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Rudolf GnägiPresiden Konfederasi Swiss Ke-123Masa jabatan1 Januari 1971 – 31 Desember 1971PendahuluHans-Peter TschudiPenggantiNello CelioPresiden Konfederasi Swiss Ke-128Masa jabatan1 Januari 1976 – 31 Desember 1976PendahuluPierre GraberPenggantiKurt FurglerAnggota Dewan Federal SwissMasa jabatan8 Desember 1965 – 31 Desember 1979PendahuluFriedrich Traugott WahlenPenggantiLeon Schlumpf Informasi pribadiLahir(1917-08-03)3 Agustus 1917Meninggal20 April 1985(1985...

Bahasa Arab Libya ليبي Pengucapan[ˈliːbi]Dituturkan diLibya, Tunisia, Aljazair, Mesir, Niger, ChadPenutur4 juta di Libya (2006)[1]20.000 di Mesir (2001),[2] 5.000 di Niger[butuh rujukan] (1998)Rumpun bahasaAfroasiatik SemitSemit TengahArabArab MaghribBahasa Arab Libya Sistem penulisanAbjad ArabKode bahasaISO 639-3aylGlottologliby1240[3]Lokasi penuturanCakupan bahasa Arab Libya[tepercaya?] Artikel ini mengandung simbol fonetik IPA. Tanpa ...

Pemilihan Presiden Indonesia 19631945196818 Mei 1963616 suara anggota Majelis Permusyawaratan Rakyat SementaraDitetapkan berdasarkan perolehan suara terbanyak untuk menangKandidat   Calon Soekarno Partai Nonpartisan Suara elektoral 616 Persentase 100,00% Hasil suara Peta persebaran suara Suara Majelis Permusyawaratan Rakyat Sementara   Soekarno: 616 kursi Presiden petahanaSoekarno Nonpartisan Presiden terpilih Soekarno Nonpartisan Sunting kotak info • L • BBa...

جاك كارلن   معلومات شخصية الميلاد 23 أبريل 1997 (26 سنة)[1]  بايزلي  الجنسية المملكة المتحدة  الحياة العملية المهنة دراج  نوع السباق سباق الدراجات الهوائية  تعديل مصدري - تعديل   جاك كارلن (بالإنجليزية: Jack Carlin)‏ هو دراج بريطاني، ولد في 23 أبريل 1997 في بيزلي في الم

Culture of an area 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: Culture of Spain – news · newspapers · books · scholar · JSTOR (November 2012) (Learn how and when to remove this template message) Part of a series on theCulture of Spain History People Languages Mythology and Folklore Cuisine Festivals Reli...

Scottish philosopher For other people named John Major, see John Major (disambiguation). John Mair in a contemporary woodcut. John Major (or Mair; also known in Latin as Joannes Majoris and Haddingtonus Scotus; 1467–1550) was a Scottish philosopher, theologian, and historian who was much admired in his day and was an acknowledged influence on all the great thinkers of the time. A renowned teacher, his works were much collected and frequently republished across Europe. His sane conservatism ...

1981 Italian filmAbsurd (Rosso Sangue)Theatrical release posterDirected byJoe D'AmatoScreenplay byGeorge Eastman[1]Story byGeorge Eastman[1]Produced byJoe D'AmatoDonatella DonatiEdward SarluiStarringGeorge EastmanAnnie BelleCharles Borromel [it]Katya BergerIan DanbyKasimir BergerHanja KochanskyEdmund PurdomTed Rusoff[1]CinematographyJoe D'Amato[1]Edited byAlberto Moriani [it][1]Music byCarlo Maria Cordio [it][1...

This article is about the 1808–1809 war between Russia and Sweden. For the 1939–1940 war between the Soviet Union and Finland, see Winter War. For other uses, see Finnish War (disambiguation). 1808–1809 war between Russia and Sweden Finnish WarPart of Napoleonic WarsLeft to right from the top: Siege of Sveaborg Battle of Revolax Battle of Oravais Sven Dufva (epic poem) at the Battle of Koljonvirta Battles of Sävar and Ratan Date21 February 1808 – 17 September 1809(1 year, 6 months, 3...

Folgende Teile dieses Artikels scheinen seit 2020 nicht mehr aktuell zu sein: Gesamter Fließtext: Kapitel „Verlauf“ seit Juli 2020, Kapitel „Wirtschaft der Türkei im Zuge der Pandemie“ seit Jahresmitte 2020, Kapitel „Maßnahmen in der Türkei“ seit August 2020, Kapitel „Hilfe der Türkei für andere Länder“ und „Flüchtlingslager während der Corona-Pandemie“ seit März 2020 Bitte hilf uns dabei, die fehlenden Informationen zu recherchieren und einzufügen. Wikipedi...

Determining whether a knot is the unknot Unsolved problem in mathematics: Can unknots be recognized in polynomial time? (more unsolved problems in mathematics) Two simple diagrams of the unknot A tricky unknot diagram by Morwen Thistlethwaite In mathematics, the unknotting problem is the problem of algorithmically recognizing the unknot, given some representation of a knot, e.g., a knot diagram. There are several types of unknotting algorithms. A major unresolved challenge is to determine if ...

Kopf des Trebonianus Gallus im Archäologischen Nationalmuseum Florenz Gaius Vibius Trebonianus Gallus (* 206 in Perusia; † August 253) war zwischen 251 und 253 gemeinsam mit seinem Sohn Volusianus römischer Kaiser. Inhaltsverzeichnis 1 Leben 1.1 Aufstieg 1.2 Herrschaft 2 Literatur 3 Weblinks Leben Aufstieg Trebonianus Gallus wurde in Italien in einer Familie mit weithin geachteten Vorfahren und senatorischem Hintergrund geboren. Er hatte zwei Kinder aus seiner Ehe mit Afinia Gemina Baebia...

Anti-ballistic missile Ground-Based Interceptor A Ground-Based Interceptor loaded into a silo at Fort Greely, Alaska, in July 2004TypeAnti-ballistic missilePlace of originUnited StatesService historyUsed byUnited States ArmyProduction historyManufacturerOrbital Sciences Corporation, Raytheon, Boeing Defense, Space & SecuritySpecificationsMass21,600 kilograms (47,600 lb)[1]Length16.61 metres (54.5 ft)[1]Diameter1.28 metres (4.2 ft)[1]Wa...

Museo d'arte islamica della MalaysiaMuzium Kesenian Islam Malaysia Edificio che ospita il museo UbicazioneStato Malaysia LocalitàKuala Lumpur Coordinate3°08′34.51″N 101°41′20.4″E / 3.14292°N 101.689°E3.14292; 101.689Coordinate: 3°08′34.51″N 101°41′20.4″E / 3.14292°N 101.689°E3.14292; 101.689 CaratteristicheTipoArte islamica Istituzione1998 Apertura12 dicembre 1998 Sito web Modifica dati su Wikidata · Manuale Il Museo d'arte i...

У Вікіпедії є статті про інші значення цього терміна: Білоцерківська битва. Битва під Білою Церквою 1626 Польсько-татарські війни Дата: 9 жовтня 1626 року Місце: Біла Церква, Україна Результат: перемога Речі Посполитої Сторони  Річ Посполита  Військо Запорозьке  Кримс�...

  لمعانٍ أخرى، طالع المقابلة (توضيح). المقابلةThe Interviewمعلومات عامةالصنف الفني فيلم أكشن — فيلم محاكاة تهكمية — فيلم رفقاء المواضيع محاولة قتل — كوريا الشمالية تاريخ الصدور 11 ديسمبر 2014 (العرض الأول في لوس أنجلوس) 25 ديسمبر 2014 (الولايات المتحدة)[1]مدة العرض 112 دقيقة [...

António Campinos is a Portuguese civil servant. He is the seventh and current president of the European Patent Office (EPO), a post he took up on 1 July 2018 for a five-year term.[1][2][3][4][5] He was re-elected in 2022 for a second five-year term, which started on 1 July 2023.[6][7] Before heading the EPO, he was executive director of the European Union Intellectual Property Office (EUIPO) from 1 October 2010 to 2018.[8][9...

American politician Daniel P. WitterDaniel P. Witter (1900)Member of the New York State Assemblyfrom the Tioga County districtIn office1896–1900Preceded byEpenetus HoweSucceeded byEdwin S. HanfordIn office1916–1929Preceded byWilson S. MooreSucceeded byFrank G. Miller Personal detailsBornJuly 2, 1852Richford, Tioga County, New York, U.S.DiedJanuary 9, 1930(1930-01-09) (aged 77)Berkshire, New York, U.S.SpouseSarah M. Belden Daniel Parrish Witter (July 2, 1852 – January 9, 1930) was a...

1983 single by New Order Blue MondayOriginal die-cut sleeveSingle by New Orderfrom the album Power, Corruption & Lies[a] B-side The Beach (12-inch version) Thieves Like Us (7-inch version) Released7 March 1983Recorded1982StudioBritannia Row, IslingtonGenreSynth-popdance-popalternative dancehi-NRGLength7:29 (12-inch version)4:09 (7-inch version)LabelFactory (12-inch version)Tonpress (7-inch version)Songwriter(s)Gillian GilbertPeter HookStephen MorrisBernard SumnerProducer(s)New Ord...

В Википедии есть статьи о других людях с такой фамилией, см. Смирнова. Кира Смирнова Имя при рождении Кира Петровна Смирнова Дата рождения 5 мая 1922(1922-05-05) Место рождения Калуга, РСФСР Дата смерти 4 января 1996(1996-01-04) (73 года) Место смерти Москва, Россия Гражданство  СССР Р�...

16 Лебедя ABCКратная звезда Графики недоступны из-за технических проблем. См. информацию на Фабрикаторе и на mediawiki.org. Наблюдательные данные(Эпоха J2000.0) Прямое восхождение 19ч 41м 49,09с[1] Склонение +50° 31′ 31,60″[1] Расстояние 70,5 св. года (21,6 пк) Созв...