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Further information: UltranationalismPatriotism in the form of aggressive foreign policy The American War-Dog, a 1916 political cartoon by Oscar Cesare, with the dog named Jingo Jingoism is nationalism in the form of aggressive and proactive foreign policy, such as a country's advocacy for the use of threats or actual force, as opposed to peaceful relations, in efforts to safeguard what it perceives as its national interests.[1] Colloquially, jingoism is excessive bias in judging one'...
PT Lippo General Insurance TbkJenisPublikKode emitenIDX: LPGIIndustriJasa keuanganDidirikan1963TokohkunciAgus Benjamin (Presiden Direktur)PendapatanRp 1.13 triliun (2018), Rp 1.16 triliun (2019) Laba bersihRp 68 miliar (2018), Rp 80 miliar (2019) PemilikLippo Group (1991-2023)Hanhwa Life Insurance Indonesia (2023-sekarang)Karyawan311 (2019)Situs webwww.lippoinsurance.com Lippo General Insurance atau yang dikenal sebagai LGI adalah sebuah perusahaan asuransi umum di Indonesia yang didirikan pa...
Maicon Maicon pada tahun 2011Informasi pribadiNama lengkap Maicon Pereira de OliveiraTanggal lahir (1988-05-08)8 Mei 1988Tempat lahir Rio de Janeiro, BrasilTanggal meninggal 8 Februari 2014(2014-02-08) (umur 25)Tempat meninggal Donetsk, UkrainaTinggi 1,85 m (6 ft 1 in)Posisi bermain PenyerangKarier junior2004–2006 Fluminense2007–2008 FlamengoKarier senior*Tahun Tim Tampil (Gol)2009 Atlético Mogi 0 (0)2009–2012 Volyn Lutsk 57 (29)2011 → Steaua București (pinjaman...
Legal rule prohibiting very long temporary interests in property Dead hand control redirects here. For the album, see Dead Hand Control (album). Property law Part of the common law series Types Personal property Community property Real property Unowned property Acquisition Gift Adverse possession Deed Conquest Discovery Accession Lost, mislaid, and abandoned property Treasure trove Bailment License Alienation Estates in land Allodial title Fee simple Fee tail Life estate Defeasible estate Fut...
2001 2008 Élections cantonales de 2004 en Guadeloupe 22 des 40 cantons de la Guadeloupe 21 et 28 mars 2004 Type d’élection Élections cantonales PCF : sièges PS : sièges DVG : siège DVD : siège NC : sièges UMP : sièges modifier - modifier le code - voir Wikidata Les élections cantonales ont eu lieu les 21 et 28 mars 2004. Lors de ces élections, 22 des 40 cantons de la Guadeloupe ont été renouvelés. Elles ont vu la reconduction de la maj...
The Longest Ride Sampul novel asli The Longest RidePengarangNicholas SparksNegaraAmerika SerikatBahasaInggris (original)GenreFiksiRomantisismePenerbitGrand Central Publishing (AS)Tanggal terbitSeptember 2013Jenis mediaCetak (Hardcover, Paperback)Halaman398ISBNISBN 1-4555-2065-9 (original) Invalid ISBN The Longest Ride adalah sebuah novel terjemahan dari novel asli Amerika Serikat karya Nicholas Sparks. Novel ini merupakan novel romantis yang dirilis pada bulan September 20...
Creek in Santa Clara County, California Stevens CreekCupertino CreekSteelhead trout and spawning redd on Stevens CreekStevens Creek watershed (Interactive map)Native nameArroyo San José de Cupertino (Spanish)[1]LocationCountryUnited StatesStateCaliforniaRegionSanta Clara CountyCityMountain View, CaliforniaPhysical characteristicsSourceBlack Mountain in the Santa Cruz Mountains • locationMonte Bello Open Space Preserve • coordinates37°18′40...
Disambiguazione – Se stai cercando altri significati, vedi Kabul (disambigua). Kabulcittàکابل Kabul – Veduta LocalizzazioneStato Afghanistan ProvinciaKabul DistrettoKabul AmministrazioneSindacoAbdullah Habibzai TerritorioCoordinate34°31′58″N 69°09′57″E / 34.532778°N 69.165833°E34.532778; 69.165833 (Kabul)Coordinate: 34°31′58″N 69°09′57″E / 34.532778°N 69.165833°E34.532778; 69.165833 (Kabul) Altitudine1 791 ...
Картина Аксели Галлен-Каллела по сюжету из «Калевалы»: кузнец Сеппо Ильмаринен выковывает волшебное сампо для Старухи Лоухи, хозяйки Похъёлы, далёкой суровой страны саамов, в качестве оплаты за руку её дочери Картина Аксели Галлен-Каллела по сюжету из «Калевалы»: ...
Sekretariat Kementerian Badan Usaha Milik Negara Republik IndonesiaSusunan organisasiSekretarisImam Apriyanto Putro [1]Kantor pusatJalan Medan Merdeka Selatan No. 13 Jakarta 10110 IndonesiaSitus webwww.bumn.go.id Sekretariat Kementerian Badan Usaha Milik Negara Republik Indonesia merupakan unsur pembantu pimpinan pada Kementerian Badan Usaha Milik Negara Republik Indonesia yang berada di bawah dan bertanggung jawab kepada Menteri Badan Usaha Milik Negara Republik Indonesia. Refer...
Observe–orient–decide–act cycle Ooda redirects here. For the Japanese city, see Ōda, Shimane. Diagram of the OODA loop The OODA loop (observe, orient, decide, act) is a decision-making model developed by military strategist and United States Air Force Colonel John Boyd. He applied the concept to the combat operations process, often at the operational level during military campaigns. It is often applied to understand commercial operations and learning processes. The approach explains ho...
Detail dari sarkofagus yuris Romawi Valerio Petroniano (315–320) Yuris atau ahli hukum adalah orang yang melaksanakan, meneliti dan mengkaji yurisprudensi.[1] Orang semacam itu dapat bekerja sebagai pengacara, penceramah hukum, pengajar dan penulis hukum. Di Indonesia gelar dasar yang wajib bagi yuris ialah Sarjana Hukum. Yuris terkenal Plato Cicero Emilio Papiniano Gratian Thomas Aquinas Bartolus de Saxoferrato Alberico Gentili Francisco de Vitoria Francis Bacon Hugo Grotius Willia...
Chemical compound MepenzolateClinical dataAHFS/Drugs.comConsumer Drug InformationATC codeA03AB12 (WHO) Identifiers IUPAC name 3-(2-hydroxy-2,2-diphenylacetoxy)-1,1-dimethylpiperidinium CAS Number25990-43-6 YPubChem CID4057ChemSpider3917 NUNIIONW3LB39P7ChEMBLChEMBL524004 NCompTox Dashboard (EPA)DTXSID2046969 Chemical and physical dataFormulaC21H26NO3+Molar mass340.443 g·mol−1 NY (what is this?) (verify) Mepenzolate is an antimuscarinic.[...
Fred Fred con la nazionale brasiliana nel 2018 Nazionalità Brasile Altezza 169[1] cm Peso 64[1] kg Calcio Ruolo Centrocampista Squadra Fenerbahçe CarrieraGiovanili 2003-2009 Atlético Mineiro2009 Porto Alegre2010-2012 InternacionalSquadre di club1 2012-2013 Internacional33 (7)[2]2013-2018 Šachtar101 (10)2018-2023 Manchester Utd135 (8)2023- Fenerbahçe20 (3)Nazionale 2013 Brasile U-203 (0)2015 Brasile U-234 (0)2014-2022...
American explorer (1819–1870) Lansford HastingsBornLansford Warren Hastings1819 (1819)Mount Vernon, OhioDied1870 (1871) (aged 51)St. Thomas, Virgin IslandsOccupation(s)lawyer, writer and adventurerKnown fordeveloper of the Hastings CutoffSpouseCharlotte Toler Lansford Warren Hastings (1819–1870) was an American explorer and Confederate soldier. He is best remembered as the developer of Hastings Cutoff, a claimed shortcut to California across what is now the state of Ut...
Family of genetic skin disorders Medical conditionIchthyosisOther namesIchthyosesIchthyosis is characterized by generalised, scaly skin.SpecialtyDermatology Ichthyosis (also named fish scale disease)[1] is a family of genetic skin disorders characterized by dry, thickened, scaly skin.[2] The more than 20 types of ichthyosis range in severity of symptoms, outward appearance, underlying genetic cause and mode of inheritance (e.g., dominant, recessive, autosomal or X-linked).[...
2016年美國總統選舉 ← 2012 2016年11月8日 2020 → 538個選舉人團席位獲勝需270票民意調查投票率55.7%[1][2] ▲ 0.8 % 获提名人 唐納·川普 希拉莉·克林頓 政党 共和黨 民主党 家鄉州 紐約州 紐約州 竞选搭档 迈克·彭斯 蒂姆·凱恩 选举人票 304[3][4][註 1] 227[5] 胜出州/省 30 + 緬-2 20 + DC 民選得票 62,984,828[6] 65,853,514[6]...
Robin's theorem redirects here. For Robbins' theorem in graph theory, see Robbins' theorem. Arithmetic function related to the divisors of an integer Divisor function σ0(n) up to n = 250 Sigma function σ1(n) up to n = 250 Sum of the squares of divisors, σ2(n), up to n = 250 Sum of cubes of divisors, σ3(n) up to n = 250 In mathematics, and specifically in number theory, a divisor function is an arithmetic function related to the divisors of an intege...
Adriano Lombardi Lombardi all'Avellino nel 1975 Nazionalità Italia Calcio Ruolo Allenatore (ex centrocampista) Termine carriera 1983 - giocatore2001 - allenatore CarrieraSquadre di club1 1965 Fiorentina0 (0)1965-1966 Cesena11 (1)1966-1967 Empoli25 (3)1967-1968 Lecco5 (0)1968-1969→ Piacenza13 (3)1969-1971 Lecco74 (13)1971 Rovereto7 (3)1971-1972 Como27 (1)1972-1974 Perugia71 (4)1974-1975 Como17 (1)1975-1979 Avellino121 (13)1979-1...
HungaryFIBA zoneFIBA EuropeNational federationHungarian Basketball FederationU19 World CupAppearances1MedalsNoneU18 European ChampionshipAppearances4MedalsNoneU18 European Championship Division BAppearances17Medals Bronze: 1 (2005) The Hungary men's national under-18 basketball team is a national basketball team of Hungary, administered by the Hungarian Basketball Federation.[1][2] It represents the country in men's international under-18 basketball competitions. FIBA U18 Eur...