Janusz Szwaja
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George IV, si pencipta penghargaan ini pada tahun 1826 Royal Medal, dikenal juga dengan julukan The Queen's Medal, adalah sebuah medali dari perak yang dianugerahkan setiap tahun oleh Royal Society, dua diberikan untuk pemberi kontribusi untuk pengembangan ilmu naturalis dan satu untuk kontribusi yang sangat berharga untuk bidang keilmuan aplikasi di antara Negara-negara Persemakmuran.[1] Tanda penghargaan ini dibuat oleh George IV dan dianugerahkan untuk pertama kalinya pada tahun 18...
فايز غصن مناصب عضو مجلس النواب اللبناني في المنصب1992 – 2000 وزير الدفاع الوطني في المنصب13 يونيو 2011 – 15 فبراير 2014 إلياس المر سمير مقبل معلومات شخصية الميلاد 28 يونيو 1950 كوسبا تاريخ الوفاة 22 نوفمبر 2021 (71 سنة) [1] مواطنة لبنان عدد الأولا�...
Chronologies Bernard Quesson, Claude-Gérard Marcus, Alain Juppé et Jacques Chirac en 1988.Données clés 1985 1986 1987 1988 1989 1990 1991Décennies :1950 1960 1970 1980 1990 2000 2010Siècles :XVIIIe XIXe XXe XXIe XXIIe Chronologies thématiques Art Animation asiatique, Architecture, Arts plastiques (Dessin, Gravure, Lithographie, Peinture et Sculpture), Bande dessinée, Cinéma, Danse, Disney, Échecs, Fantasy, Internet, Jeu, Jeu vidéo, Lit...
Trans PadangSalah satu armada Trans Padang di Terminal Anak AirDidirikan14 Februari 2014[1]LokalKota PadangWilayah layananKota PadangJenis layananbus raya terpaduRute4 koridorJenis bahan bakarBahan bakar minyak diesel Halte tanpa atap Koridor I Trans Padang Trans Padang adalah sistem bus raya terpadu di Kota Padang yang beroperasi sejak Februari 2014.[2] Bus beroperasi setiap hari mulai dari pukul 06.00 WIB hingga 19.00 WIB. Saat ini, Trans Padang melayani 4 koridor yakni Pasa...
Agnes dari Jerman Nama dalam bahasa asli(de) Agnes von Waiblingen BiografiKelahiran1072 (Kalender Masehi Gregorius) Kematian24 September 1143 (Kalender Masehi Gregorius) (70/71 tahun)Klosterneuburg Tempat pemakamanBiara Klosterneuburg Galat: Kedua parameter tahun harus terisi! KegiatanPekerjaanaristokrat Lain-lainGelar bangsawanRatu Galat: Kedua parameter tahun harus terisi!Duchess (en) Galat: Kedua parameter tahun harus terisi! KeluargaDinasti Sali Pasangan nikahFrederick I, Duke of Swabia (...
Minor Upanishad of Hinduism Aruneya UpanishadHindu monksDevanagariअारुणेय/अरुणीIASTĀruṇeya/ĀruṇeyīTitle meansName of the Sage AruniDate1st millennium BCETypeSannyasaLinked VedaSamavedaChapters1Verses5 Aruneya Upanishad (Sanskrit : आरुणेय उपनिषद्) is a minor Upanishad in the corpus of the 108 Upanishads of Hinduism. It is written in Sanskrit. It is one of the 16 Upanishads attached to the Samaveda.[1][2] It is classi...
1970 Swedish filmPippi on the RunThe original 1977 film posterDirected byOlle HellbomWritten byAstrid Lindgren (novel and screenplay)Produced byOlle NordemarStarringInger NilssonMaria PerssonPär SundbergEdited byJan PerssonJutta SchwedenMusic byChristian Bruhn [de] (German)Georg RiedelProductioncompaniesSvensk Filmindustri, Nord Art AB, Beta Film, Iduna Film ProduktiongesellschaftDistributed byBeta FilmRelease dates November 14, 1970 (1970-11-14) (Sweden) [...
Political units in the Hungarian tribal confederation The appearance of Hungarian tribe names in settlement names. It suggests where arriving Hungarians lived amongst other peoples and helped in reconstructing where arriving tribes settled The Magyar or Hungarian tribes (/ˈmæɡjɑːr/ MAG-yar, Hungarian: magyar törzsek) or Hungarian clans were the fundamental political units within whose framework the Hungarians (Magyars) lived, before the Hungarian conquest of the Carpathian Basin and the...
Questa voce sull'argomento film commedia è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Melinda e MelindaChloë Sevigny e Radha Mitchell in una scena del filmTitolo originaleMelinda and Melinda Paese di produzioneStati Uniti d'America Anno2004 Durata99 min Rapporto1,85 : 1 Generecommedia RegiaWoody Allen SoggettoWoody Allen SceneggiaturaWoody Allen ProduttoreLetty Aronson FotografiaVilmos Zsigmon...
豪栄道 豪太郎 場所入りする豪栄道基礎情報四股名 澤井 豪太郎→豪栄道 豪太郎本名 澤井 豪太郎愛称 ゴウタロウ、豪ちゃん、GAD[1][2]生年月日 (1986-04-06) 1986年4月6日(38歳)出身 大阪府寝屋川市身長 183cm体重 160kgBMI 47.26所属部屋 境川部屋得意技 右四つ・出し投げ・切り返し・外掛け・首投げ・右下手投げ成績現在の番付 引退最高位 東大関生涯戦歴 696勝493敗...
1995 California state law covering rent control The Costa–Hawkins Rental Housing Act (Costa–Hawkins) is a California state law, enacted in 1995, which places limits on municipal rent control ordinances. Costa–Hawkins preempts the field in two major ways.[1] First, it prohibits cities from establishing rent control over certain kinds of residential units, e.g., single-family dwellings and condominiums, and newly constructed[2] apartment units; these are deemed exempt. Sec...
Main article: 2016 United States House of Representatives elections 2016 United States House of Representatives elections in Colorado ← 2014 November 8, 2016 (2016-11-08) 2018 → All seven Colorado seats to the United States House of Representatives Majority party Minority party Third party Party Republican Democratic Libertarian Last election 4 3 0 Seats won 4 3 0 Seat change Popular vote 1,288,618 1,263,791 143,338 Perce...
Acido gorlicoAcido gorlico Nome IUPACacido 13-ciclopent-2-en-1-il-tridecanoico Abbreviazioni18:1cyΔ6c Nomi alternativiacido 2-ciclopentene-1-tridecanoico Caratteristiche generaliFormula bruta o molecolareC18H30O2 PubChem51351687 SMILESC1CC(C=C1)CCCCCCC=CCCCCC(=O)O Indicazioni di sicurezzaModifica dati su Wikidata · Manuale L'acido gorlico è un acido grasso composto da 18 atomi di carbonio di cui 13 formano una catena lineare con un doppio legame cis in posizione 6=7 e 5 formano un ane...
Keuskupan Agung LipaArchidiœcesis LipaensisArsidiyosesis ng Lipa Arquidiócesis de LipaKatolik Katedral Santo Sebastian LipaLambang Keuskupan Agung LipaLokasiNegara FilipinaWilayahBatangasProvinsi gerejawiLipaStatistikLuas3.165 km2 (1.222 sq mi)Populasi- Total- Katolik(per 2004)1.905.3481,843,617 (96.8%)Paroki64InformasiDenominasiKatolik RomaGereja sui iurisGereja LatinRitusRitus RomaPendirian10 April 1910 (keuskupan), 20 Juni 1972 (keuskupan agung)Kat...
Geological feature Meander scars, oxbow lakes and abandoned meanders in the broad flood plain of the Rio Negro, Argentina. 2010 astronaut photo from ISS. A meander scar, occasionally meander scarp,[1] is a geological feature formed by the remnants of a meandering water channel. They are characterized by a crescentic cut in a bluff or valley wall, produced by...a meandering stream.[2][3][4] They are often formed during the creation of oxbow lakes.[5][...
Popular expression used to refer to the ruling United Russia party A poster that won the Navalny contest Against the party of crooks and thievesA sticker in Moscow prior to the December 5, 2011 protests reads Against the party of crooks and thieves Anti-government protests in Moscow, December 10, 2011. The poster in the foreground reads Party of crooks and thieves go away! Down with the power of crooks and thieves! Party of crooks and thieves (Russian: Партия жуликов и воро�...
Lingue slaveRegioniBalcani, Europa centro-orientale e orientale LocutoriTotalecirca 315.000.000[1] Altre informazioniScritturaAlfabeto cirillico, alfabeto glagolitico, alfabeto latino TassonomiaFilogenesiIndoeuropeo Lingue slave Codici di classificazioneISO 639-2sla ISO 639-5sla Linguist Listslav (EN) Paesi dove una lingua slava orientale è lingua nazionale Paesi dove una lingua slava occidentale è lingua nazionale ...
أبديرة (باليونانية: Άβδηρα) تاريخ التأسيس القرن 7 ق.م تقسيم إداري البلد اليونان [1] خصائص جغرافية إحداثيات 40°57′00″N 24°58′59″E / 40.95°N 24.98305556°E / 40.95; 24.98305556 الارتفاع 41 متر[2] معلومات أخرى التوقيت ت ع م+02:00 (توقيت قياسي)، وت ع م+03:00 (توقيت صيفي...
Dutch physicist (1894–1952) Hans KramersHans Kramers in c. 1928BornHendrik Anthony Kramers(1894-12-17)17 December 1894Rotterdam, NetherlandsDied24 April 1952(1952-04-24) (aged 58)Oegstgeest, NetherlandsNationalityDutchAlma materLeiden UniversityKnown forKramers transition matrixKramers theory of reaction ratesKramers' lawKramers' opacity lawKramers' degeneracy theoremKramers–Anderson superexchangeKramers–Gaunt factorKramers–Heisenberg formulaKramers–Kronig relationsKr...
Boîte à rythme Yamaha RY30. Une boîte à rythmes est un instrument de musique électronique destiné à produire des rythmes de batterie et de tout autre son percussif. Les boîtes à rythmes les plus anciennes ou les plus simples ne reproduisent que des styles préprogrammés. Les boîtes à rythmes permettant à l'utilisateur de créer sa propre rythmique grâce à un séquenceur intégré se généralisent dès le début des années 1980. Certaines d'entre elles peuvent aussi jouer des ...