2012 European Grand Prix
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Neighborhood statistical area in Baltimore, Maryland, United StatesCallaway-Garrisonneighborhood statistical areaCallaway-GarrisonCoordinates: 39°19′57″N 76°40′46″W / 39.33250°N 76.67944°W / 39.33250; -76.67944CountryUnited StatesStateMarylandCityBaltimoreArea • Total.238 sq mi (0.62 km2) • Land.238 sq mi (0.62 km2) [1]Population (2009) • Total1,926 • Density8,10...
关塔那摩湾拘押中心地址 古巴關塔那摩灣海軍基地坐標19°54′03″N 75°05′59″W / 19.90083°N 75.09972°W / 19.90083; -75.09972坐标:19°54′03″N 75°05′59″W / 19.90083°N 75.09972°W / 19.90083; -75.09972狀態运作中囚犯数量30启用时间2002年1月11日,21年前(2002-01-11)管理机关美國海軍 關塔那摩灣拘留營的監視塔 三角洲營地入口 監獄的囚犯 关塔
Kaart met Sloveense autosnelwegen De A1 en de A3 Slovenië heeft een klein aantal autosnelwegen. De belangrijkste snelwegen zijn de A1, die vanaf de grens met Oostenrijk bij Šentilj tot aan de kustplaats Koper loopt en de A2 die vanaf de Karawankentunnel via Ljubljana naar de Kroatische grens bij Novo mesto loopt. De maximumsnelheid op de Sloveense autosnelwegen bedraagt 130 km/h. Sinds 1 juli 2008 is er een speciaal wegenvignet ingevoerd. Het voeren van dit vignet is verplicht voor motorfie...
Landkreis Osterode ist eine Weiterleitung auf diesen Artikel. Zu dem ehemaligen Landkreis in Ostpreußen siehe Landkreis Osterode in Ostpreußen. Wappen Deutschlandkarte 51.6810.37Koordinaten: 51° 41′ N, 10° 22′ O Basisdaten (Stand 2016) Bestandszeitraum: 1885–2016 Bundesland: Niedersachsen Verwaltungssitz: Osterode am Harz Fläche: 636,02 km2 Einwohner: 73.885 (31. Dez. 2015) Bevölkerungsdichte: 116 Einwohner je km2 Kfz-Kennzeichen: OHA Kreisschl
Bupati ManggaraiLambang Kabupaten ManggaraiPetahanaHerybertus G. L. Nabitsejak 26 Februari 2021KediamanKantor Bupati ManggaraiMasa jabatan5 tahunDibentuk1960Pejabat pertamaCharolus HamboerSitus webmanggaraikab.go.id Berikut merupakan Daftar Bupati Manggarai dari masa ke masa. No. Potret Nama (masa hidup) Mulai menjabat Selesai menjabat Prd. Jabatan Sebelumnya Wakil Bupati Ket. sebelum dilakukan pemilihan dan pengangkatan bupati definitif, Constantinus Ngambut yang sebelumnya menjabat Kep...
Bagian dari seri tentang Pandangan Kristen Kristus Kristologi Nama dan Gelar Riwayat Hidup Injil Keselarasan Injil Petilasan Beribunda Perawan Kelahiran Pembaptisan Karya Pelayanan Khotbah di Bukit Mukjizat Perumpamaan Penistaan Penyaliban Penguburan Kebangkitan Kenaikan Ketaatan Bersemayam di Surga Perantaraan Kedatangan Ke-2 Relikui Isa (Pandangan Islam) Almasih Injil Maryam Hawariyun Wafat Almahdi Hari Kiamat Pusara Latar Belakang Latar Belakang Perjanjian Baru Bahasa Tutur Yesus Ras Yesus...
معهد ماكس بلانك للفيزياء الفلكيةMax-Planck-Institut für Astrophysik (بالألمانية) معلومات عامةنوع المبنى مختبر المنطقة الإدارية غارشينغ باي مونشن[1] البلد ألمانيا الإدارة جمعية ماكس بلانك التفاصيل التقنيةيضم Astrobibliothek der Max-Planck-Institute für Astrophysik and extraterrestrische Physik (de) معلومات أخرىمواقع الو
DistantLogo filmSutradara Will SpeckJosh Gordon Produser Brian Kavanaugh-Jones Fred Berger Anna Halberg Kevin Vafi Ditulis oleh Spenser Cohen Pemeran Anthony Ramos Naomi Scott Kristofer Hivju Zachary Quinto Penata musikSteven PriceSinematograferJeff CutterPerusahaanproduksi DreamWorks Pictures Amblin Entertainment Automatik Entertainment Six Foot Turkey Productions DistributorUniversal PicturesTanggal rilis 11 Maret 2022 (2022-03-11) (Amerika Serikat) Negara Amerika Serika...
n {\displaystyle n} n ! {\displaystyle n!} 0 1 1 1 2 2 3 6 4 24 5 120 6 720 7 5 040 8 40 320 9 362 880 10 3 628 800 11 39 916 800 12 479 001 600 13 6 227 020 800 14 87 178 291 200 15 1 307 674 368 000 16 20 922 789 888 000 17 355 687 428 096 000 18 6 402 373 705 728 000 19 121 645 100 408 832 000 20 2 432 902 008 176 640 000 De faculteit van een natuurlijk getal n {\displaystyle n} , genoteerd als n ! {\displaystyle n!} (n faculteit), is het product van de getallen 1 {\displaystyle 1} tot en ...
Alida ValliValli pada tahun 1947LahirAlida Maria Laura, Freiin Altenburger von Marckenstein-Frauenberg(1921-05-31)31 Mei 1921Pola, ItalyMeninggal22 April 2006(2006-04-22) (umur 84)Rome, ItalyNama lainValliPekerjaanActress, SingerTahun aktif1936–2002Suami/istriOscar de Mejo (m. 1944; c. 1952)Giancarlo Zagni (m. 196?; div. 1970)Anak2, termasuk Carlo De MejoTanda tangan Alida Valli (31 Mei 1921-22 April 2006) merupakan seorang ...
Budi SuwantoDirektur Umum PussenarmedPetahanaMulai menjabat 29 November 2023PendahuluBudi Eko MulyonoKapok Sahli DanpusteradMasa jabatan29 Maret 2023 – 29 November 2023PendahuluOpan SopandiPenggantiAnan Nurakhman Informasi pribadiLahir0 Februari 1971 (umur 52)IndonesiaAlma materAkademi Militer (1993)Karier militerPihak IndonesiaDinas/cabang TNI Angkatan DaratMasa dinas1993—sekarangPangkat Brigadir Jenderal TNINRP11930087350271SatuanArtileri MedanSunting kotak i...
ChoerryLagu oleh LoonaDirilis28 Juli 2017GenrePopDurasi7:26LabelBlockberry CreativeVlending CorporationSampul alternatifVideo musikLove Cherry Motion di YouTube Choerry (juga dikenal sebagai JinSoul & Choerry) adalah singel kedelapan dari proyek pra-debut girl grup Korea Selatan Loona. Singel ini dirilis secara digital pada 28 Juli dan secara fisik pada 31 Juli 2017 oleh Blockberry Creative dan didistribusikan oleh Vlending Corporation.[1] Ini memperkenalkan anggota Choerry dan be...
American football player (born 1984) This article uses bare URLs, which are uninformative and vulnerable to link rot. Please consider converting them to full citations to ensure the article remains verifiable and maintains a consistent citation style. Several templates and tools are available to assist in formatting, such as reFill (documentation) and Citation bot (documentation). (September 2022) (Learn how and when to remove this template message) American football player Chris HoustonHoust...
Study of propagation of cracks in materials This article is about predicting fracture. For the science of fractures, see Fracture. For other uses, see Fracture (disambiguation). The loads at a crack tip can be reduced to a combination of three independent stress intensity factors. Part of a series onContinuum mechanics J = − D d φ d x {\displaystyle J=-D{\frac {d\varphi }{dx}}} Fick's laws of diffusion Laws Conservations Mass Momentum Energy Inequalities Clausius–Duhem (entrop...
Comic book series Captain America: WhiteCover of the collected editionPublication informationPublisherMarvel ComicsScheduleIrregularFormatLimited seriesGenre Superhero Publication dateJuly 2008; September – December 2015No. of issues6Main character(s)Captain AmericaBucky BarnesCreative teamWritten byJeph LoebArtist(s)Tim SaleLetterer(s)Richard StarkingsComicraftColorist(s)Dave StewartEditor(s)Richard StarkingsJon MoisanMark PanicciaCollected editionsCaptain America: White — Deluxe Hardcov...
Japanese baseball player and manager Baseball player Yukio NishimotoNishimoto in 1955First baseman/ManagerBorn: (1920-04-25)25 April 1920Wakayama, Wakayama, JapanDied: 25 November 2011(2011-11-25) (aged 91)Takarazuka, Hyōgo, JapanBatted: LeftThrew: Leftdebut1950Last appearance1955 TeamsAs Player Mainichi Orions (1950–1955) As Manager Mainichi / Daimai Orions (1954–1960) Hankyu Braves (1962–1973) Kintetsu Buffaloes (1974–1981) Member of the Japanese Baseball Hall of Fame Inductio...
1891 play by Frank Wedekind Not to be confused with Spring Awakening (musical) or Spring Awakening Music Festival. Spring AwakeningA Children's TragedyFirst edition 1891Written byFrank WedekindDate premiered20 November 1906 (1906-11-20)Place premieredDeutsches Theater, BerlinOriginal languageGermanSubjectComing of age, sexual awakeningSettingProvincial German town, 1890–1894 Spring Awakening (German: Frühlings Erwachen) (also translated as Spring's Awakening and The Awakenin...
Ruling dynasty of Morocco since 1631 This article is about the current Moroccan royal family. For the descendants of Ali ibn Abi Talib, see Alids. For the former ruling dynasty of Egypt and Sudan, see Muhammad Ali dynasty. For the sect of Shia Islam, see Alawites. 'Alawi dynastyسلالة العلويين الفيلاليينParent houseBanu HassanCountry MoroccoFounded1631; 392 years ago (1631)FounderSharif bin Ali (died 1659)Current headMohammed VITitlesSultan of Tafi...
For the federal constituency represented in the Dewan Rakyat, see Keningau (federal constituency). For the language, see Keningau Murut language. Town and district capital in Sabah, MalaysiaKeningau Pekan KeningauTown and district capitalKeningau town centre.Coordinates: 5°20′00″N 116°10′00″E / 5.33333°N 116.16667°E / 5.33333; 116.16667Country MalaysiaState SabahDivisionInteriorDistrictKeningauMunicipality1 January 2022Government • Typ...
Copy of a directed graph with redundant edges removed In the mathematical field of graph theory, a transitive reduction of a directed graph D is another directed graph with the same vertices and as few edges as possible, such that for all pairs of vertices v, w a (directed) path from v to w in D exists if and only if such a path exists in the reduction. Transitive reductions were introduced by Aho, Garey & Ullman (1972), who provided tight bounds on the computational complexity of constru...