René Gagnet
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Ernst van Oostenrijk kan verwijzen naar: Ernst de Strijdbare (1027-1075), markgraaf van Oostenrijk Ernst I van Oostenrijk (1377-1424), hertog van Stiermarken en Karinthië Ernst van Oostenrijk (1553-1595), landvoogd van Zuidelijke Nederlanden Ernst van Oostenrijk (1824-1899), aartshertog van Oostenrijk Bekijk alle artikelen waarvan de titel begint met Ernst van Oostenrijk of met Ernst van Oostenrijk in de titel. Dit is een doorverwijspagina, bedoeld om de verschillen ...
Australian artist For the English journalist and historian, see Martin Sharp (journalist). For the British sailor, see Martin Sharp (sailor). Martin Ritchie SharpAMWirian, Sharp's home in Bellevue Hill, Sydney, 1978–2013Born(1942-01-21)21 January 1942Sydney, AustraliaDied(2013-12-01)1 December 2013 (age 71)NationalityAustralian Martin Ritchie Sharp AM (21 January 1942 – 1 December 2013[1]) was an Australian artist, cartoonist, songwriter and film-maker. Career Sharp was born in Be...
Ryunosuke KamikiNama asalKamiki Ryunosuke (神木 隆之介code: ja is deprecated )Lahir19 Mei 1993 (umur 30)Fujimi, Saitama, JepangKebangsaanJepangPendidikanHorikoshi GakuenSitus webSitus resmi Ryunosuke Kamiki (神木 隆之介code: ja is deprecated , Kamiki Ryunosuke) (lahir 19 Mei 1993) adalah seorang aktor dan pengisi suara asal Jepang. Kamiki memulai kariernya pada saat ia berumur 2 tahun dengan menjadi pengisi suara, sedangkan untuk karier sebagai aktor ia mulai pada umur 6 t...
Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne s'appuie pas, ou pas assez, sur des sources secondaires ou tertiaires (novembre 2016). Pour améliorer la vérifiabilité de l'article ainsi que son intérêt encyclopédique, il est nécessaire, quand des sources primaires sont citées, de les associer à des analyses faites par des sources secondaires. Espace Georges-BrassensBarque de Georges Brassens.Informations généralesFermeture dimanche en...
رون ريغان معلومات شخصية الميلاد 20 مايو 1958 (العمر 65 سنة)لوس أنجلوس الإقامة سياتل مواطنة الولايات المتحدة الديانة إلحاد الأب رونالد ريغان الأم نانسي ريغان إخوة وأخوات ميخائيل ريغان، وباتي ديفيس، ومورين ريغان الحياة العملية المدرسة الأم جامعة كاليفورنيا الجن
Case — термін, який має кілька значень. Ця сторінка значень містить посилання на статті про кожне з них.Якщо ви потрапили сюди за внутрішнім посиланням, будь ласка, поверніться та виправте його так, щоб воно вказувало безпосередньо на потрібну статтю.@ пошук посилань саме с...
Braille system for the Khmer language This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Khmer Braille – news · newspapers · books · scholar · JSTOR (April 2017) Khmer BrailleCambodian BrailleScript type Alphabet Print basisKhmer alphabetLanguagesKhmerRelated scriptsParent systemsBrailleKhmer Braille ...
Hoa hậu Việt Nam là cuộc thi sắc đẹp lâu đời nhất còn tồn tại ở Việt NamBài này viết về các cuộc thi sắc đẹp từ cấp vùng trở lên từng được cấp phép tổ chức tại Việt Nam, cùng năm mà cuộc thi được tổ chức lần đầu tiên.[a] Nữ giới Các cuộc thi sắc đẹp cấp quốc gia Năm 2022, có tới 25 cuộc thi sắc đẹp được tổ chức tại Việt Nam.[1] Đài Phát thanh và Truy...
Conflict during the Napoleonic Wars This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (July 2023) Russo-Turkish War (1806–1812)Part of the Russo-Turkish Wars and Napoleonic WarsRussian Fleet after the Battle of Athos by Alexey BogolyubovDate22 December 1806 – 28 May 1812LocationMoldavia, Wallachia, Armenia, Caucasus, and the DardanellesResult Rus...
Nama ini menggunakan kebiasaan penamaan Filipina; nama tengah atau nama keluarga pihak ibunya adalah Reyes dan marga atau nama keluarga pihak ayahnya adalah Tañada. Lorenzo Tañada IIITañada pada 2018Wakil Ketua Dewan Perwakilan Rakyat Filipina untuk LuzonMasa jabatan26 Juli 2010 – 30 Juni 2013PresidenBenigno Aquino IIIPendahuluAmelita VillarosaPenggantiRoberto PunoAnggota Dewan Perwakilan Rakyat Filipina dari Dapil IV QuezonMasa jabatan30 Juni 2004 – 30 Juni 2013...
The Copa América Femenina de Futsal, also known as the Sudamericano de Futsal Femenino (South American Women's Futsal Championship), is the women's version of Copa América de Futsal. Results Year Host Final Third Place Match Champion Score Second Place Third Place Score Fourth Place 2005Details BarueriBrazil Brazil 13–0 Ecuador Argentina 1–0 Uruguay 2007Details GuayaquilEcuador Brazil 6–2 Colombia Venezuela 4–2 Uruguay 2009Details CampinasBrazil Brazil 7–1 Colombia Venezuela 6–2...
Переписна місцевість Нью-Пойнт-Ричі-Істангл. New Port Richey East Координати 28°15′36″ пн. ш. 82°41′26″ зх. д. / 28.26000000002778023° пн. ш. 82.69060000002778565° зх. д. / 28.26000000002778023; -82.69060000002778565Координати: 28°15′36″ пн. ш. 82°41′26″ зх. д. / 28.26000000002778023° пн.&#...
18th-century British gentlewoman Dido Elizabeth BellePainting of Belle (cropped), David MartinBornJune 1761 (1761-06)British West IndiesDiedJuly 1804 (aged 42–43)London, EnglandResting placeSt George's Fields, Westminster (1804–1970s)NationalityBritishSpouse Jean Louis Charles Davinière (m. 1793)Children3Parents Sir John Lindsay Maria Belle Relatives Sir Alexander Lindsay, 3rd Baronet (grandfather) William Murray, 1st Earl of Mansfield...
Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Kerikil – berita · surat kabar · buku · cendekiawan · JSTOR Batu kerikil (ukuran serpihan terbesar kira-kira 4 cm) Kerikil (bahasa Inggris: gravel) ialah bebatuan kecil, biasanya batu granit yang dip...
العلاقات البنمية الجنوب سودانية بنما جنوب السودان بنما جنوب السودان تعديل مصدري - تعديل العلاقات البنمية الجنوب سودانية هي العلاقات الثنائية التي تجمع بين بنما وجنوب السودان.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدول...
2019 film by Tigmanshu Dhulia Milan TalkiesTheatrical release posterDirected byTigmanshu DhuliaWritten byTigmanshu DhuliaKamal PandeyAbhishek MazumdarProduced byP.S. Chhatwal Om Prakash BhattStarringAli FazalShraddha SrinathAshutosh RanaReecha SinhaSanjay MishraSikandar KherCinematographyHari K. VedantamEdited byPraveen AngreMusic bySongs:Rana MazumderGuest Composer:Akriti Kakkar Score: Dharma VishProductioncompaniesFilmy Keeda Productions Pvt LtdTorqueDistributed byZee StudiosRelease date 15...
宝暦暦。1755（宝暦5）年版。国立科学博物館の展示。 宝暦暦（ほうりゃくれき）は、かつて日本で使われていた太陰太陽暦の暦法（和暦）である。正式には宝暦甲戌元暦（ほうりゃくこうじゅつげんれき）という。 以下、和暦の日付は旧暦表示、西暦の日付はグレゴリオ暦表示である。 使用期間 宝暦5年1月1日（1755年2月11日）に貞享暦から改暦され、寛政9年12月30日（17...
Dunfermline Athletic F.C. is a Scottish football club based in Dunfermline. Formed on 2 June 1885, the club first joined the Scottish Football League in 1912, participating in the Scottish Football League Second Division. The club were promoted to the top division of Scottish football for the first time in 1926, though they spent the majority of their first forty years in the second tier. The club's greatest period came during the 1960s under the guidance of two managers, Jock Stein (1960–1...
1999 soundtrack album from The Simpsons Go Simpsonic with The SimpsonsSoundtrack album by The SimpsonsReleasedNovember 2, 1999GenreSoundtrackLength61:12LabelRhinoThe Simpsons chronology The Yellow Album(1998) Go Simpsonic with The Simpsons(1999) The Simpsons Movie: The Music(2007) Go Simpsonic with The Simpsons is the 1999 soundtrack album from The Simpsons. It takes many of the musical numbers from the series which were either not included in the previous album, Songs in the Key of Sprin...
In graph theory, the Lovász number of a graph is a real number that is an upper bound on the Shannon capacity of the graph. It is also known as Lovász theta function and is commonly denoted by ϑ ( G ) {\displaystyle \vartheta (G)} , using a script form of the Greek letter theta to contrast with the upright theta used for Shannon capacity. This quantity was first introduced by László Lovász in his 1979 paper On the Shannon Capacity of a Graph.[1] Accurate numerical approxim...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!