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Часть серии статей о Холокосте Идеология и политика Расовая гигиена · Расовый антисемитизм · Нацистская расовая политика · Нюрнбергские расовые законы Шоа Лагеря смерти Белжец · Дахау · Майданек · Малый Тростенец · Маутхаузен ·&...
Ini adalah nama Korea; marganya adalah Kim. Kim Sang-hoLahir24 Juli 1970 (umur 53)Gyeongju, Provinsi Gyeongsang Utara, Korea SelatanPekerjaanAktorTahun aktif1994-sekarangAgenJust Entertainment[1]Nama KoreaHangul김상호 Hanja金尙昊 Alih AksaraGim Sang-hoMcCune–ReischauerKim Sangho Situs webKim Sang-ho Website Kim Sang-ho (lahir 24 Juli 1970) adalah aktor Korea Selatan. Dia muncul di film, televisi dan teater. Sang-ho memenangkan Aktor Pendukung Terbaik di Blue Dragon F...
Ritratto ottocentesco di Plinio il Vecchio Gaio Plinio Secondo, conosciuto come Plinio il Vecchio[1] (in latino Gaius Plinius Secundus[1]; Como, 23[1][2] – Stabia, 25 agosto 79), è stato uno scrittore, naturalista, filosofo naturalista, comandante militare e governatore provinciale romano. Caratterizzato da un'insaziabile curiosità, Plinio scrisse molte opere, tra cui si ricordano: il De iaculatione equestri; il De vita Pomponii Secundi, biografia in d...
Rumput lari-lari Spinifex littoreus TaksonomiDivisiTracheophytaSubdivisiSpermatophytesKladAngiospermaeKladmonocotsKladcommelinidsOrdoPoalesFamiliPoaceaeSubfamiliPanicoideaeGenusSpinifexSpesiesSpinifex littoreus Merr., 1912 Tata namaBasionimStipa littorea (en) lbs Spinifex littoreus adalah spesies herba dalam famili Poaceae .[1] Spesies ini mirip dengan Spinifex longifolius . [2] Ini berasal dari daerah tropis dan subtropis di Asia dan Australia. Tumbuhan ini dikenal sebagai ru...
New Zealand cricketer and broadcaster (1922–2021) Iain GallawayQSO MBEPersonal informationFull nameIain Watson GallawayBorn(1922-12-26)26 December 1922Dunedin, New ZealandDied18 April 2021(2021-04-18) (aged 98)Dunedin, New ZealandBattingRight-handedRoleWicket-keeperDomestic team information YearsTeam1946/47–1947/48Otago Career statistics Competition First-class Matches 3 Runs scored 26 Batting average 8.66 100s/50s 0/0 Top score 22 Catches/stumpings 7/1Source: CricketArchive...
Football league seasonMaltese Premier LeagueSeason2013–14ChampionsValletta(22nd title)RelegatedVittoriosa StarsRabat AjaxChampions LeagueVallettaEuropa LeagueBirkirkaraHiberniansMatches played54Goals scored159 (2.94 per match)Top goalscorerJhonnattannStanley OhawuchiEdison(21 goals)← 2012–13 2014–15 → The 2013–14 Maltese Premier League was the 99th season of the Maltese Premier League, the top-tier football league in Malta. It began on 16 August 2013 and ended on 26 April 201...
Singkatan stasiun ini bukan berarti Kantor Urusan Agama CB04BK04 KuninganStasiun LRT JabodebekLokasiJalan H.R. Rasuna Said, Kuningan Timur, Setiabudi, Jakarta SelatanDaerah Khusus Ibukota JakartaIndonesiaKoordinat6°13′44″S 106°49′59″E / 6.228881°S 106.833175°E / -6.228881; 106.833175Koordinat: 6°13′44″S 106°49′59″E / 6.228881°S 106.833175°E / -6.228881; 106.833175PemilikDirektorat Jenderal PerkeretaapianOperatorPT Kereta ...
Azerbaijani-born Turkish sprinter Ramil GuliyevRamil Guliyev at the 2017 World Athletics Championships in LondonPersonal informationFull nameRamil Eldar oğlu QuliyevNationalityAzerbaijani Turkish Born (1990-05-29) 29 May 1990 (age 33)Baku, Azerbaijan SSRHeight1.87 m (6 ft 2 in)Weight80 kg (176 lb)SportSportTrack and fieldEvent(s)Sprints: 100 m, 200 mClubFenerbahçe AthleticsCoached byEldar Guliyev(2004-2010)Oleg Mukhin (2010–present)Achievements and title...
British landowner and politician His GraceThe Duke of PortlandKG GCVO GCStJ TD PC DLThe Duke of Portland, circa 1900.Master of the HorseIn office9 August 1886 – 11 August 1892MonarchQueen VictoriaPrime MinisterThe Marquess of SalisburyPreceded byThe Earl of CorkSucceeded byThe Viscount OxenbridgeIn office16 July 1895 – 4 December 1905MonarchsQueen VictoriaEdward VIIPrime MinisterThe Marquess of SalisburyArthur BalfourPreceded byThe Earl of CorkSucceed...
VeikkausliigaNegara FinlandiaKonfederasiUEFADibentuk1990; 34 tahun lalu (1990)Jumlah tim12Tingkat pada piramida1Degradasi keYkkönen 1–2 (bergantung pada playoff kualifikasi)Piala domestikPiala Finlandia Piala Liga FinlandiaPiala internasionalLiga Champions UEFALiga Eropa UEFAJuara bertahan ligaHJK Helsinki (2022)Klub tersuksesHJK Helsinki (32 gelar)Televisi penyiarIS Extra, Ruutu+, URHOtv, Canal+, MTV3Situs webwww.veikkausliiga.com Veikkausliiga 2022 Struktur Liga Sepak Bola Finl...
Contention as to what terrorism is Part of a series onTerrorism Definitions History Incidents By ideology Anarchist Communist Left-wing/Far-left Narcotics-driven Nationalist Right-wing/Far-right Religious Buddhist Christian (Mormon) Hindu Islamic (Salafi-Wahhabi) Jewish Sikh Special-interest / Single-issue Suffragette Anti-abortion Green/Ecological Misogynist Related topics Violent extremism Ethnic violence Militia movement Resistance movement Structure Financing Fronting Radicalizat...
Hand-held stone tool used with a metate or quern to process or grind food by hand Native American manos from Arizona. A mano (Spanish for hand) is a ground stone tool used with a metate to process or grind food by hand.[1] It is also known as metlapil, a term derived from Nahuatl.[2] History Manos were used in prehistoric times to process wild seeds, nuts, and other food, generally used with greater frequency in the Archaic period, when people became more reliant upon local wi...
The Story of AbrahamArtistAttributed to Pieter van Aelst IIIYear1540 - 1543TypeTapestryDimensions482.0 cm × 770.0 cm (189.76 in × 303.15 in)LocationHampton Court Palace, Richmond upon Thames, Greater LondonUnited Kingdom The Story of Abraham is a set of ten Brussels tapestries depicting stories from the life of the biblical prophet Abraham. They appear to have been designed by Bernaert van Orley initially, but completed by Pieter Coecke van Aelst ar...
PanAmSat communications satellite AsiaSat 3 → HGS-1 → PAS-22NamesAsiaSat 3HGS-1PAS-22Mission typeCommunicationsOperatorAsiaSat (1997–1998)Hughes (1998–1999)PanAmSat (1999–2002)COSPAR ID1997-086A SATCAT no.25126Mission duration15 years (planned) [1] 4 years (achieved) Spacecraft propertiesSpacecraftAsiaSat 3Spacecraft typeBoeing 601BusHS-601HPManufacturerHughes Space and CommunicationsLaunch mass3,465 kg[2]Dry mass2,500 kg (5,500 lb)Dimensions3.4 m x 3.5 m x...
2002 FontanaRace detailsRace 18 of 19 in the 2002 CART seasonCalifornia Speedway track layoutDateNovember 3, 2002Official name2002 The 500 Presented by ToyotaLocationCalifornia Speedway, Fontana, California, United StatesCourse2 Mile Banked Oval2.029 mi / 3.265 kmDistance250 laps507.250 mi / 816.250 kmWeatherMostly CloudyPole positionDriverTony Kanaan (Mo Nunn Racing)Time31.483Fastest lapDriverOriol Servià (Patrick Racing)Time31.469 (on lap 234 of 250)PodiumFirstJimmy Vasser&...
شعب البوربيشااللغاتاللغة الأم Purépecha (en) اللغة المستعملة Purépecha (en) تعديل - تعديل مصدري - تعديل ويكي بيانات البوربيشا أو تاراسكان (بالإنجليزية: Purépecha) مجموعة من الشعوب الأصلية في المكسيك يتمركزون في المنطقة الشمالية الغربية من ميتشواكان في المكسيك بشكل رئيسي في منطقتي شيران...
Emanuele Luzzati Emanuele Luzzati, spesso chiamato con il diminutivo Lele Luzzati (Genova, 3 giugno 1921 – Genova, 26 gennaio 2007), è stato uno scenografo, animatore e illustratore italiano. Noto soprattutto come scenografo e illustratore, è stato maestro in ogni campo dell'arte applicata. È stato per due volte candidato al Premio Oscar per i film di animazione La gazza ladra (1964) e Pulcinella (1973). Indice 1 Biografia 1.1 L'infanzia e il periodo svizzero 1.2 L'affermazione 1.3 La ma...
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Come leggere il tassoboxTemoloStato di conservazioneRischio minimo Classificazione scientificaDominioEukaryota RegnoAnimalia PhylumChordata ClasseActinopterygii OrdineSalmoniformes FamigliaSalmonidae SottofamigliaThymallinae GenereThymallus SpecieT. thymallus Nomenclatura binomialeThymallus thymallus(Linnaeus, 1758) Thymallus thymallus (Linnaeus 1758), conosciuto comunemente come temolo europeo o temolo pinna rossa, è un pesce d'acqua dolce della famiglia Salmonidae. Indice 1 Distribuzione e...
Calculational tool concerning energy, linking general relativity to classical physics General relativity G μ ν + Λ g μ ν = κ T μ ν {\displaystyle G_{\mu \nu }+\Lambda g_{\mu \nu }={\kappa }T_{\mu \nu }} Introduction HistoryTimelineTests Mathematical formulation Fundamental concepts Equivalence principle Special relativity World line Pseudo-Riemannian manifold Phenomena Kepler problem Gravitational lensing Gravitational redshift Gravitati...