Bezirksmuseum Innere Stadt

Eingang des Bezirkmuseums im Hof des Alten Rathauses

Das Bezirksmuseum Innere Stadt ist das Bezirks- und Heimatmuseum des 1. Wiener Gemeindebezirks Innere Stadt.

Das relativ kleine Museum (ein Vorraum und zwei Schauräume) ist im Alten Rathaus an der Wipplingerstraße 8 untergebracht. Als Initiatoren der Gründung des Museumsvereins im Jahr 1972 werden der damalige Bezirksvorsteher Heinrich A. Heinz und der Kustos des Schottenstiftes und langjährige Museumsleiter Robert Mucnjak genannt.[1] Zunächst diente die ehemalige Registratur im Alten Rathaus als Schau- und Arbeitsraum, dann kam es 1985 zum Umzug in eine ehemalige Bäckerei. 2005 kam es zu einem erneuten Umzug.

Das Museum zeigt unter anderem Funde aus der Römerzeit, eine Sammlung von Alt-Wiener Stichen und Aquarellen und im zweiten Schauraum Ausstellungsstücke ab dem Jahr 1848 bis zur Gegenwart, darunter 99 Fächer der Erzherzogin Valerie. Das Museum verfügt auch über eine Bibliothek mit ca. 1000 Bänden mit Schwerpunkt zur Stadtgeschichte[2] und ein umfangreiches Archiv. Besonders hervorzuheben ist die Sammlung Zabusch mit ihrer historischen Häuserkartei der Wiener Innenstadt.[3]

Das Museum ist zugänglich durch den linken Innenhof des Alten Rathauses (Museumshof).

Einzelnachweise

  1. Bezirksmuseum Innere Stadt im Wien Geschichte Wiki der Stadt Wien
  2. Museumsbibliothek. Abgerufen am 20. März 2018.
  3. Sammlung Zabusch. Abgerufen am 20. März 2018.

Koordinaten: 48° 12′ 43″ N, 16° 22′ 15″ O

Read other articles:

Johann Berg Gudmundsson Informasi pribadiTanggal lahir 27 Oktober 1990 (umur 33)Tempat lahir Reykjavík, IslandiaTinggi 1,86 m (6 ft 1 in)Posisi bermain GelandangInformasi klubKlub saat ini BurnleyNomor 25Karier junior2005 Breiðablik2006 Chelsea2006–2007 FulhamKarier senior*Tahun Tim Tampil (Gol)2008–2009 Breiðablik 22 (6)2009–2014 AZ Alkmaar 119 (9)2014–2016 Charlton Athletic 81 (16)2016– Burnley 7 (0)Tim nasional‡2008 Islandia U-19 2 (1)2008–2011 Islandi...

 

Beijing Yintai Center. Beijing Yintai Center (Hanzi sederhana: 北京银泰中心; Hanzi tradisional: 北京銀泰中心; Pinyin: Běijīng Yíntài Zhōngxīn) terletak di inti CBD Beijing dan merupakan kompleks tiga menara, yang paling menjulang setinggi 250 meter terdiri dari Taman Hyatt Beijing, penthouse dan hunian, sedangkan dua menara yang mengapitnya setinggi 186 meter. Proyek ini dirancang oleh John Portman, rekayasa struktural dilaksanakan oleh LeMessurier Consultants.&#...

 

العلاقات السورينامية الفيجية سورينام فيجي   سورينام   فيجي تعديل مصدري - تعديل   العلاقات السورينامية الفيجية هي العلاقات الثنائية التي تجمع بين سورينام وفيجي.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة سو�...

Founder of the Church of Satan, author of the Satanic Bible Anton Szandor LaVeyLaVey publicity photo, c. 1992TitleAuthor of The Satanic Bible, High Priest and founder of The Church of SatanPersonalBornHoward Stanton Levey(1930-04-11)April 11, 1930Chicago, Illinois, U.S.DiedOctober 31, 1997(1997-10-31) (aged 67)San Francisco, California, U.S.ReligionLaVeyan SatanismSpouse Carole Lansing ​ ​(m. 1951; div. 1960)​ PartnerDiane Hegarty (19...

 

Nickelodeon fantasy sitcom The Other KingdomGenre Sitcom Fantasy Created byThomas W. LynchStarring Esther Zynn Callan Potter Celina Martin Taylor Adams Josette Halpert Country of origin United States Canada Original languageEnglishNo. of seasons1No. of episodes20ProductionExecutive producers Thomas W. Lynch Steven DeNure Anne Loi Production locationsToronto, Ontario, CanadaCamera setupSingle-cameraProduction companies DHX Studios Toronto Nickelodeon Productions Tom Lynch Company Original rele...

 

British automotive manufacturing and distribution company, subsidiary of Stellantis For the football team named after the company, see Vauxhall Motors F.C. Vauxhall Motors LimitedFormerlyAlex Wilson and CompanyVauxhall Iron WorksCompany typeSubsidiaryIndustryAutomotiveFounded1857; 167 years ago (1857)[1]FounderAlexander WilsonHeadquartersChalton, Bedfordshire, EnglandNumber of locationsTwo manufacturing facilities in the United KingdomArea servedUnited KingdomKey peo...

Drug SB-258719Identifiers IUPAC name (1R)-3,N-dimethyl-N-[1-methyl-3-(4-methylpiperidin-1-yl)propyl]benzenesulfonamide CAS Number195199-95-2 NPubChem CID5312148IUPHAR/BPS281ChemSpider4471578 YChEMBLChEMBL12264 YChemical and physical dataFormulaC18H30N2O2SMolar mass338.51 g·mol−13D model (JSmol)Interactive image SMILES c1ccc(C)cc1S(=O)(=O)N(C)C(C)CCN(CC2)CCC2C InChI InChI=1S/C18H30N2O2S/c1-15-8-11-20(12-9-15)13-10-17(3)19(4)23(21,22)18-7-5-6-16(2)14-18/h5-7,14-15,17H,8-1...

 

2001 FIFA Confederations Cup대한민국/일본 2001년2001 韓国/日本Tournament detailsHost countriesSouth KoreaJapanDates30 May – 10 JuneTeams8 (from 6 confederations)Venue(s)6 (in 6 host cities)Final positionsChampions France (1st title)Runners-up JapanThird place AustraliaFourth place BrazilTournament statisticsMatches played16Goals scored31 (1.94 per match)Attendance557,191 (34,824 per match)Top scorer(s) Eric Carrière Shaun Murphy Robe...

 

Structure in computing A call graph generated for a simple computer program in Python. A call graph (also known as a call multigraph[1][2]) is a control-flow graph,[3] which represents calling relationships between subroutines in a computer program. Each node represents a procedure and each edge (f, g) indicates that procedure f calls procedure g. Thus, a cycle in the graph indicates recursive procedure calls. Basic concepts Call graphs can be dynamic or static.[4&...

Lambang Kepresidenan Guatemala Jabatan Presiden Guatemala adalah jabatan yang lazim digunakan oleh para pemimpin Guatemala sejak 1851, ketika jabatan tersebut digunakan oleh Mariano Rivera Paz. Sebelumnya, Guatemala berbentuk negara di Provinsi Amerika Serikat Tengah sejak 1823. Sebelum itu, Guatemala menjadi bagian dari Kekaisaran Meksiko Pertama di bawah kekuasaan Agustín de Iturbide. Sebelum tahun 1821 diperintah oleh oleh Kapten Jenderal di Guatemala, sebuah kesetiaan resmi Spanyol karen...

 

У этого термина существуют и другие значения, см. Свободная ассоциация. Метод свободных ассоциаций — психоаналитическая процедура изучения бессознательного, в процессе которого индивидуум свободно говорит обо всём, что приходит в голову, невзирая на то, насколько аб...

 

Eerste Divisie 2017Eerste Divisie Competizione Campionato olandese di football americano Sport Football americano Edizione 17ª Organizzatore AFBN Date dal 19 febbraio 2017al 1º luglio 2017 Luogo  Paesi Bassi Partecipanti 11 Formula Girone e playoff Risultati Vincitore  Lelystad Commanders(1º titolo) Secondo  Den Haag Raiders '99 Semi-finalisti  Amsterdam Crusaders II,  Flevo Phantoms Statistiche Incontri disputati 47 Cronologia della competizione EeD ...

Film directed by Justin Lin Furious 4 redirects here. For the cancelled video game, see Brothers in Arms: Furious 4. This article is about the fourth installment of the series. For the first film, see The Fast and the Furious (2001 film). Not to be confused with Fast and Furious (1927 film) or Fast and Furious (1939 film). Fast & FuriousTheatrical release posterDirected byJustin LinWritten byChris MorganBased onCharactersby Gary Scott ThompsonProduced by Neal H. Moritz Vin Diesel Michael ...

 

Weifang 潍坊Prefecture-level city潍坊市Dongfeng Street in Downtown WeifangLocation in ShandongNegaraTiongkokProvinsiShandongCity seatKuiwenSubdivisions Daftar DistrictsWeichengKuiwenFangziHantingCounty-level citiesQingzhouZhuchengShouguangAnqiuGaomiChangyiCountyChangleLinqu Pemerintahan • MayorXu LiquanLuas • Total15.800 km2 (6,100 sq mi)Populasi • Total8.500.000 • Kepadatan540/km2 (1,400/sq mi) • Major natio...

 

Main article: 1948 United States presidential election 1948 United States presidential election in Vermont ← 1944 November 2, 1948 1952 →   Nominee Thomas E. Dewey Harry S. Truman Party Republican Democratic Home state New York Missouri Running mate Earl Warren Alben W. Barkley Electoral vote 3 0 Popular vote 75,926 45,557 Percentage 61.54% 36.92% County results Municipality results Dewey   40-50%   50-60%   60-70% ...

French politician 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) You can help expand this article with text translated from the corresponding article in French. (June 2017) Click [show] for important translation instructions. View a machine-translated version of the French article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but ...

 

Den här artikeln har skapats av Lsjbot, ett program (en robot) för automatisk redigering. (2013-06)Artikeln kan innehålla fakta- eller språkfel, eller ett märkligt urval av fakta, källor eller bilder. Mallen kan avlägsnas efter en kontroll av innehållet (vidare information) Oeneis aldaSystematikDomänEukaryoterEukaryotaRikeDjurAnimaliaStamLeddjurArthropodaUnderstamSexfotingarHexapodaKlassEgentliga insekterInsectaOrdningFjärilarLepidopteraÖverfamiljÄkta dagfjärilarPapilionoideaFam...

 

First historian of science, prominent pupil of AristotleThis article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (January 2023) (Learn how and when to remove this message) EudemusΕὔδημοςBornc. 370 BCRhodesDiedc. 300 BC (aged c. 70)EducationPeripatetic school Eudemus of Rhodes (Greek: Εὔδημος; c. 370 BC - c. 300 BC[...

Ancient Greek spherical geometry treatise The Spherics (Greek: τὰ σφαιρικά, tà sphairiká) is a three-volume treatise on spherical geometry written by the Hellenistic mathematician Theodosius of Bithynia in the 2nd or 1st century BC. Book I and the first half of Book II establish basic geometric constructions needed for spherical geometry using the tools of Euclidean solid geometry, while the second half of Book II and Book III contain propositions relevant to astronomy as modeled...

 

Pérotin, Alleluia nativitas, in the third rhythmic mode. In medieval music, the rhythmic modes were set patterns of long and short durations (or rhythms). The value of each note is not determined by the form of the written note (as is the case with more recent European musical notation), but rather by its position within a group of notes written as a single figure called a ligature, and by the position of the ligature relative to other ligatures. Modal notation was developed by the composer...