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Franz BöhmeFranz BöhmeLahir15 April 1885Zeltweg, Kadipaten Steiermark, Austria-Hungaria kini AustriaMeninggal29 Mei 1947(1947-05-29) (umur 62)Nuremberg, Bayern, Wilayah pendudukan JermanDikebumikanSt. Leonhard-Friedhof, Graz, AustriaPengabdian Austria-Hungaria (hingga tahun 1918) Republik Austria Pertama (hingga tahun 1938) Jerman NaziDinas/cabangAngkatan Darat Austria-HungariaBundesheerWehrmachtLama dinas1900–1938 (Austria)1938–1945 (Jerman)PangkatGeneralmajor (Austria)G...

Kale Berg (Gunung Kale) adalah sebuah bukit setinggi 47 meter. Terletak di munisipalitas Lochem di provinsi Gelderland. Lihat pula Lochemse Berg Paaschberg Zwiepse Berg Artikel bertopik geografi atau tempat Belanda ini adalah sebuah rintisan. Anda dapat membantu Wikipedia dengan mengembangkannya.lbs

Legal principle 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: Nemo dat quod non habet – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this template message) Property law Part of the common law series Types Personal property Community property Real property Unowne...

Sphaeristerium (Latin; from the Greek σφαιριστήριον; from σφαῖρα, ball) is a term in Classical architecture given to a large open space connected with the Roman thermae for exercise with balls after the bather had been anointed. They were also provided in Roman villas. Sports Sferisterio delle Cascine at Florence, 19th century In Italian sferisterio is nowadays the courtfield for tamburello and two different pallone varieties: pallone col bracciale and pallone elastico. Th...

Yuexiu Fortune Center, Menara 1Nama lainWuhan Starry Winking Proyek Wuhan Qiakou, Menara 1Informasi umumStatusSelesai dibangunLokasiWuhan, HubeiAlamatAdimarga YanheNegaraTiongkokMulai dibangun2012Rampung2017PemilikYuexiu PropertyTinggiArsitektural330 m (1.080 ft)Pucuk330 m (1.080 ft)Data teknisJumlah lantai68Luas lantai182,600 m2 (1.965,49 sq ft)Desain dan konstruksiFirma arsitekturWilkinsonEyreTeknisi perbaikanMeinhardt GroupKontraktor utamaChina State Cons...

اضغط هنا للاطلاع على كيفية قراءة التصنيف بارثيريم رسم تخيلي للحيوان المرتبة التصنيفية جنس  التصنيف العلمي  فوق النطاق  حيويات مملكة عليا  خيطانيات مملكة  نظائر حيوانات النحت عويلم  كلوانيات مملكة فرعية  ثانويات الفم شعبة  شميات شعيبة  فقاريات شعبة �...

Upcoming elections for Northern Ireland Next Northern Ireland Assembly election ← 2022 No later than 6 May 2027 ← outgoing membersAll 90 seats to the Northern Ireland Assembly   Leader Michelle O'Neill[n 1] Gavin Robinson[n 2] Naomi Long Party Sinn Féin DUP Alliance Leader since 23 January 2017[n 3] 29 March 2024 26 October 2016 Leader's seat Mid Ulster MP (not an MLA)[n 4] Belfast East Last election 27 seats, 29.0% 25...

UFC mixed martial arts TV series and event in 2013 Season of television series The Ultimate Fighter: Brazil 2Season 2StarringDana White, Antônio Rodrigo Nogueira, and Fabrício WerdumReleaseOriginal networkGlobo, Fuel TVOriginal releaseMarch 17 (2013-03-17) –June 2, 2013 (2013-06-02)Season chronology← PreviousThe Ultimate Fighter: Brazil 1Next →The Ultimate Fighter: Brazil 3 The Ultimate Fighter: Brazil 2 is an installment of the Ultimate Fighting Championship ...

بيجنمعلومات عامةظهر في الشاهنامه معلومات عن البيئةالجنس ذكر الأب Giv (en) الأم بانو كشسب بنت رستم تعديل - تعديل مصدري - تعديل ويكي بيانات إخراج رستم لبيجن من البئر بيجن أو بيزن أو بيژن بطل من الأبطال في الشاهنامة وذكر اسمه في الأساطير الإيرانية الدينية والتاريخية.[1][2] �...

1956 United States Senate election in Washington ← 1950 November 6, 1956 1962 →   Nominee Warren Magnuson Arthur B. Langlie Party Democratic Republican Popular vote 685,565 436,652 Percentage 61.09% 38.91% County resultsMagnuson:      50–60%      60–70%      70–80% U.S. senator before election Warren Magnuson Democratic Elected U.S. Senator Warren Magnuson Democratic Elections in ...

Atoll in Hawaii 23°44′56″N 166°8′46″W / 23.74889°N 166.14611°W / 23.74889; -166.14611 French Frigate Shoals, 2003 The towering La Pèrouse Pinnacle is made of hard volcanic rock and rises 122 ft (37 m) Tern Island, the famous coral carrier, was made into an airstrip base after the Battle of Midway in World War II The French Frigate Shoals (Hawaiian: Kānemilohaʻi) is the largest atoll in the Northwestern Hawaiian Islands. Its name commemorates Fr...

حكاية العمر كلهمعلومات عامةالصنف الفني فيلم دراما تاريخ الصدور 1965مدة العرض 103 دقيقةاللغة الأصلية العربيةالعرض أبيض وأسود البلد  مصرالطاقمالمخرج حلمي حليمالكاتب حلمي حليم (قصة وسيناريو)محمد أبو يوسف (حوار)البطولة فريد الأطرشفاتن حمامةليلى فوزيعبد المنعم إبراهيمأحمد ر...

Disambiguazione – Se stai cercando altri significati, vedi Nave (disambigua) o Navi (disambigua). Immagine di una nave di medie dimensioni (traghetto). La nave (o bastimento) è un mezzo di trasporto concepito per lo spostamento di merci, persone o per fini bellici marittimi. Indice 1 Storia 2 Generalità e normativa 3 Elementi fondamentali 4 Classificazione e tipi 4.1 Navi mercantili 4.2 Navi da guerra 5 Navi storiche 6 Navi celebri 7 Note 8 Voci correlate 9 Altri progetti 10 Collegam...

Enclosed area containing deer Depiction of a medieval hunting park from a 15th-century manuscript version of The Master of Game, MS. Bodley 546 f. 3v Fallow deer in the park of Powderham Castle, Devon Old hand-split oak deer-fence at Charlecote Park in Warwickshire In medieval and Early Modern England, Wales and Ireland, a deer park (Latin: novale cervorum, campus cervorum) was an enclosed area containing deer. It was bounded by a ditch and bank with a wooden park pale on top of the bank, or ...

Repayment of overpayed a tax Not to be confused with Tax return. Part of a series onTaxation An aspect of fiscal policy Policies Government revenue Property tax equalization Tax revenue Non-tax revenue Tax law Tax bracket Flat tax Tax threshold Exemption Credit Deduction Tax shift Tax cut Tax holiday Tax amnesty Tax advantage Tax incentive Tax reform Tax harmonization Tax competition Tax withholding Double taxation Representation Unions Medical savings account Economics General Theory Price e...

Questa voce o sezione sull'argomento Islam non cita le fonti necessarie o quelle presenti sono insufficienti. Commento: Nessuna fonte, dunque la pagina pare una Ricerca Originale Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. L'emirato (in arabo إمارة‎?, imàra) è il dominio di un emiro (in lingua araba amìr, comandante). Erroneamente tradotto, spe...

Constituency of the National Assembly of Pakistan NA-93 Chiniot-IConstituencyfor the National Assembly of PakistanRegionLalian Tehsil and Bhawana Tehsil (partly) of Chiniot DistrictElectorate437,041 [1]Current constituencyPartySunni Ittehad CouncilMember(s)Ghulam Muhammad LaliCreated fromNA-88 Jhang-III NA-93 Chiniot-I (این اے-93، چنیوٹ-1) is a constituency for the National Assembly of Pakistan. It comprises Lalian Tehsil, the city of Chenab Nagar and a majority of Bhawana ...

Kypello Ellados 1938-1939 Competizione Coppa di Grecia Sport Calcio Edizione 1ª Date ? 1938 - 18 maggio 1939 Luogo  Grecia Risultati Vincitore  AEK Atene(2º titolo) Secondo  PAOK Cronologia della competizione 1932-1933 1939-1940 Manuale La Coppa di Grecia 1938-1939 è stata la 3ª edizione del torneo. La competizione è terminata il 28 maggio 1939. L'AEK Atene ha vinto il trofeo per la seconda volta, battendo in finale il PAOK. Indice 1 Ottavi di finale 2 Quarti di finale 3 ...

A parabolic segment. Quadrature of the Parabola (Greek: Τετραγωνισμὸς παραβολῆς) is a treatise on geometry, written by Archimedes in the 3rd century BC and addressed to his Alexandrian acquaintance Dositheus. It contains 24 propositions regarding parabolas, culminating in two proofs showing that the area of a parabolic segment (the region enclosed by a parabola and a line) is 4 3 {\displaystyle {\tfrac {4}{3}}} that of a certain inscribed triangle. It is one of the be...

2014 يريفان، مبنى الجمعية الوطنية لجمهورية أرمينيا سياسة أرمينيا تجري في إطار جمهورية أرمينيا الديمقراطية التمثيلية البرلمانية، حيث رئيس الجمهورية ورئيس وزراء أرمينيا رئيس الحكومة، ونظام متعدد.[1] السلطة التنفيذية من الرئيس والحكومة. تناط السلطة التشريعية في كل من الح...