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Halaman ini berisi artikel tentang lokasi geografis. Untuk dewa dalam mitologi Yunani, lihat Pontus (mitologi). Wilayah Pontus Pontus atau Pontos (Greek: Πόντος, translit: Póntoscode: el is deprecated , Latin: Pontuscode: la is deprecated ) adalah wilayah di pantai selatan Laut Hitam yang terletak di Turki modern. Kini, Pontus terletak di Turki modern. Wilayah ini terkenal akan kesuburannya. Ceri dibawa dari Pontus ke Eropa pada tahun 72 SM.[1] Referensi ^ Herbermann...
Lucius Cornelius SullaPatung kepala Sulla di Munich Glyptothek Diktator Republik RomawiMasa jabatan82 atau 81 SM – 81 SMPendahuluGaius Servilius Geminus pada 202 SMPenggantiGaius Julius Caesar pada 49 SMKonsul Republik RomawiMasa jabatan88 SM – 88 SMPendahuluGnaeus Pompeius Strabo dan Lucius Porcius CatoPenggantiLucius Cornelius Cinna dan Gnaeus OctaviusKonsul Republik RomawiMasa jabatan80 SM – 80 SMPendahuluGnaeus Cornelius Dolabella dan Marcus Tullius Decula...
Questa voce sull'argomento stagioni delle società calcistiche italiane è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Voce principale: Ilva Bagnolese. Unione Sportiva BagnoleseStagione 1923-1924Sport calcio Squadra Ilva Bagnolese Allenatore? Presidente? Prima Divisione4º posto nel girone campano StadioCampo ILVA 1922-1923 1925-1926 Si invita a seguire il modello di voce Questa pagina raccoglie ...
Queen of the Kingdom of Semien in the 10th-11th century Yodit redirects here. For the Ethiopian model, see Yodit Getahun. YuditQueen of SemienQueen of SimienReignc.960 A.D.-c.1000 C.E.PredecessorGideon IVBornBegwena, Kingdom of AksumDiedc.1000 A.D.SpouseZenobisDynastyHouse of GideonFatherGideon IVReligionJudaism Gudit stela field, Aksum, Ethiopia Abreha and Atsbeha Church Gudit (Ge'ez: ጉዲት) is the Classical Ethiopic name for a personage also known as Yodit in Tigrinya, and Amharic, but ...
1955 ECSC member state meeting Part of a series on the History of theEuropean Union Timeline Pre-1948 ideas 1948–1957 1958–1972 1973–1993 1993–2004 2004–present Organisation European Communities (1958–2009) European Coal and Steel Community (1952–2002) European Economic Community (1958–1993) European Atomic Energy Community (1958–present) European Community (1993–2009) Justice and Home Affairs (1993–2003) Police and Judicial Co-operation in Criminal Matters (2003–2009)...
The Energy Loop: Huntington/Eccles Canyons Scenic BywayRoute informationMaintained by UDOTLength82.882 mi[1][2][3] (133.386 km)Existed1990[4]–presentComponenthighways SR-31 SR-96 SR-264 Major junctionsWest end US 89 in FairviewEast end SR-10 in Huntington (south) US 6 near Colton (north) LocationCountryUnited StatesStateUtahCountiesUtah, Carbon, Emery, Sanpete Highway system Scenic Byways National National Forest BLM NP...
رضا علي معلومات شخصية تاريخ الميلاد 10 أبريل 1929 الوفاة 6 أبريل 2005 (75 سنة) بغداد الجنسية العراق الحياة العملية المهنة ملحن المواقع السينما.كوم صفحته على موقع السينما تعديل مصدري - تعديل رضا علي (10 نيسان/أبريل 1929 - 6 نيسان/أبريل 2005 ) مغني وملحن عراقي مواليد من...
Unguarded WomenIklanSutradaraAlan CroslandProduserAdolph ZukorJesse LaskyPemeranBebe DanielsRichard DixMary AstorSinematograferHenry CronjagerDistributorParamount PicturesTanggal rilis 22 Juni 1924 (1924-06-22) Durasi6 rolNegaraAmerika SerikatBahasaBisu (intertitel Inggris) Unguarded Women adalah sebuah film drama bisu Amerika Serikat tahun 1924 garapan Alan Crosland dan menampilkan Bebe Daniels. Film tersebut diproduksi oleh Famous Players-Lasky dan dirilis oleh Paramount Pictures.[...
Compound used in chemical warfare Mustard gas Names Preferred IUPAC name 1-Chloro-2-[(2-chloroethyl)sulfanyl]ethane Other names Bis(2-chloroethyl) sulfideHD IpritSchwefel-LOSTLostSulfur mustardSenfgasYellow cross liquidYperiteDistilled mustardMustard T- mixture1,1'-thiobis[2-chloroethane]Dichlorodiethyl sulfide Identifiers CAS Number 505-60-2 Y 3D model (JSmol) Interactive image Beilstein Reference 1733595 ChEBI CHEBI:25434 Y ChEMBL ChEMBL455341 Y ChemSpider 21106142 Y ECH...
During World War II German prisoners in Mingachevir German prisoners of war in Azerbaijan (German: Deutsche Kriegsgefangene in Aserbaidschan) are former servicemen of Nazi Germany captured by Soviet troops during World War II and kept on the territory of the Azerbaijan Soviet Socialist Republic. History of the prisoners of war in Azerbaijan Main article: German prisoners of war in the Soviet Union Arrival and accommodation According to the historian Tair Behbudov, who is studying the fate of ...
Musical instrument Andrea Neumann's preparations, where pieces of cutlery are placed between piano strings Phillip Zoubek's prepared piano A prepared piano is a piano that has had its sounds temporarily altered by placing bolts, screws, mutes, rubber erasers, and/or other objects on or between the strings. Its invention is usually traced to John Cage's dance music for Bacchanale (1940), created for a performance in a Seattle venue that lacked sufficient space for a percussion ensemble. Cage h...
Official Secretary to the Governor-General of AustraliaIncumbentPaul Singer MVOsince 18 August 2018 (2018-08-18)Office of the Official Secretary to the Governor-GeneralAppointerGovernor-General-in-CouncilTerm lengthat the governor's pleasureInaugural holderSir George StewardFormation1903 (1903) The official secretary to the governor-general of Australia and staff provide support to the governor-general of Australia to enable the governor-general to carry out their co...
هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. 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) مسجد ت...
CFL team season 2022 Toronto Argonauts seasonPresidentBill ManningGeneral managerMichael ClemonsHead coachRyan DinwiddieHome fieldBMO FieldResultsRecord11–7Division place1st, EastPlayoff finishWon Grey CupTeam MOPMcLeod Bethel-ThompsonTeam MODPWynton McManisTeam MOCKurleigh Gittens Jr.Team MOOLDejon AllenTeam MOSTDaniel AdeboboyeTeam MORGregor MacKellarUniform ← 2021 Argonauts seasons 2023 → The 2022 Toronto Argonauts season was the 64th season for the team in the...
Classification of sophisticated jet fighter aircraft entering service since 2005 Fifth-generation fighter A Lockheed Martin F-35 Lightning II (top) and Lockheed Martin F-22 Raptor (bottom), two fifth-generation fighters used by the United States Air Force Role Fighter aircraftType of aircraft Manufacturer China Russia United States First flight 1990 (YF-23) Introduction 2005 (F-22 Raptor) Status In service Developed from Fourth-generation fighter Developed into Sixth-generatio...
Para otros usos de este término, véase Gentry (desambiguación). Castle Coole Enniskillen, ejemplo de residencia de la gentry inglesa La gentry se refiere a una clase social, inicialmente británica, integrada por la nobleza de tipo medio y bajo (barones, caballeros...) y los hombres libres (freemen y commoners) terratenientes. Controlaban, antes de la revolución agrícola británica, aproximadamente un 50% de las tierras, haciéndose llamar burguesía territorial. Gentry es traducido com...
Bundle branchesThe left bundle branch (4) and the right bundle branch (10)Anatomical terminology[edit on Wikidata] The bundle branches, or Tawara branches,[1] are offshoots of the bundle of His in the heart's ventricle. They play an integral role in the electrical conduction system of the heart by transmitting cardiac action potentials from the bundle of His to the Purkinje fibers.[2] Structure There are two branches of the bundle of His: the left bundle branch and the rig...
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この項目では、船舶について説明しています。スペースシャトルについては「船長 (スペースシャトル)」をご覧ください。 船長の肩章の一例 船長（せんちょう。英語では Captain[1][注釈 1]）とは、船舶の乗員の中で、当該船舶の最高責任者、かつ船主の代理人として、法定の権限を有する者[2]。 軍艦（自衛艦）の長は、艦長（かんちょう。英語では Cap...
In mathematics, a Boolean ring R is a ring for which x2 = x for all x in R, that is, a ring that consists of only idempotent elements.[1][2][3] An example is the ring of integers modulo 2. Every Boolean ring gives rise to a Boolean algebra, with ring multiplication corresponding to conjunction or meet ∧, and ring addition to exclusive disjunction or symmetric difference (not disjunction ∨,[4] which would constitute a semiring). Conversely, every Boolean alg...