Read other articles:

Bafomet

Gambar Kambing Duduk Bersila dari abad ke-19, diciptakan oleh Éliphas Lévi. Lengannya memiliki tulisan kata dalam Bahasa Latin SOLVE (melarutkan) dan COAGULA (mengeraskan). Bafomet (pengucapan bahasa Inggris: [ˈbæfɵmɛt], dari Bahasa Latin Abad Pertengahan Baphometh, baffometi, Bafometz) adalah suatu sosok imajinasi dewa berbentuk rusa pagan (yaitu sebuah produk cerita rakyat mengenai kaum pagan) yang dihidupkan kembali pada abad ke-19 sebagai figur okultisme dan setanisme. Nama ini...

Alessandro Vogliacco

Italian footballer (born 1998) Alessandro Vogliacco Vogliacco with Padova in 2018Personal informationDate of birth (1998-09-14) 14 September 1998 (age 25)Place of birth Acquaviva delle Fonti, ItalyHeight 1.86 m (6 ft 1 in)[1]Position(s) Centre-backTeam informationCurrent team GenoaNumber 14Youth career0000–2014 Bari2013–2014 → Juventus2014–2018 JuventusSenior career*Years Team Apps (Gls)2018–2019 Juventus 0 (0)2018–2019 → Padova (loan) 1 (0)2019 → P...

Nanci Griffith

American singer-songwriter (1953–2021) Nanci GriffithGriffith receiving award in 2010Background informationBirth nameNanci Caroline GriffithBorn(1953-07-06)July 6, 1953Seguin, Texas, U.S.DiedAugust 13, 2021(2021-08-13) (aged 68)Nashville, Tennessee, U.S.GenresCountry, country folk, Americana, neotraditional countryInstrument(s)Vocals, acoustic guitarYears active1977–2021LabelsB.F. Deal, Featherbed, Philo, MCA, Elektra, Rounder, New DoorWebsitenancigriffith.com at the Wayback Machine&...

Tsuchigumo Sōshi

Tsuchigumo Sōshi (土蜘蛛草紙) is a 14th-century Japanese picture scroll depicting the heroic exploits of Minamoto no Raikō in his battle against an enormous spider monster. Authorship and date The pictures in Tsuchigumo Sōshi are traditionally attributed to the artist Tosa Nagataka (土佐長隆),[1] who is also credited with the famous Illustrated Account of the Mongol Invasion,[2] while the text is traditionally attributed to the Buddhist teacher Kenkō,[1] ...

Bola Kampung: The Movie

2013 Malaysian filmBola Kampung: The MovieFilm posterDirected by Ah Loong Chong Tee Chua Written by Fairul Nizam Ablah Chong Tee Chua Ah Loong Produced by Edmund Chan Raye Lee Teik Cheng Leow Teik Siong Leow StarringEzlynnAfdlin ShaukiHarris AlifAznil NawawiMarsha Milan LondohHarun Salim BachikNoh SallehDeanna YusoffAizat AmdanDouglas LimDilly Mixfm (Adilla Shakir)Meester BonesBaki ZainalMamatRahhim OmarMusic by Francis Cobb Noisy Bunch ProductioncompanyAnimasia StudioDistributed byiflixRelea...

Shaolin vs. Evil Dead

2004 Hong Kong filmShaolin vs Evil DeadDirected byDouglas KungWritten byHo Yiu-WangProduced byJeremy Kai-ping CheungStarringGordon LiuCinematographyChi-kan KwanEdited byGrand YipMusic byMak Chun HungProductioncompanyMy Way Film Company LimitedRelease date 16 March 2004 (2004-03-16) (Hong Kong)[1] Running time94 minutesCountryHong KongLanguageCantonese Shaolin vs. Evil DeadTraditional Chinese少林殭屍Simplified Chinese少林僵尸Transcriptions Shaolin Vs. E...

Indonesia dalam tahun 2012

Indonesiadalam tahun2012 ← 2010 2011 2012 2013 2014 → Dekade :2010-anAbad :ke-21Milenium :ke-3Lihat juga Sejarah Indonesia Garis waktu sejarah Indonesia Indonesia menurut tahun Bagian dari seri mengenai Sejarah Indonesia Prasejarah Manusia Jawa 1.000.000 BP Manusia Flores 94.000–12.000 BP Bencana alam Toba 75.000 BP Kebudayaan Buni 400 SM Kerajaan Hindu-Buddha Kerajaan Kutai 400–1635 Kerajaan Tarumanagara 450–900 Kerajaan Kalingga 594–782 Kerajaa...

Slash distribution

Slash Probability density function Cumulative distribution functionParameters noneSupport x ∈ ( − ∞ , ∞ ) {\displaystyle x\in (-\infty ,\infty )} PDF { φ ( 0 ) − φ ( x ) x 2 x ≠ 0 1 2 2 π x = 0 {\displaystyle {\begin{cases}{\frac {\varphi (0)-\varphi (x)}{x^{2}}}&x\neq 0\\{\frac {1}{2{\sqrt {2\pi }}}}&x=0\\\end{cases}}} CDF { Φ ( x ) − [ φ ( 0 ) − φ ( x ) ] / x x ≠ 0 1 / 2 x = 0 {\...

The Next Me

The Next MeSampul The Next MeAlbum mini 下一個炎亞綸 karya Aaron YanDirilis25 Maret 2011 (2011-03-25)GenreMandopopDurasi24:21BahasaMandarinLabelHIM International MusicPony Canyon (Jepang)Kronologi Aaron Yan The Next Me(2011) The Moment紀念日(2012) The Next Me (Hanzi: 下一個炎亞綸; Pinyin: xià yī gè yán yà lún; harfiah: 'The Next Aaron Yan') adalah album mini debut solo berbahasa Mandarin dari Aaron Yan dari grup vokal pria asal Taiwan Fahrenheit. ...

Van Voorst tot Voorst

Dutch noble family van Voorst tot VoorstNoble familyCoat of armsCountry Netherlands, BelgiumFounded13th centuryFounderFredericus van Hekeren van der EseTitlesBaron The van Voorst tot Voorst family is an old Dutch noble family from the province of Overijssel. History The family has been noble since at least the 14th century (Uradel). The first documented ancestor is Fredericus van Hekeren van der Ese (in 1327). His son Frederik van Heeckeren van der Eze (1320 – c. 1386) was the head of the H...

Rodri (footballer, born 1996)

Spanish footballer (born 1996) For more people with the same nickname, see Rodri (disambiguation) and Rodrigo (disambiguation). In this Spanish name, the first or paternal surname is Hernández and the second or maternal family name is Cascante. Rodri Rodri playing for Spain in 2019Personal informationFull name Rodrigo Hernández CascanteDate of birth (1996-06-22) 22 June 1996 (age 28)Place of birth Madrid, SpainHeight 1.90 m (6 ft 3 in)[1]Position(s) Defen...

Reencarnação

Nota: Para outros significados, veja Reencarnação (desambiguação). Foram assinalados vários problemas nesta página ou se(c)ção: As fontes não cobrem todo o texto. Texto necessita de revisão, devido a inconsistências e/ou dados de confiabilidade duvidosa. Contém referências que necessitam de formatação. Ilustração de reencarnação na arte hindu Reencarnação, também conhecida como transmigração[1], metempsicose[2][3][4] ou renascimento, é um conceito filosófico ou...

Generalized mean

N-th root of the arithmetic mean of the given numbers raised to the power n 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: Generalized mean – news · newspapers · books · scholar · JSTOR (June 2020) (Learn how and when to remove this message) Plot of several generalized means M p ( 1 , x ) {\displaystyle M_{...

Distretto di Tamburco

Tamburcodistretto LocalizzazioneStato Perù Regione Apurímac ProvinciaAbancay AmministrazioneData di istituzione1941 TerritorioCoordinate13°37′01.2″S 72°52′15.6″W13°37′01.2″S, 72°52′15.6″W (Tamburco) Altitudine2 581 m s.l.m. Superficie54,6 km² Abitanti7 353 (2007) Densità134,67 ab./km² Altre informazioniFuso orarioUTC-5 Codice UBIGEO030109 CartografiaTamburco Modifica dati su Wikidata · Manuale Il distretto di Tamburco è un di...

Obedska bara

Réserve naturelle d'Obedska baraGéographiePays SerbieProvince VoïvodineRégion SyrmieCoordonnées 44° 43′ 00″ N, 20° 01′ 00″ EVille proche Pećinci, RumaSuperficie 98,20 km2AdministrationCatégorie UICN IVWDPA 328840Création 1951Patrimonialité Site RamsarLocalisation sur la carte d’EuropeLocalisation sur la carte de Serbiemodifier - modifier le code - modifier Wikidata La réserve naturelle de l'Obedska bara (en serbe cyrillique : Об�...

Тригонометрические функции

Запросы «sin» и «синус» перенаправляются сюда; у терминов sin и синус есть также другие значения. Запрос «sec» перенаправляется сюда; см. также другие значения. О функциях, выражающихся через экспоненту см. гиперболические функции. Рис. 1. Графики тригонометрических фу...

Cucina italiana

Alcune specialità della cucina italiana: la pizza, gli spaghetti, il gelato e il caffè espresso. Patrimonio protetto dall'UNESCODieta mediterranea Patrimonio immateriale dell'umanità Alimenti della dieta mediterranea Stati Cipro Egitto Grecia Italia Marocco Portogallo Spagna Inserito nel2010 ListaLista rappresentativa del patrimonio culturale immateriale dell'umanità SettoreCognizioni e prassi sulla natura e l'universo Scheda UNESCO(EN,&#...

Tracker action

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these messages) This article possibly contains original research. Please improve it by verifying the claims made and adding inline citations. Statements consisting only of original research should be removed. (May 2014) (Learn how and when to remove this message) This article does not cite any sources. Please help improve this article by adding citations to reliable...

Masaaki Mori (baseball)

Japanese baseball player and manager (born 1937) Baseball player Masaaki MoriCatcher / ManagerBorn: (1937-01-09) January 9, 1937 (age 87)Gifu, Gifu, JapanBatted: LeftThrew: RightNPB debutOctober 8, 1955, for the Yomiuri GiantsLast NPB appearanceOctober 14, 1974, for the Yomiuri GiantsNPB statistics (through 1974)Batting average.236Home runs81Hits1341 TeamsAs player Yomiuri Giants (1955–1974) As manager Seibu Lions (1986–1994) Yokohama BayStars (2001–20...

GKT School of Medical Education

Medical school of King's College London GKT School of Medical Education, King's College LondonMottoDare Quam AccipereTypeMedical schoolEstablished1173 (St Thomas's hospital as 'teaching hospital')1550 (St Thomas's Hospital Medical School)1909 (King's College Hospital Medical School)1982 (United Medical and Dental Schools of Guy's and St Thomas' Hospitals)1998 (Guy's, King's and St Thomas' School of Medicine)2005 (King's College London School of Medicine)2015 (King's College London GKT School ...

Douglas DC-4

/profillengkap.com/index.php/article/Fibrous root system