Hesselbach (Bad Laasphe)
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Gestratz Lambang kebesaranLetak Gestratz di Lindau NegaraJermanNegara bagianBayernWilayahSchwabenKreisLindauMunicipal assoc.Röthenbach (Allgäu) Pemerintahan • MayorJohannes BuhmannLuas • Total15,07 km2 (582 sq mi)Ketinggian629 m (2,064 ft)Populasi (2013-12-31)[1] • Total1.228 • Kepadatan0,81/km2 (2,1/sq mi)Zona waktuWET/WMPET (UTC+1/+2)Kode pos88167Kode area telepon08384Pelat kendaraanLISitus webwww.g...
Amine Harit Harit bersama timnas Maroko pada tahun 2023Informasi pribadiNama lengkap Amine HaritTanggal lahir 18 Juni 1997 (umur 26)Tempat lahir Pontoise, PrancisTinggi 1,79 m (5 ft 10+1⁄2 in)Posisi bermain GelandangInformasi klubKlub saat ini MarseilleNomor 11Karier junior2003–2004 Argenteuil C.O.2004–2007 Espérance Paris2007–2008 Paris Saint-Germain2008–2011 Espérance Paris2011–2012 Red Star2012–2016 NantesKarier senior*Tahun Tim Tampil (Gol)2015–2...
Berlatih kendo di sebuah dojo. Dojo (道場code: ja is deprecated , Dōjō) adalah bangunan tempat kompetisi, pertandingan, latihan, dan belajar (keiko) untuk semua cabang seni bela diri Jepang. Dojo yang terdapat di Jepang selalu berada di bawah salah satu aliran (ryū) cabang bela diri. Nama aliran umumnya ditulis di sebuah plang. Ada dua jenis dojo: dojo untuk kelas belajar teknik, dan dojo untuk berlatih sendiri tanpa guru. Bagian paling dalam yang terjauh dari pintu masuk disebut kamiza....
العلاقات الآيسلندية الإيرانية آيسلندا إيران آيسلندا إيران تعديل مصدري - تعديل العلاقات الآيسلندية الإيرانية هي العلاقات الثنائية التي تجمع بين آيسلندا وإيران.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقار...
Cabrette player Jean Rascalou The cabrette (French: literally little goat, alternately musette) is a type of bagpipe which appeared in Auvergne, France in the 19th century, and rapidly spread to Haute-Auvergne and Aubrac. Details The cabrette comprises a chanter for playing the melody and a drone, but the latter is not necessarily functional. Though descended from earlier mouth-blown bagpipes, bellows were added to the cabrette in the mid-19th century. It is said that Joseph Faure, of Saint-M...
This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) A major contributor to this article appears to have a close connection with its subject. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. Please discuss further on the talk page. (July 2011) (Learn how and when to remove this message) This article needs additional citations for verificat...
Pour les articles homonymes, voir Zenit. Cet article est une ébauche concernant la presse écrite et le catholicisme. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. ZenitHistoireFondation 1997CadreType Maison d'édition, agence de presseSiège AlpharettaPays États-UnisOrganisationFondateur Jesús Colina (en)Site web (en) www.zenit.orgmodifier - modifier le code - modifier Wikidata Zenit est une age...
نمط الفشل وتحليل الآثار (بالإنجليزية: Failure mode and effects analysis) اختصاراً FMEA يعد واحداً من أوائل الأدوات المنهجية المستخدمة من أجل تحليل الإخفاق. طوّرت هذه الأداة من قبل مهندسي الوثوقية في خمسينيات القرن العشرين لدراسة المشاكل التي يمكن أن تنشأ من التصنيع الخاطئ في المجال العس�...
تفجير إب المعلومات الموقع المركز الثقافي، إب، اليمن التاريخ 31 ديسمبر 2014 نوع الهجوم تفجير انتحاري الخسائر الوفيات +49 الإصابات 70 منفذون محتملون جماعة أنصار الشريعة تعديل مصدري - تعديل تفجير إب 2014 أو تفجير المركز الثقافي بإب هي تفجير انتحاري في مبنى المركز الثقافي حد�...
Skadron Udara 8Lanud Atang SendjajaLambang Skadud 8Dibentuk25 Mei 1965Negara IndonesiaCabang TNI Angkatan UdaraTipe unitSatuan HelikopterBagian dariWing Udara 4MarkasLanud Atang SanjayaMoto“Cipta Sila Sancaya Dharma”MaskotGajah TerbangUlang tahun25 MeiAlutsistaSA-330 Puma, EC-725 CaracalSitus webwww.tniau.mil.id Skadron Udara 8 disingkat (Skadud 8) adalah Skadron Udara Helikopter dibawah Komando Wing Udara 4, Lanud Atang Sendjaja, Kabupaten Bogor, Jawa Barat.[1] Skadron 8 dibentuk...
Hamlet in County Londonderry, Northern Ireland PlaceLargyhamlet, townlandCoordinates: 54°59′46″N 6°56′35″W / 54.996°N 6.943°W / 54.996; -6.943 Largy (from Irish Leargaidh, meaning 'hillside')[1] is a small hamlet and townland in County Londonderry, Northern Ireland. It is 5 km south of Limavady, beside the B192 Limavady to Dungiven road. In 1991, its population was 90 but in the 2001 Census this had risen to 144. It is situated within Causeway ...
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: Joe Flynn American actor – news · newspapers · books · scholar · JSTOR (February 2023) (Learn how and when to remove this message) American actor (1924–1974) Joe FlynnFlynn as Capt. Binghamton on McHale's Navy in 1963BornJoseph Anthony Flynn III(1924-11-...
American actress, entrepreneur and singer Daniella MonetMonet in 2019BornDaniella Monet Zuvic (1989-03-01) March 1, 1989 (age 35)West Hills, California, U.S.OccupationsActressentrepreneursingertelevision personalityYears active1997–presentSpouse Andrew Gardner (m. 2022)Children2 Daniella Monet Gardner (née Zuvic; born March 1, 1989[1]) is an American actress, entrepreneur, singer and television personality. Her early roles include Megan Klei...
1990 local election in England1990 Southwark London Borough Council election ← 1986 May 3, 1990 (1990-05-03) 1994 → All 64 seats up for election to Southwark London Borough Council33 seats needed for a majorityRegistered171,625[1]Turnout69,572, 40.54%[1] First party Second party Third party Party Labour Liberal Democrats Conservative Seats before 43 15 6 Seats won 37 21[n 1] 6 Seat change 3 5 1 Popular...
Mirror with a curved reflecting surface Reflections in a convex mirror. The photographer is seen reflected at top right A curved mirror is a mirror with a curved reflecting surface. The surface may be either convex (bulging outward) or concave (recessed inward). Most curved mirrors have surfaces that are shaped like part of a sphere, but other shapes are sometimes used in optical devices. The most common non-spherical type are parabolic reflectors, found in optical devices such as reflecting ...
Pemilihan Umum Bupati Buru 20172011202415 Februari 2017[1]Kehadiran pemilih75,90%Kandidat Berkas:RamlyUmasugi-RegentofBuru.jpeg Calon Ramly Bakir Partai Partai Golongan Karya PPP Pendamping Amus Amrullah Suara rakyat 41.732 suara 28.981 suara Persentase 59,02% 40,98% Peta persebaran suara Lokasi Kabupaten Buru di Provinsi Maluku Bupati petahanaUmasugi Partai Golongan Karya Bupati terpilih Umasugi Partai Hati Golongan Karya Pemilihan umum Bupati Buru 2017 (selanjutnya dise...
Spanish audiovisual producer and television executive José Manuel LorenzoLorenzo in 2015BornJosé Manuel Lorenzo Torres (1959-05-29) 29 May 1959 (age 65)Pontevedra, SpainOccupationsFilm producertelevision producertelevision executiveSpouseOlga AndrinoChildren2RelativesFrancis Lorenzo (brother) José Manuel Lorenzo Torres (born 29 May 1959) is a Spanish audiovisual producer and television executive. Life and career José Manuel Lorenzo Torres[1] was born on 29 May 1959 in Ponteve...
Physicians who write on non-medical topics Physician writers are physicians who write creatively in fields outside their practice of medicine. The following is a partial list of physician-writers by historic epoch or century in which the author was born, arranged in alphabetical order. Antiquity Saint Luke Ctesias (5th century BCE) Greek historian St. Luke (1st century CE) Christian apostle Middle Ages Avicenna (980–1037) early contributor to medical, philosophical and Islamic literature Al...
鷹司家 鷹司牡丹(たかつかさぼたん)本姓 藤原北家近衛流支流家祖 鷹司兼平種別 公家(摂家)華族(公爵)出身地 山城国京都主な根拠地 山城国著名な人物 鷹司兼平鷹司輔平鷹司平通鷹司孝子鷹司信子鷹司政通鷹司信平(松平信平)支流、分家 鷹司氏(武家)鷹司松平家(吉井家)(武家・子爵)鷹司信熙家(男爵)高津氏?[1]凡例 / Category:日本の氏族 鷹司家...
Représentation des nombres irrationnels selon la répartition des réels en nombres rationnels, constructibles, algébriques et transcendants. Cliquez sur un des nombres du schéma pour plus d'informations concernant l'élément choisi. (Image source) v · d · m Un nombre rationnel est, en mathématiques, un nombre qui peut s'exprimer comme le quotient de deux entiers relatifs. On peut ainsi écrire les nombres rationnels sous forme de fractions notées de la façon sui...