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Daniel BendannDaniel Bendann c. 1910Born1836GermanyDiedDecember 6, 1914Baltimore, MarylandOccupationPhotographerKnown forBendann Brothers Backgrounds Daniel Bendann (1836 - December 6, 1914) along with his brother David Bendann were American Civil War Era photographers known for their elegant photographic backgrounds.[1] Daniel founded their gallery, Bendann Brothers, in 1859 and it remains in the family as of 2019, considered Baltimore's oldest gallery.[1][2][...

Historic building in Houston, Texas, U.S. United States historic placePalace HotelU.S. National Register of Historic Places The building's exterior in 2012Show map of Houston DowntownShow map of TexasShow map of the United StatesLocation216 La Branch, Houston, TexasCoordinates29°45′44″N 95°21′24″W / 29.76222°N 95.35667°W / 29.76222; -95.35667Arealess than one acreBuilt1903 (1903)ArchitectOlle LorehnArchitectural styleRomanesqueNRHP reference&...

Esta página cita fontes, mas que não cobrem todo o conteúdo. Ajude a inserir referências. Conteúdo não verificável pode ser removido.—Encontre fontes: ABW  • CAPES  • Google (N • L • A) (Novembro de 2010) José Carvallo Informações pessoais Nome completo José Aurelio Carvallo Alonso Data de nascimento 1 de março de 1986 (37 anos) Local de nascimento Lima,  Peru Altura 1,82 m Pé Destro Informações prof...

American actor (born 1992) This article is about the American actor. For the politician, see Ezra Miller (politician). Ezra MillerMiller at 2017 San Diego Comic ConBornEzra Matthew Miller (1992-09-30) September 30, 1992 (age 31)Wyckoff, New Jersey, U.S.OccupationActorYears active2007–present Ezra Matthew Miller (born September 30, 1992) is an American actor. Their[a] feature film debut was in Afterschool (2008), which they followed by starring in the dramas We Need to Talk...

Опис файлу Опис Літня людина 80-ти років стоїть на голові без допомоги рук, Голлівуд Джерело Власна робота Час створення 15 лютого 2017 Автор зображення Shustov Ліцензія див. нижче Ліцензування Увага: це зображення не може бути завантажене до Wikimedia Commons. Через значно суворішу пол�...

Somme daftar departemen di Perancis Dinamakan berdasarkanRiver Somme (en) Tempat Negara berdaulatPrancisPembagian administratif PrancisPerancis MetropolitanRegion di PrancisHauts-de-France NegaraPrancis Ibu kotaAmiens Pembagian administratifarrondissement of Abbeville (en) arrondissement of Amiens (en) arrondissement of Montdidier (en) arrondissement of Péronne (en) Chépy Ramburelles PendudukTotal568.748  (2020 )GeografiLuas wilayah6.170 km² [convert: unit tak dikenal]Titik terti...

For other locations with the same name, see Pallippuram. Village in Kerala, IndiaPallippuram Palliport (Paliporte)VillagePallippuramLocation in Kerala, IndiaCoordinates: 10°09′40″N 76°11′13″E / 10.161°N 76.187°E / 10.161; 76.187Country IndiaStateKeralaDistrictErnakulamGovernment • BodyPallipuramLanguages • OfficialMalayalam, EnglishTime zoneUTC+5:30 (IST)Telephone code0484Vehicle registrationKL-42Nearest cityKochiconstituencyVyp...

2014 live album by LCD SoundsystemThe Long Goodbye: LCD Soundsystem Live at Madison Square GardenLive album by LCD SoundsystemReleasedApril 19, 2014 (2014-04-19)RecordedApril 2, 2011VenueMadison Square Garden (Manhattan, New York)Genre Dance-punk electronic rock electronica alternative dance post-punk revival indie rock progressive rock disco funk Length188:00Label DFA Warner Bros. Parlophone ProducerJames MurphyLCD Soundsystem chronology London Sessions(2010) The Long ...

العلاقات البنمية الليختنشتانية بنما ليختنشتاين   بنما   ليختنشتاين تعديل مصدري - تعديل   العلاقات البنمية الليختنشتانية هي العلاقات الثنائية التي تجمع بين بنما وليختنشتاين.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وج...

Species of butterfly Araschnia davidis Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Lepidoptera Family: Nymphalidae Genus: Araschnia Species: A. davidis Binomial name Araschnia davidisPoujade, 1885 [1] Araschnia davidis is a butterfly found in the Palearctic that belongs to the browns family. It is endemic to Tibet, West and Central China. Description from Seitz For a key to the terms used, see Glossary of entomology terms...

Para el sistema de interconexión de señales de audio, véase Caja DI. Motor V8 FSI de un Audi R8. En los motores de gasolina o diésel,[1]​[2]​ se dice que el sistema es de inyección directa cuando el combustible se introduce directamente en la cámara de combustión. En el caso del mercado automotor, se suele indicar erróneamente al Mercedes-Benz 300 SL (cuya versión comercial se presentó en 1954) como el primer modelo producido en serie en incorporar un motor de gasolina c...

Divizia Națională 1997-1998 Competizione Divizia Națională Sport Calcio Edizione 7ª Organizzatore FMF Date dal 9 agosto 1997al 14 giugno 1998 Luogo  Moldavia Partecipanti 14 Risultati Vincitore Zimbru Chișinău(6º titolo) Retrocessioni Locomotiva BasarabeascaSperanța NisporeniCSA Victoria CahulFotbal Club Dinamo BenderStimold MIF Chișinău Cronologia della competizione 1996-1997 1998-1999 Manuale La Divizia Națională 1997-1998 è stata la settima edizione della massima...

Landform in Sweden and Norway Rauks (rauks) at Fårö Island, east of mainland Sweden A rauk is a column-like landform in Sweden, often equivalent to a stack. Rauks often occur in groups called raukfält or rauk fields. The limestone rauks of Gotland in the Baltic Sea are among the best known examples. Sweden Rauks are common on the island of Gotland, Sweden and on the smaller islands belonging to Gotland County.[1] Fårö island in Gotland, is particularly rich in rauks.[2] W...

University in Tunisia University of CarthageUniversité de Carthageجامعة قرطاجFormer namesCarthage 7 November UniversityTypePublicEstablished1988Administrative staffNadia Mzoughi Aguir, Mme le PrésidentStudents48,634LocationTunis, TunisiaAffiliationsUNIMEDWebsitewww.ucar.rnu.tn/ The University of Carthage (French: Université de Carthage, Arabic: جامعة قرطاج) is a university located in Tunis, Tunisia, and was founded in 1988. Organization University of Carthage is formed ...

Borough in Pennsylvania, United StatesCollingdale, PennsylvaniaBoroughCollingdale Public LibraryLocation in Delaware County and the U.S. state of PennsylvaniaCollingdaleLocation in PennsylvaniaShow map of PennsylvaniaCollingdaleLocation in the United StatesShow map of the United StatesCoordinates: 39°54′50″N 75°16′43″W / 39.91389°N 75.27861°W / 39.91389; -75.27861CountryUnited StatesStatePennsylvaniaCountyDelawareGovernment • MayorDonna Matteo-S...

الخطوط الجوية الإثيوبية الرحلة 702 ET-AMT (الطائرة التي تم إختطافها) في مطار باريس شارل دو غول الدولي في فرنسا بتاريخ 18 يناير 2011 ملخص الحادث التاريخ 17 فبراير 2014 نوع الحادث اختطاف من قبل مساعد الطيار الموقع اختطفت فوق  السودان تم الهبوط في مطار جنيف الدولي  سويسرا الركاب 193 &#...

若非特別註明，本條目所有時間皆為東八區標準時間（UTC+8）。 2023年槟城州选举 ← 2018 2023年8月12日 (2023-08-12) 2028年或更早 → ← 離任議員   多數黨 少數黨   领袖 曹观友慕沙 刘华才 政党 民主行动党马来民族统一机构 马来西亚民政运动党 政党联盟 希望联盟国民阵线 政党 民主行动党 人民公正党 国家诚信党 马来民族统一机构 国民联盟 政党 �...

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: Membrane structure – news · newspapers · books · scholar · JSTOR (March 2013) (Learn how and when to remove this template message) The Water Cube in Beijing Membrane structures are spatial structures made out of tensioned membranes. The structural use of membra...

Youssef El-Arabi El-Arabi nel 2019 Nazionalità  Marocco Altezza 183 cm Peso 70 kg Calcio Ruolo Attaccante Squadra  Olympiakos Carriera Giovanili 2004-2007 Mondeville2007-2009 Caen Squadre di club1 2008-2011 Caen75 (28)2011-2012 Al-Hilal21 (12)2012-2016 Granada130 (44)2016-2019 Al-Duhail60 (76)2019- Olympiakos118 (59)[1] Nazionale 2010- Marocco47 (16) 1 I due numeri indicano le presenze e le reti segnate, per le sole partite di campionato....

Kuantifikasi semestaJenisKuantorCabangLogika matematikaPernyataan ∀ x P ( x ) {\displaystyle \forall xP(x)} adalah benar ketika P ( x ) {\displaystyle P(x)} adalah benar untuk semua nilai dari x {\displaystyle x} .Pernyataan dalam bentuk simbol ∀ x P ( x ) {\displaystyle \forall xP(x)} Dalam logika matematika, kuantifikasi semesta atau kuantifikasi universal adalah jenis kuantifikasi yang dapat diartikan sebagai untuk semua atau untuk setiap. Kuantifikasi semesta menyatakan bahw...