosticism Monotheism Monism Dualism Monolatry Kathenotheism Omnism Pandeism Panentheism Pantheism Polytheism Transtheism Specific conceptions Brahman Creator Demiurge Deus Father Form of the Good God Great Architect Monad Mother Summum bonum S...
梨本宮守脩親王 梨本宮守脩親王続柄 伏見宮貞敬親王第10王子 崇光天皇男系14世孫 霊元天皇女系来孫身位 親王敬称 殿下出生 1819年12月16日 日本 京都死去 (1881-09-01) 1881年9月1日（61歳没）埋葬 京都府京都市東山区今熊野南谷町泉涌寺内父親 伏見宮貞敬親王テンプレートを表示 梨本宮守脩親王（なしもとのみや もりおさしんのう、文政2年10月29日（1819年12月16日） - 1881年（...
Byōdō-in Byōdō-in (平等院) adalah nama kuil Buddha yang terletak di Kota Uji, Prefektur Kyoto, Jepang. Sebagai bagian dari Monumen Bersejarah Kyoto Kuna, Kuil Byodoin ditetapkan sebagai Situs Warisan Dunia UNESCO. Museum Hoshokan yang didirikan dekat komplek kuil menjadi tempat penyimpanan berbagai pusaka negara dari abad ke-11. Kuil ini juga terukir pada koin pecahan 10 Yen. Kuil ini menunjukkan kejayaan Klan Fujiwara. Pada awalnya merupakan sebuah villa di sebelah barat Sungai Uji ya...
Annette FunicelloFunicello, 1975LahirAnnette Joanne Funicello(1942-10-22)22 Oktober 1942Utica, New York, A.S.Meninggal8 April 2013(2013-04-08) (umur 70)Bakersfield, California, A.S.Sebab meninggalKomplikasi dari Sklerosis multipelPekerjaanAktris dan penyanyiTahun aktif1954–1998Suami/istri Jack L. Gilardi (m. 1965; c. 1981) Glen D. Holt (m. 1986) Anak3Tanda tangan Annette Joanne Funicello (22 Ok...
1920 film The Whisper MarketDirected byGeorge L. SargentWritten byC. Graham Baker W.E. ScuttProduced byAlbert E. SmithStarringCorinne Griffith George MacQuarrie Eulalie JensenCinematographyCharles J. DavisProductioncompanyVitagraph Company of AmericaDistributed byVitagraph Company of AmericaRelease dateSeptember 13, 1920Running time50 minutesCountryUnited StatesLanguagesSilent English intertitles The Whisper Market is a 1920 American silent drama film directed by George L. Sargent and starrin...
Village in Al Rayyan, QatarAl Aamriya العامريةVillageAl AamriyaCoordinates: 24°49′15″N 51°04′37″E / 24.82073°N 51.07696°E / 24.82073; 51.07696Country QatarMunicipalityAl RayyanZone no.Zone 96District no.719Area[1] • Total30.05 km2 (11.60 sq mi) Al Aamriya (Arabic: العامرية) is a village in southern Qatar, located in the municipality of Al Rayyan.[2][3] The village of Umm Hawta, to the n...
Writing system This article contains Canadian Aboriginal syllabic characters. Without proper rendering support, you may see question marks, boxes, or other symbols instead of syllabics. A sign in Sioux Lookout, Ontario, with Ojibwe syllabics. The partially pointed syllabics text says ᑳᐃᔑᐊᓉᐱᓈᓂᐗᐣᐠ (Gaa-izhi-anwebinaaniwang, the place where people repose; unpointed as ᑲᐃᔑᐊᓉᐱᓇᓂᐧᐊᐠ), but with the ⟨ᐧ⟩ w missing from the last syllable. ...
In bifurcation theory, a field within mathematics, a transcritical bifurcation is a particular kind of local bifurcation, meaning that it is characterized by an equilibrium having an eigenvalue whose real part passes through zero. The normal form of a transcritical bifurcation, where r ranges from −5 to 5. A transcritical bifurcation is one in which a fixed point exists for all values of a parameter and is never destroyed. However, such a fixed point interchanges its stability with another ...
1986 video gameRealms of DarknessDeveloper(s)Strategic SimulationsPublisher(s)Strategic SimulationsDesigner(s)Gary Scott SmithAlex Duong NghiemPlatform(s)Apple II, Commodore 64, MSX2, NEC PC-8801, NEC PC-9801, Sharp X1, X68000Release1986Genre(s)Role-playingMode(s)Single-player Realms of Darkness is a fantasy video game developed by Strategic Simulations and released in 1986. It was developed for the Apple II and Commodore 64. Plot Realms of Darkness is a game in which is the player must compl...
Sofia Drake of Torp och Hamra Sofia Drake of Torp and Hamra (1662-16 September 1741), was a Swedish landowner. She is known for her correspondence with her spouse, Lieutenant Colonel Jon Stålhammar, during his absence in the Great Northern War, and as the Frun på Salshult (The lady of Salshult) in the 1886 poem by Carl Snoilsky of the same name. Life Sofia Drake was born to Colonel Johan Christersson Drake of Torp and Hamra and Margareta Klingspor. She married Lieutenant Colonel Jon Stålha...
Yesus menyembuhkan Bartimeus, Lukisan oleh Eustache Le Sueur, 1625-1650. Bartimeus (bahasa Inggris: Bartimaeus; harfiah: putra Timeus) adalah nama seorang laki-laki Yahudi yang tercatat dalam Perjanjian Baru di Alkitab Kristen. Namanya berarti: Putra Timeus. Riwayatnya terdapat dalam Injil Markus 10:46-52 di mana Bartimeus yang dulunya buta disembuhkan oleh Yesus.[1][2] Catatan Alkitab Dikisahkan dalam perjalanan Yesus Kristus bersama para murid sampailah mereka di kota Ye...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!