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Avraham Shohat Avraham Shochat (atau Shohat; lahir 1936 di Tel Aviv) adalah politikus Israel. Dialah seorang pendiri kota Arad dan wali kotanya pada periode 1967-1989. Pada 1988, ia menjadi anggota Knesset dan menjabat Menteri Keuangan pada periode 1992-1996 dan 1999-2001. Didahului oleh:Meir Sheetrit Menteri Keuangan Israel1999–2001 Diteruskan oleh:Silvan Shalom Referensi Avraham Shochat in Jewish Virtual Library. Retrieved 11 Januari 2006. Artikel bertopik biografi Israel ini adalah ...
Divisi Gunung Waffen ke-13 dari SS Handschar (Kroasia ke-1)Aktif1943–1945Negara Jerman NaziAliansi Jerman Nazi Negara Merdeka KroasiaCabangWaffen-SSTipe unitGebirgsjäger (infanteri gunung)PeranOperasi Anti-PartisanJumlah personelDivisi (maksimum 17.000)Bagian dariKorps Gunung V SSKorps Gunung IX SSKorps Angkatan Darat LXVIIIJulukanHandscharMotoHandžaru udaraj! (Handschar – Serang!)Pertempuran Perang Dunia II di Yugoslavia: Operasi Wegweiser Operasi Save Operasi Osterei Op...
Карта Парагвая 1935 года Топонимия Парагвая — совокупность географических названий, включающая наименования природных и культурных объектов на территории Парагвая. Структура и состав топонимии обусловлены такими факторами, как состав населения, история освоения и г�...
Physical constant relating the gravitational force between objects to their mass and distance Not to be confused with g, the gravity of Earth. Value of G Unit 6.67430(15)×10−11[1] N⋅m2⋅kg−2 6.67430(15)×10−8 dyn⋅cm2⋅g−2 4.3009172706(3)×10−3 pc⋅M⊙−1⋅(km/s)2 The gravitational constant G is a key quantity in Newton's law of universal gravitation. The gravitational constant (also known as the universal gravitational constant, the Newtonian constant of gravitati...
Stasiun Settai摂待駅Stasiun Settai pada Mei 2009LokasiTarō-aze Settai, Miyako-shi, Iwate-ken 027-0000JepangKoordinatKoordinat: 39°48′33.51″N 141°57′43.74″E / 39.8093083°N 141.9621500°E / 39.8093083; 141.9621500OperatorSanriku Railway CompanyJalur■ Rias LineLetak113.5 km dari SakariJumlah peron1 peron sampingJumlah jalur1KonstruksiJenis strukturAtas tanahInformasi lainStatusTanpa stafSitus webSitus web resmiSejarahDibuka1 April 1984PenumpangFY20157 per...
U.S. federal government agency EPA and Environmental Protection Agency redirect here. For other uses, see EPA (disambiguation). Environmental Protection AgencySealLogoFlagAgency overviewFormedDecember 2, 1970; 53 years ago (1970-12-02)JurisdictionUnited States federal governmentHeadquartersWilliam Jefferson Clinton Federal BuildingWashington, D.C., U.S.38°53′38″N 77°01′44″W / 38.8939°N 77.0289°W / 38.8939; -77.0289Employees14,581[1]...
1930s British military trainer aircraft For the earlier monoplane also called Tiger Moth, see de Havilland DH.71 Tiger Moth. For other de Havilland Moth aircraft, see de Havilland Moth. Tiger Moth redirects here. For the group of moths, see Arctiini. For other uses, see Tiger moth (disambiguation). DH.82 Tiger Moth A Tiger Moth in 1989 Role TrainerType of aircraft Manufacturer de Havilland Aircraft Company de Havilland Canada Designer Geoffrey de Havilland First flight 26 October 1931 Introdu...
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: Culture of Brittany – news · newspapers · books · scholar · JSTOR (November 2023) (Learn how and when to remove this message) The culture of Brittany is the patterns of human activity and symbolism associated with the historical region of Brittany in northweste...
この項目には、一部のコンピュータや閲覧ソフトで表示できない文字が含まれています(詳細)。 数字の大字(だいじ)は、漢数字の一種。通常用いる単純な字形の漢数字(小字)の代わりに同じ音の別の漢字を用いるものである。 概要 壱万円日本銀行券(「壱」が大字) 弐千円日本銀行券(「弐」が大字) 漢数字には「一」「二」「三」と続く小字と、「壱」「�...
Pour les articles homonymes, voir Kattan. Naïm KattanBiographieNaissance 26 août 1928BagdadDécès 2 juillet 2021 (à 92 ans)12e arrondissement de ParisNom dans la langue maternelle نعيم قطَّانNationalités irakiennecanadienneFormation Université de ParisUniversité de BagdadActivités Écrivain, nouvelliste, romancier, essayiste, critique littéraire, journalisteConjoint Annie GoldmanEnfant Emmanuel KattanAutres informationsMembre de Société royale du CanadaDistinctions ...
Dashiell Hammett nel 1934 Samuel Dashiell Hammett (Contea di Saint Mary, 27 maggio 1894 – New York, 10 gennaio 1961) è stato uno scrittore e investigatore statunitense, autore di racconti e romanzi hardboiled. Ha creato gli investigatori Sam Spade, Continental Op e Nick e Nora Charles. «Hammett ha restituito il delitto alla gente che lo commette per un motivo, e non semplicemente per fornire un cadavere ai lettori; e con mezzi accessibili, non con pistole da duello intarsiate, curaro e pe...
الاتحاد الجمركي الألمانيZollverein (بالألمانية) التاريخالتأسيس 1834 الاختفاء 1919 عوضت Preußisch-Hessischer Zollverein (en) — Central German Commercial Union (en) — South German Customs Union (en) الإطارالنوع منظمة البلد ألمانيا تعديل - تعديل مصدري - تعديل ويكي بيانات الاتحاد الجمركي الألماني 1834–1919الأزرق = بروسيا في عام 183...
Successful vote of confidence in the United Kingdom John Major This article is part of a series aboutJohn Major Electoral history MP for Huntingdon 1990 budget Prime Minister of the United Kingdom Premiership First Ministry and Term 1990 leadership election Cabinet Citizen's Charter Charter Mark Cones Hotline Early 1990s recession Gulf War 1992 general election Second Ministry and Term Cabinet Black Wednesday National Lottery Further and Higher Education Act 1992 Grant-maintained schools Maas...
ScafellsView of the Scafells from WastwaterHighest pointElevationmax. 978 m (3,209 ft) at Scafell PikeCoordinates54°28′16″N 3°08′38″W / 54.471°N 3.144°W / 54.471; -3.144GeographyScafellsCumbria, EnglandShow map of the Lake DistrictScafellsScafells (England)Show map of EnglandScafellsScafells (the United Kingdom)Show map of the United Kingdom Parent rangeCumbrian MountainsGeologyAge of rock-Mountain typeCalderaLast eruption+400 MYA The Scafel...
1967 novel by William F. Nolan & George Clayton Johnson This article is about the 1967 book. For other uses, see Logan's Run (disambiguation). Jessica 6 redirects here. For the band, see Jessica 6 (band). Logan's Run First edition; cover art by Mercer MayerAuthorWilliam F. Nolan & George Clayton JohnsonLanguageEnglishGenreScience fiction novelPublisherDial PressPublication date1967Publication placeUnited StatesMedia typePrint (Hardback & Paperback)Pages133Followed byLoga...
1965 studio album by Herbie HancockMaiden VoyageStudio album by Herbie HancockReleased1965RecordedMarch 17, 1965StudioVan Gelder StudioEnglewood Cliffs, New JerseyGenreModal jazz, post-bopLength42:20LabelBlue NoteProducerAlfred LionHerbie Hancock chronology Empyrean Isles(1964) Maiden Voyage(1965) Blow-Up(1966) Professional ratingsReview scoresSourceRatingAllMusic[1]Penguin Guide to Jazz👑[2]The Rolling Stone Jazz Record Guide[3] Maiden Voyage is the fifth al...
Carnolian scientist Johann Weikhard von ValvasorJanez Vajkard ValvasorValvasor in 1689Born1641Laibach, Carniola, Austria(now Ljubljana, Slovenia)DiedSeptember or October 1693 (aged 52)Gurkfeld, Carniola, Austria(now Krško, Slovenia)Known fornobleman, scholar, polymathTitleMember of the Royal SocietySpouseAnna Rosina Valvasor née GrafenwegerParent(s)Bartholomäus von ValvasorAnna Maria von Valvasor née Rauber Valvasor's The Glory of the Duchy of Carniola, published 1689 Title page of h...
Flying ElevenBoatCrew2HullHull weight39 kg (86 lb)LOA3.3 m (11 ft)Beam1.33 m (4 ft 4 in)SailsMainsail area6.04 m2 (65.0 sq ft)Jib/genoa area2.51 m2 (27.0 sq ft)Spinnaker area4.46 m2 (48.0 sq ft)[edit on Wikidata] The Flying Eleven is an Australian boat designed as a high-performance racing skiff suitable for 12- to 18-year-olds.[1] High performance sailing has become more prominent for dinghy sailors w...
Syllogism with conditional premise(s) Hypothetical syllogismTypeSyllogismField Propositional calculus Classical logic Intuitionistic logic Most systems of relevance logic StatementWhenever instances of P → Q {\displaystyle P\to Q} , and Q → R {\displaystyle Q\to R} appear on lines of a proof, P → R {\displaystyle P\to R} can be placed on a subsequent line.Symbolic statement P → Q , Q → R ∴ P → R {\displaystyle {\frac {P\to Q,Q\to R}{\therefore ...
This article contains content that is written like an advertisement. Please help improve it by removing promotional content and inappropriate external links, and by adding encyclopedic content written from a neutral point of view. (October 2023) (Learn how and when to remove this message) For other uses, see Pendle Hill (disambiguation). The Barn on the Pendle Hill campus Pendle Hill is a Quaker study, retreat, and conference center located on a 24-acre (9.7 ha) campus in suburban Wallin...