Www
|
Read other articles:
Kirche der Brüdergemeine (2010) Die Kirche der Brüdergemeine (auch Kirche der Brüderunität) ist ein Kirchengebäude der evangelischen Herrnhuter Brüdergemeine in der Kleinstadt Niesky im Landkreis Görlitz in Sachsen. Es befindet sich im Stadtzentrum von Niesky am westlichen Ende des Zinzendorfplatzes. Das Gebäude steht aufgrund seiner bau- und ortsgeschichtlichen Bedeutung unter Denkmalschutz. Inhaltsverzeichnis 1 Architektur und Geschichte 2 Literatur 3 Weblinks 4 Einzelnachweise Arch...
Coordenadas: 55° 45' 33 N, 37° 37' 38 E Lubianka Estação LubiankaPlataforma de embarque. Uso atual Estação de metropolitano Administração GOuP Moskovski Metropoliten Linhas Socolhnitcheskaia Informações históricas Inauguração 15 de maio de 1935 (88 anos) Localização Localização Metro de Moscovo Lubianka (em russo: Лубя́нка) é uma das estações da linha Socolhnitcheskaia (Linha 1) do Metro de Moscovo, na Rússia.[1] Estação «Lubianka» está localiza...
2003 film Where Is Madame Catherine?Directed byMarc RechaWritten byMarc RechaNadine LamariMireia VidalProduced byLuis MiñarroStarringDominique MarcasCinematographyHelene louvartEdited byErnest BlasiRelease date 5 September 2003 (2003-09-05) Running time130 minutesCountries France Spain LanguagesFrenchCatalan Where Is Madame Catherine? (Catalan: Les mans buides, Spanish: Las manos vacías, French: Les mains vides) is a 2003 French-Spanish comedy film directed by Marc Recha. It ...
爱荷华大学The University of Iowa创办时间1847年2月25日IPEDS编码153658学校类型公立宗教背景无捐贈基金US $935,453,000[1]校长布鲁斯·哈罗德（Bruce Harrold）教师人數2,156学生人數33,334（2016年秋）[2]本科生人數24,476研究生人數8,858校址美国愛荷華城校區市区 1,900 英亩Nickname鹰眼（Hawkeyes）校隊十大联盟 NCAA一级代表色黑色与金色[3] 吉祥物Herky the Hawk隶属美國大
Film that promotes a discredited communication technique For similarly titled films, see A Test of Love (disambiguation). Annie's Coming OutDirected byGil BrealeyWritten byChris BorthwickRosemary CrossleyAnne McDonaldJohn PattersonProduced byDon MurrayCinematographyMick von BornemannEdited byLindsay FrazerMusic bySimon WalkerProductioncompanyFilm AustraliaDistributed byHoyts (Australia)Umbrella EntertainmentUniversal (US)Release dates 27 September 1984 (1984-09-27) (Austral...
Hadits-Hadits yang dianggap memiliki kebencian terhadap perempuan. Hadits-Hadits Misoginis Al-Jami'ush Shahih adalah salah satu karya besar Imam Bukhari dalam bidang hadits yang disinyalir memuat beberapa hadits misoginis Berikut beberapa hadits Nabi Saw. yang disinyalir mengandung (pemahaman) misogini: Perempuan adalah mayoritas penghuni neraka disebabkan banyak melaknat dan mengingkari kebaikan suaminya dan bahwa mereka adalah makhluk yang kurang agama dan akal Dari Abu Sa'id Al-Khudri ia b...
Untuk konsultan bisnis India-Amerika, lihat Ram Charan (konsultan). Ram CharanLahirKonidela Ram Charan Teja27 Maret 1985 (umur 38)[1]Madras, Tamil Nadu, India.[2](sekarang Chennai)Tempat tinggalFilm Nagar, Hyderabad, Telangana, IndiaPekerjaanAktorProduser orang penting Maa TV wirausahawanTahun aktif2007–sekarangSuami/istriUpasana Kamineni(Apollo)(m.2012–sekarang)Orang tuaChiranjeeviSurekha KonidelaKerabatPawan Kalyan(paman)Nagendra Babu(paman)Allu Rama Lingaiah(k...
Human settlement in EnglandWenhaston with Mells HamletChurch of St Peter, WenhastonWenhaston with Mells HamletLocation within SuffolkPopulation801 (2011 census)Civil parishWenhaston with Mells HamletDistrictEast SuffolkShire countySuffolkRegionEastCountryEnglandSovereign stateUnited Kingdom List of places UK England Suffolk 52°19′45″N 01°32′32″E / 52.32917°N 1.54222°E / 52.32917; 1.54222 Wenhaston with Mells Hamlet is a civil parish in the Ea...
Cryptographic protocols for securing data in transit Internet protocol suite Application layer BGP DHCP (v6) DNS FTP HTTP (HTTP/3) HTTPS IMAP IRC LDAP MGCP MQTT NNTP NTP OSPF POP PTP ONC/RPC RTP RTSP RIP SIP SMTP SNMP SSH Telnet TLS/SSL XMPP more... Transport layer TCP UDP DCCP SCTP RSVP QUIC more... Internet layer IP v4 v6 ICMP (v6) NDP ECN IGMP IPsec more... Link layer ARP Tunnels PPP MAC more... vte Transport Layer Security (TLS) is a cryptographic protocol designed to provide communi...
Jalur Kereta Api Enshu [1] yang menjadi latar legenda urban. Stasiun Kisaragi (Kisaragi-eki) adalah stasiun kereta api fiktif yang dikisahkan sebagai legenda urban di komunitas Internet Jepang.[1][2][3] Stasiun ini pertama kali disebutkan pada tahun 2004, ketika muncul sebagai latar untuk cerita hantu[4] yang diposting di papan buletin Internet 2ch. Dalam pengalaman tokoh utama, stasiun ini digambarkan sebagai stasiun tak berawak misterius yang tiba-tib...
Airside people mover at Hartsfield–Jackson Atlanta International Airport This article is about the underground people mover at Hartsfield–Jackson Atlanta International Airport. For the elevated people mover that serves the airport's rental car center, see ATL SkyTrain. The Plane TrainConcourse A eastbound platform in 2011OverviewLocaleHartsfield–Jackson Atlanta International AirportTerminiDomestic TerminalInternational TerminalStations8ServiceTypePeople moverRolling stock59 × Bombardie...
Марк Исаакович Дубровин Дата рождения 29 сентября 1927(1927-09-29) Место рождения Борисоглебск, Воронежская область Дата смерти 17 марта 2019(2019-03-17) (91 год) Место смерти Москва Место работы Российская академия музыки имени Гнесиных Учёная степень кандидат педагогических наук Учён...
Maison rue Jules DestréeLa façade principale vers la rue Destrée.PrésentationStyle Art nouveauArchitecte attribué à Edgard ClercxConstruction 1910LocalisationPays BelgiqueRégion Région wallonneProvince Province de HainautCommune CharleroiAdresse rue Jules Destrée, 256001 Marcinelle (Charleroi)Coordonnées 50° 23′ 53″ N, 4° 27′ 08″ ELocalisation sur la carte de CharleroiLocalisation sur la carte de Belgiquemodifier - modifier l...
Russian footballer In this name that follows Eastern Slavic naming conventions, the patronymic is Aleksandrovich and the family name is Nemovv. Pyotr Nemov Nemov with Krylia Sovetov in 2012Personal informationFull name Pyotr Aleksandrovich NemovDate of birth (1983-10-18) 18 October 1983 (age 40)Place of birth Oryol, Soviet UnionHeight 1.80 m (5 ft 11 in)Position(s) MidfielderYouth career Dynamo MoscowSenior career*Years Team Apps (Gls)2000 Dynamo-2 Moscow 23 (2)2000–...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يناير 2020) السعودية فيألعاب اسيا 2009الرمزKSAاللجنةاللجنة الأولمبية العربية السعوديةفي هانوي، فيتنامالرياضيون44 في 6 رياضاتالميدالياتالترتيب 12 ذهبية 4 فضية 3 برونزية 2 ال...
This article is about the political party in Kosovo. For a list containing active and defunct liberal parties in Egypt, see Category:Liberal parties in Egypt. Political party in Kosovo Egyptian Liberal Party Partia Liberale EgjiptianeAbbreviationPLELeaderVeton BerišaIdeologyEgyptian minority interests LiberalismSeats in the Assembly of the Republic of Kosovo0 / 120 Minority Seats reserved for the Romani, Ashkali, and Egyptians.0 / 4[1] Websitewww.ple-ks.comPolitics of KosovoPolit...
Political party in India Indian political party All India Trinamool Congress AbbreviationAITC (official) TMC (alternatives)ChairpersonMamata Banerjee(Chief Minister of West Bengal)General SecretaryAbhishek BanerjeeParliamentary ChairpersonSudip BandyopadhyayLok Sabha LeaderSudip BandyopadhyayRajya Sabha LeaderDerek O' BrienFounderMamata BanerjeeFounded1 January 1998 (25 years ago) (1998-01-01)Split fromIndian National CongressHeadquarters30B Harish Chatt...
Questa voce sull'argomento contee dello stato di Washington è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Contea di FerryconteaLocalizzazioneStato Stati Uniti Stato federato Washington AmministrazioneCapoluogoRepublic Data di istituzione21 febbraio 1899 TerritorioCoordinatedel capoluogo48°28′12″N 118°30′36″W / 48.47°N 118.51°W48.47; -118.51 (Contea di Ferry)Coordinate: 48°28′12″N 118°30′36″W /...
Wii Speak — микрофон для игровой консоли Nintendo Wii. Wii Speak подключается по протоколу USB. Устройство может быть помещено около экрана, что позволяет использовать голосовой чат, находясь в любом углу комнаты. Микрофон имеет индикатор, чтобы указать когда микрофон включён - выключе...
Knot that is not equivalent to its mirror image In the mathematical field of knot theory, a chiral knot is a knot that is not equivalent to its mirror image (when identical while reversed). An oriented knot that is equivalent to its mirror image is an amphicheiral knot, also called an achiral knot. The chirality of a knot is a knot invariant. A knot's chirality can be further classified depending on whether or not it is invertible. There are only five knot symmetry types, indicated by chirali...