Ibrahim Ibrahimi
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Ernst Rüdiger Camillo StarhembergErnst Rüdiger Camillo Starhemberg, 1932 Pelaksana Tugas Kanselir AustriaMasa jabatan26 Juli – 29 Juli 1934PresidenWilhelm Miklas PendahuluKurt Schuschnigg (pelaksana tugas)PenggantiKurt SchuschniggWakil Kanselir Austria ke-15Masa jabatan1 Mei 1934 – 14 Mei 1936KanselirEngelbert DollfussDirinya sendiriKurt Schuschnigg PendahuluEmil FeyPenggantiEduard Baar-BaarenfelsPemimpin Vaterländische FrontMasa jabatan29 Agustus 1934 – 14...
Peta Cincin Api Pasifik Gempa di dunia 1900-2013 Zona subduksi di dunia Cincin Api Pasifik atau Lingkaran Api Pasifik (bahasa Inggris: Pacific Ring of Fire) adalah daerah yang sering mengalami gempa bumi, letusan gunung berapi dan tsunami yang mengelilingi cekungan Samudra Pasifik. Daerah ini berbentuk seperti tapal kuda dan mencakup wilayah sepanjang 40.550 km. Daerah ini juga sering disebut sebagai sabuk gempa Pasifik. Sekitar 90% dari gempa bumi yang terjadi dan 81% dari gempa bumi te...
Bruneian footballer In this Malay name, there is no surname or family name. The name Mahzan is a patronymic, and the person should be referred to by their given name, Hirzi Zulfaqar. Hirzi Zulfaqar Hirzi with Brunei in 2023Personal informationFull name Mohammad Hirzi Zulfaqar bin MahzanDate of birth (2000-08-13) 13 August 2000 (age 23)Place of birth BruneiPosition(s) DefenderYouth career2017–2018 Tabuan MudaSenior career*Years Team Apps (Gls)2017–2018 Tabuan Muda 'A' (2)2022 Indera 0...
Bosnian singer (born 1953) Halid BešlićBešlić performing at the Hershey Centre in Mississauga, Canada in May 2007.Background informationBorn (1953-11-20) 20 November 1953 (age 70)Knežina, PR Bosnia and Herzegovina, FPR YugoslaviaGenresPop-folk, FolkOccupation(s)Musician, singerYears active1979–presentLabelsNimfa Sound, Diskoton, Jugoton, City RecordsMusical artist Halid Bešlić (Bosnian pronunciation: [xǎːlid bɛ̂ʃlitɕ]; born 20 November 1953) is a Bosnian folk singe...
First season of TV series Sons of Anarchy Season of television series Sons of AnarchySeason 1DVD coverStarring Charlie Hunnam Katey Sagal Mark Boone Junior Kim Coates Tommy Flanagan Johnny Lewis Maggie Siff Ron Perlman No. of episodes13ReleaseOriginal networkFXOriginal releaseSeptember 3 (2008-09-03) –November 26, 2008 (2008-11-26)Season chronologyNext →Season 2 List of episodes The first season of the American television drama series Sons of Anarchy premiered on Sept...
Questa voce o sezione sull'argomento grafemi non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Ḫāʾ, o khāʾ (in arabo خاء? /xæ:ʔ/) è la settima lettera dell'alfabeto arabo. Nella numerazione abjad essa assumeva il valore di 600. Indice 1 Origine 2 Fonetica 3 Scrittura e traslitterazione 4 Sintassi 5 Altri progetti Origine Lo stesso a...
Regent of the Principality of Antioch from 1112 to 1119 This article is about the nobleman and crusader. For the surgeon who studied at Salerno and taught at Parma, see Roger Frugardi. Roger of Salerno (or Roger of the Principate) (died June 28, 1119) was regent of the Principality of Antioch from 1112 to 1119. He was the son of Richard of the Principate and the 2nd cousin of Tancred, Prince of Galilee, both participants on the First Crusade. He became regent of Antioch when Tancred died in 1...
أحد حدائق عصر النهضة في بولندا حديقة يابانية حدائق بوتجارت في مدينة فيكتوريا في كولومبيا البريطانية حديقة خلفية في قصر أوميد بهوان في مدينة جودبور في الهند حديقة منزلية الحديقة المنزلية[1] هي مساحة مخطط لها في الهواء الطلق وضعت للعرض والزراعة والاستمتاع بالنباتات وغي�...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) 19° خط طول 19 شرق خريطة لجميع الإحداثيات من جوجل خريطة لجميع الإحداثيات من بينغ تصدير جميع الإحداثيات من كي...
Gopal Bhar (bahasa Bengali: গোপাল ভাঁড়) adalah seorang pendongeng istana yang legendaris dan hidup masa pada abad pertengahan di Bengali. Dia tinggal di istana Raja Krishnachandra, raja terkenal di Nadia. Cerita-ceritanya terus dituturkan hingga kini di Bengali Barat dan Bangladesh. Dia terkenal atas kecerdasannya yang melampaui orang-orang di sekitarnya. Cerita-ceritanya disamakan dengan karya-karya Birbal dan Molla Nasiruddin. Statue of Gopal Bhar Patungnya bisa dil...
Canadian puppeteer This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Ali J. Eisner – news · newspapers · books · scholar · JSTOR (January 2022) (Learn how and when to remove this message) Eisner (...
A Step Into the DarkPoster filmSutradaraMiloslav LutherDitulis olehMiloslav LutherPemeranMarko IgondaTanggal rilis 12 Juni 2014 (2014-06-12) Durasi90 menitNegaraSlowakiaBahasaSlowakia A Step Into the Dark (bahasa Slowakia: Krok do tmy) adalah sebuah film drama Slowakia 2014 yang disutradarai oleh Miloslav Luther. Film tersebut terpilih sebagai perwakilan Slowakia untuk Film Berbahasa Asing Terbaik di Academy Awards ke-87, namun tidak masuk nominasi.[1][2] Pemeran Mark...
United States historic placeDaufuskie Island Historic DistrictU.S. National Register of Historic PlacesU.S. Historic district Haig Point Rear Range LightShow map of South CarolinaShow map of the United StatesNearest cityHilton Head, South CarolinaCoordinates32°6′47″N 80°51′59″W / 32.11306°N 80.86639°W / 32.11306; -80.86639Built1728Architectural styleGreek RevivalNRHP reference No.82003831Added to NRHPJune 2, 1982[1] Daufuskie Island,...
1983 studio album by Steve HackettBay of KingsStudio album by Steve HackettReleasedOctober 1983Recorded1980–1983GenreContemporary classicalLength44:26LabelLamborghini Records (UK & Europe)Chrysalis (US, Canada & Japan)ProducerJohn Acock andSteve HackettSteve Hackett chronology Highly Strung(1983) Bay of Kings(1983) Till We Have Faces(1984) Original cover Japanese LP cover Professional ratingsReview scoresSourceRatingAllmusic[1] Bay of Kings is the seventh studio alb...
Tibet di bawah kekuasaan YuanWilayah di bawah Biro Urusan Buddhis dan Tibet宣政院轄地Vasal dan wilayah di the Dinasti Yuan1270–1354Tibet di bawah Dinasti Yuan, di bawah departemen tingkat atas yang dikenal sebagai Biro Urusan Buddhis dan Tibet (Xuanzheng Yuan).Sejarah • JenisHirarki Yuan Sejarah • Didirikan 1270• Dibubarkan 1354 Didahului oleh Digantikan oleh ksrKekaisaran Mongol dnsDinasti Phagmodrupa Bagian dari seri artikel mengenaiSejarah Tibet Neolit...
Ontario Hockey League team in Peterborough Peterborough PetesCityPeterborough, OntarioLeagueOntario Hockey LeagueConferenceEasternDivisionEastFounded1956 (1956)–57Home arenaPeterborough Memorial CentreColoursMaroon, black, cream, white General managerMike OkeHead coachRob WilsonAffiliateLindsay MuskiesWebsitewww.gopetesgo.comFranchise history1951–1954Kitchener Greenshirts1954–1956Kitchener Canucks1956–presentPeterborough PetesChampionshipsPlayoff c...
Лигноцериновая кислота Общие Хим. формула C24H48O2 Физические свойства Молярная масса 368,65 г/моль Термические свойства Температура • плавления 84 °C Классификация Рег. номер CAS 557-59-5 PubChem 11197 Рег. номер EINECS 209-180-7 SMILES CCCCCCCCCCCCCCCCCCCCCCCC(=O)O InChI InChI=1S/C24H48O2/c1-2-3-4-5-6-7-8-...
Football league seasonMacedonian First LeagueSeason2024–25DatesAugust 2024 – May 2025← 2023–24 2025–26 → All statistics correct as of 24 May 2024. The 2024–25 Macedonian First League will be the 33rd season of the Macedonian First Football League, the highest football league of North Macedonia. It will begin in August 2024 and is scheduled to end in May 2025. Struga are the defending champions, having won their second title in 2023–24.[1][2] Promotion and rele...
Form of mathematical proof Not to be confused with inductive reasoning. Mathematical induction can be informally illustrated by reference to the sequential effect of falling dominoes.[1][2] Mathematical induction is a method for proving that a statement P ( n ) {\displaystyle P(n)} is true for every natural number n {\displaystyle n} , that is, that the infinitely many cases P ( 0 ) , P ( 1 ) , P ( 2 ) , P ( 3 ) , … {\displaystyle P(0),P(1),P(2),P(3),\dots } all...
Fencing at the Olympics Men's foilat the Games of the XXVII OlympiadKim Young-hoVenueSydney Exhibition CentreDate20 September 2000Competitors40 from 22 nationsMedalists Kim Young-ho South Korea Ralf Bißdorf Germany Dmitry Shevchenko Russia← 19962004 → Fencing at the2000 Summer OlympicsÉpéemenwomenTeam épéemenwomenFoilmenwomenTeam foilmenwomenSabremenTeam sabremenvte The men's foil was one of ten fencing events on the fencing at the 2000 S...