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Hoki padaPekan Olahraga Nasional XIX Lapangan putra putri Ruangan putra putri Kompetisi hoki ruangan putra pada Pekan Olahraga Nasional XIX akan berlangsung dari tanggal 13 September dan berakhir pada tanggal 19 September di Gymnasium FPOK UPI, Kota Bandung.[1] Kualifikasi Artikel utama: Hoki pada Pekan Olahraga Nasional XIX – Kualifikasi § Hoki ruangan putra Jenis Kualifikasi Tanggal Tuan rumah Kuota Tim Provinsi tuan rumah 27 April 2010 Jakarta, ...
Drapeau de l'Allemagne Drapeau civil et d'État et pavillon marchand de l'Allemagne. Utilisation Caractéristiques Proportions 3:5 Adoption 23 mai 1949 Éléments Tricolore de bandes noire, rouge et jaune modifier Drapeau d'État Utilisation Caractéristiques Proportions 3:5 Adoption 7 juin 1950 Éléments Drapeau national avec les armoiries au centre modifier Pavillon de guerre de l'Allemagne Utilisation Caractéristiques Proportions 3:5 Adoption 9 mai 1956 Éléments Seekriegsf...
Untuk kegunaan lain, lihat Kasino (disambiguasi). CasinoPoster film CasinoSutradaraMartin ScorseseProduserBarbara De FinaDitulis olehNicholas Pileggi & Martin Scorsese (skenario) Nicholas Pileggi (buku)PemeranRobert De NiroJoe PesciSharon StoneFrank VincentDon RicklesPasquale CajanoJames WoodsAlan KingNaratorRobert De NiroFrank VincentJoe PesciSinematograferRobert RichardsonPenyuntingThelma SchoonmakerDistributorUniversal PicturesTanggal rilis22 November 1995Durasi178 menitNegara Ame...
1928 senate election in Ohio Not to be confused with 1928 United States Senate special election in Ohio. 1928 United States Senate election in Ohio ← 1922 November 6, 1928 1934 → Nominee Simeon Fess Charles Truax Party Republican Democratic Popular vote 1,412,805 908,952 Percentage 60.73% 39.07% U.S. senator before election Simeon Fess Republican Elected U.S. Senator Simeon Fess Republican Elections in Ohio Federal government U.S. President 1804 1808 1812 181...
Canadian stock exchange 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: TSX Venture Exchange – news · newspapers · books · scholar · JSTOR (June 2020) (Learn how and when to remove this template message) TSX Venture ExchangeTypeStock exchangeLocationCalgary, Alberta, CanadaFoundedNovember 29, 1999Websitewww....
У этого термина существуют и другие значения, см. Музей денег. Музей Банка Канадыангл. The Bank of Canada Museumфр. Le Musée de la Banque du Canada Современное расположение музея (справа — здание Банка Канады, где музей располагался ранее) Дата основания 1980 Дата открытия 1980 Основатель Банк К...
Israeli singer (born 2000) For other uses, see Eden (disambiguation) § Performers. Eden AleneAlene in 2021Background informationBorn (2000-05-07) 7 May 2000 (age 23)Jerusalem, IsraelGenres R&B soul pop Occupation(s)SingerYears active2017–2022[a]LabelsAromaMusical artist Eden Alene (Hebrew: עדן אלנה, pronounced [eˈden ʔaˈlene]; Amharic: ኤደን አለነ, romanized: Edäni Älänä; born 7 May 2000) is an Israeli singer. Having won the seventh ...
† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапсиды�...
Causeway Bay Gedung kepadatan tinggi di Causeway Bay Hanzi tradisional: 銅鑼灣 Hanzi sederhana: 铜锣湾 Makna harfiah: Copper Gong Bay Alih aksara Mandarin - Hanyu Pinyin: Tóngluó wān Yue (Kantonis) - Romanisasi Yale: Tùhnglòh wàahn - Jyutping: Tung4lo4 waan4 Causeway Bay (Hanzi: 銅鑼灣) adalah sebuah kawasan perkotaan di Hong Kong, yang terletak di Pulau Hong Kong, yang mencakup bagian Distrik Wan Chai. Nama Kanton tersebut dapat diromanisasi sebagai Tung Lo Wan seperti Tu...
МифологияРитуально-мифологическийкомплекс Система ценностей Сакральное Миф Мономиф Теория основного мифа Ритуал Обряд Праздник Жречество Мифологическое сознание Магическое мышление Низшая мифология Модель мира Цикличность Сотворение мира Мировое яйцо Мифическое �...
American physiologist (1918–2015) Bodil Schmidt-NielsenBodil Mimi Krogh Schmidt-Nielsen, Knut Schmidt-Nielsen, and Barbara Wagner.Born6 November 1918Copenhagen, DenmarkDied27 April 2015 (aged 96)Spouse(s) Knut Schmidt-Nielsen (m. 1939–1966) (divorced) Roger G. Chagnon (m. 1968–2003) (his death)Scientific careerInstitutionsDuke University Case Western Reserve UniversityMD...
Jagdpanzer IV/48 Jenis Penghancur tank Negara asal Jerman Nazi Spesifikasi Berat 24 tonnes (52,910 lbs) Panjang 6.85 m (22.47 kaki) Lebar 3.17 m (10.40 kaki) Tinggi 1.85 m (6 kaki) Awak 4 Perisai 10-80 mm (.39-3.14 in) Senjatautama 1x 7.5 cm PaK 39 L/48 79 peluru Senjatapelengkap 1x 7.92 mm Maschinengewehr 34 600 peluru Jenis Mesin Maybach HL 120 TRM300 hp (223.71 kW) Daya kuda/ton 12.5 hp/tonne Suspensi Leaf springs Daya jelajah 210 km (130 mpj) Kecepatan 40 km/h (25 mpj...
Camellia sinensis, the source of tea leaves and buds, can be grown in much of the United States. Commercial cultivation has been tried at various times and locations since the 1700s, but tea has remained a niche crop and has never been cultivated widely in the US. As of 2020, the US mainland has one relatively large plantation with full mechanization in Charleston, South Carolina, and many small commercial tea gardens that pick tea by hand. Some growers feel that tea production is not economi...
Questa voce sull'argomento province della Turchia è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Provincia di DenizliprovinciaDenizli ili LocalizzazioneStato Turchia RegioneEgeo AmministrazioneCapoluogoDenizli TerritorioCoordinatedel capoluogo37°50′24.58″N 29°04′11.35″E37°50′24.58″N, 29°04′11.35″E (Provincia di Denizli) Superficie11 868 km² Abitanti931 823 (2010) Densità78,52 ab./km² Altre informazioniCod....
Segnano Stato Italia Regione Lombardia Provincia Milano Città Milano CircoscrizioneMunicipio 9 Altitudine131 m s.l.m. Nome abitantisegnanesi PatronoSant'Antonino da Padova SegnanoSegnano (Milano) Segnano (Segnan in dialetto milanese, AFI: [se'ɲɑ̃ː]) è un quartiere di Milano, sito nella zona nord della città. Amministrativamente è compreso nel Municipio 9. Sino al 1863 era comune con il nome di Segnano. Tale comune comprendeva anche Greco. Nel 1863 Greco divenne cap...
Invercargill Invercargill merupakan nama kota yang terletak di sebelah selatan Pulau selatan, Selandia Baru dan satu dari bagian paling selatan di dunia. Dan merupakan pusat perdagangan terpenting di Region Selatan. Kota ini memiliki jumlah penduduk sebanyak 48.200 jiwa (urban) dan 50.800 jiwa (teritorial). Wali kota Invercargill saat ini adalah Tim Shadbolt. Berdasarkan sensus tahun 2006, Kota Invercargill memiliki populasi sekitar 50.328 jiwa, meningkat 498 jiwa, atau 1,0 persen, dibandingk...
關島議會第37屆關島徽章种类种类一院制连任限制無历史成立1950年5月23日 (1950-05-23)前身關島代表大會领导議長特蕾莎·M·泰拉耶(英语:Therese M. Terlaje)( 民主党) 自2021年1月4日副議長穆緹娜(英语:Tina Rose Muña Barnes)( 民主党) 自2021年1月4日结构政党 民主黨(9) 反對黨 共和黨(6) 任期2年授权關島組織法(英语:Organic Act of Guam)薪水$55,000美元[1]...
Sikhism in GreeceΣιχ στην ΕλλάδαDamaskinos of Athens meeting with turbaned Indian-Sikh troops (three persons from the left) in Salonika (1945)Total population20,000Regions with significant populationsAthens · Megara · Chalkida · PsachnaReligionsSikhismLanguagesPunjabi · Greek Sikhism in Greece dates back to the early 1900s, where many Sikhs came to the country through British Indian Army in the World War I and World War II....
Decreto dell'incendio del ReichstagTitolo estesoDecreto del Presidente del Reich per la protezione del Popolo e dello Stato Stato Germania Tipo leggeDecreto LegislaturaVIII ProponenteAdolf Hitler SchieramentoPartito Nazionalsocialista Tedesco dei Lavoratori Promulgazione28 febbraio 1933 A firma diPaul von Hindenburg Abrogazione23 marzo 1949 (de facto) Testo(DE) Testo legislativo, su de.wikisource.org. Il decreto dell'incendio del Reichstag (in tedesco: Reichstagsbrandverordnung) è il no...
Il piano tangente in un punto di una sfera. Lo spazio tangente generalizza tale concetto a varietà di dimensioni arbitrarie. Lo spazio tangente di una varietà è un ente che consente la generalizzazione del concetto di piano tangente ad una superficie e l'estensione della definizione di vettore dagli spazi affini ad una qualunque varietà. Intuitivamente, il concetto di spazio tangente si presenta in topologia differenziale come lo spazio formato da tutte le possibili direzioni delle curve ...