Hobro Sogn
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امازر تقسيم إداري البلد المغرب الجهة مراكش آسفي الإقليم الحوز الدائرة تحناوت الجماعة القروية ستي فاطمة المشيخة أماسين السكان التعداد السكاني 369 نسمة (إحصاء 2004) • عدد الأسر 58 معلومات أخرى التوقيت ت ع م±00:00 (توقيت قياسي)[1]، وت ع م+01:00 (توقيت صيفي)[1] تعديل مص
Château de Montigny-le-Gannelon Château de Montigny-le-Gannelon, façade Est. Période ou style Renaissance Début construction 1495 Protection Inscrit MH (1927) (château) Inscrit MH (1993) (manège)[1] Coordonnées 48° 00′ 45″ nord, 1° 14′ 06″ est Pays France Région Centre-Val de Loire Département Eure-et-Loir Commune Montigny-le-Gannelon Site web domainedemontigny.com modifier Le château de Montigny-le-Gannelon est situé à Mon...
Mesokristensenia é um género extinto da traça da família Mesokristenseniidae. Ela existia no que é hoje a China durante o período Jurássico médio.[1] Foi nomeado por Huang Diying, André Nel e Joël Minet em 2010, e a espécie tipo é Mesokristensenia latipenna.[2] Um total de 20 mariposas foram coletadas da Formação Jiulongshan do Leste Médio Jurássico no Nordeste da China com o objetivo de estudar todas essas espécies de Lepidópteros.[3][4] Referências ↑ David Frayer (ed.)....
العلاقات الأوزبكستانية الأوغندية أوزبكستان أوغندا أوزبكستان أوغندا تعديل مصدري - تعديل العلاقات الأوزبكستانية الأوغندية هي العلاقات الثنائية التي تجمع بين أوزبكستان وأوغندا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدول
HutadaaDesaNegara IndonesiaProvinsiGorontaloKabupatenGorontaloKecamatanTalaga JayaKode pos96181Kode Kemendagri75.01.22.2001 Luas-Jumlah penduduk-Kepadatan- Kantor Desa Hutadaa, Kec. Talaga Jaya Hutadaa adalah salah satu desa di Kecamatan Talaga Jaya, Kabupaten Gorontalo, Gorontalo, Indonesia. Pranala luar (Indonesia) Keputusan Menteri Dalam Negeri Nomor 050-145 Tahun 2022 tentang Pemberian dan Pemutakhiran Kode, Data Wilayah Administrasi Pemerintahan, dan Pulau tahun 2021 (Indonesia) Per...
1993 American filmThe Judas ProjectTheatrical release posterDirected byJames H. BardenWritten byJames H. BardenProduced byJames H. BardenStarring John O'Banion Ramy Zada Richard Herd Gerald Gordon Jeff Corey Edited byNoreen Zepp-LindenMusic byJames H. BardenProductioncompanyJudas ProjectDistributed byGoodTimes Entertainment, R.S. EntertainmentRelease dateFebruary 19, 1993 (USA)Running time97 minutes [1]CountryUnited StatesLanguageEnglishBox office$2,932,790 [2] The Judas Proje...
Novel by Edgar Rice Burroughs For the 1999 erotic film, see The Man-Eater (film). The Man-Eater Cover art from first editionAuthorEdgar Rice BurroughsCountryUnited StatesLanguageEnglishGenreAdventurePublisherFantasy PressPublication date1955Media typePrint (Paperback) The Man-Eater is a short adventure novel by American writer Edgar Rice Burroughs, written in May 1915, originally as a movie treatment. His working title for the piece was Ben, King of Beasts.[1] The Man-Eater is on...
2015 studio album by Fred FrithField Days (The Amanda Loops)Studio album by Fred FrithReleasedNovember 2015 (2015-11)Recorded2011StudioGuerilla Recordings, Oakland, CaliforniaGenreExperimental musicLength38:44LabelFred (UK)ProducerFred FrithFred Frith chronology Angels on the Edge of Time(2015) Field Days (The Amanda Loops)(2015) Propaganda(2015) Music for Dance series chronology Nowhere, Sideshow, Thin Air(2009) Field Days (The Amanda Loops)(2015) Propaganda(2015) Field Day...
Ню-метал Направление Альтернативный метал Истоки Рэп-метал, Фанк-метал, Индастриал-метал, Грув-метал, Трэш-метал, Гранж, Хардкор-панк, Хип-хоп, Альтернативный рок, Тёрнтейблизм Время и место возникновения Начало 1990-х, США Годы расцвета Конец 1990-х и начало 2000-х Поджанры Н...
CNCO discographyCNCO in 2019 (L-R: Zabdiel, Erick Brian, Joel, Richard and Christopher)Studio albums4Live albums1EPs3Singles30Promotional singles6 Latin American boy band CNCO has released four studio albums, one live album, three extended plays, thirty singles, including eight as a featured artist, and six promotional singles. The group released their debut single Tan Fácil in January 2016, which peaked at number 23 on Billboard's Hot Latin Songs chart. Later in May, they released Quisiera,...
TIA-422 Norma TIA/EIA-422 Medio físico Par trenzado Topología de red Punto-a-punto, multi-receptor Dispositivos máximos 10 (1 emisor y 10 receptores) Distancia máxima 1,200 metros Modo de operación Diferencial velocidad de transmisión máxima 100 kbit/s @– 10 Mbit/s Niveles de voltaje −6 a +6 V (voltaje diferencial máximo) Marca (1) Voltajes negativos Espacio (0) Voltajes positivos Señales disponibles Tx+, Tx-, Rx+, Rx- (duplex completo) Tipos de conector No especificado Red ...
Jakob DubsPresiden Konfederasi Swiss Ke-16Masa jabatan1 Januari 1864 – 31 Desember 1864PendahuluConstant FornerodPenggantiKarl SchenkPresiden Konfederasi Swiss Ke-20Masa jabatan1 Januari 1868 – 31 Desember 1868PendahuluConstant FornerodPenggantiEmil WeltiPresiden Konfederasi Swiss Ke-22Masa jabatan1 Januari 1870 – 31 Desember 1870PendahuluEmil WeltiPenggantiKarl SchenkAnggota Dewan Federal SwissMasa jabatan30 Juli 1861 – 28 Mei 1872PendahuluJonas Fu...
Tandy 1000 Дата выпуска ноябрь 1984 и 1984 Процессор 8088 ОС MS-DOS Медиафайлы на Викискладе Компьютер Tandy 1000 HX, с Tandy RGB монитором, внешним 5.25 дисководом, джойстиком, и матричным принтером Tandy DMP-133. Tandy 1000 (англ. Tandy 1000) — был первым более или менее совместимым с IBM PC компьютером...
English cricketer (b.1991) Adam DibblePersonal informationFull nameAdam John DibbleBorn (1991-03-09) 9 March 1991 (age 32)Exeter, Devon, England School = St John’s SidmouthHeight6 ft 4 in (1.93 m)BattingRight-handedBowlingRight-arm medium-fastRoleBowlerRelationsJodie Dibble (sister)Domestic team information YearsTeam2008–2015Somerset (squad no. 16) FC debut11 July 2011 Somerset v NottinghamshireLast FC2 April 2015 Somerset v Durham MC...
Dukedom in the Peerage of Great Britain For the 1954 steam locomotive of the same name, see BR Standard Class 8. 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: Duke of Gloucester and Edinburgh – news · newspapers · books · scholar · JSTOR (July 2020) (Learn how and when to remove this template message) Duke...
Extrasolar planet Kepler-5bSize comparison of Kepler-5b with Jupiter.Discovery[1]Discovery date2010-01-04Detection methodTransit (Kepler Mission)Orbital characteristicsSemi-major axis0.05064 ± 0.0007 AU (7,576,000 ± 105,000 km)[2]Eccentricity0Orbital period (sidereal)3.54846 ± 0.000032[2] dInclination86.3 ± 0.6[2]StarKepler-5Physical characteristicsMean radius1.431 ± 0.048[2] RJ15.5457 R
Election in Oregon Main article: 1864 United States presidential election 1864 United States presidential election in Oregon ← 1860 November 8, 1864 1868 → Turnout34.98% of the total population 6.85 pp[1] Nominee Abraham Lincoln George B. McClellan Party National Union Democratic Home state Illinois New Jersey Running mate Andrew Johnson George H. Pendleton Electoral vote 3 0 Popular vote 9,888 8,457 Percentage 53.90% 46.10% County Resu...
Gereja Kelahiran Santa Perawan Maria, SurabayaTampak luar bangunan gereja kelsapaLokasiJalan Kepanjen No. 4-6, Kota Surabaya, Jawa Timur, IndonesiaDenominasiGereja Katolik RomaSitus webkelsapa.orgSejarahDidirikan1900DedikasiSanta Perawan MariaAdministrasiKeuskupanKeuskupan SurabayaImam yang bertugasR.P. Paulus Jauhari Atmoko C.M. Gereja Katolik Kelahiran Santa Perawan Maria merupakan salah satu gereja tua di kota Surabaya, Jawa Timur, Indonesia. Berlokasi di Jalan Kepanjen, Surabaya, bangunan...
Painting by René Magritte GolcondaArtistRené MagritteYear1953MediumOil on canvasDimensions81 cm × 100 cm (31.9 in × 39.37 in)LocationThe Menil Collection, Houston, Texas Golconda (French: Golconde) is an oil painting on canvas by Belgian surrealist René Magritte, painted in 1953. It is usually housed at the Menil Collection in Houston, Texas. The piece depicts a scene of red-roofed buildings and a mostly blue partly cloudy sky, with the air fille...
Standard infinite broom In topology, a branch of mathematics, the infinite broom is a subset of the Euclidean plane that is used as an example distinguishing various notions of connectedness. The closed infinite broom is the closure of the infinite broom, and is also referred to as the broom space.[1] Definition The infinite broom is the subset of the Euclidean plane that consists of all closed line segments joining the origin to the point (1, 1/n) as n varies over all positive intege...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!