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Penyaliran bawah tanah kota Sydney di New South Wales, Australia Drainase, penyaliran, pengatusan, atau pematusan adalah pembuangan massa air secara alami atau buatan dari permukaan atau bawah permukaan dari suatu tempat. Pembuangan ini dapat dilakukan dengan mengalirkan, menguras, membuang, atau mengalihkan air.[1] Drainase merupakan bagian penting dalam penataan sistem air di bidang tata ruang. Dalam lingkup rekayasa sipil, drainase dibatasi sebagai serangkaian bangunan air yang ber...

Belait دأيره بلأيتDaerahDaerah BelaitSungai BelaitIbukotaKuala BalaiPemerintahan[1] • Ketua JabatanAwang Ramlee bin Haji Jamudin • Wakil Ketua JabatanAwang Abdol Hazis bin Haji AhadLuas[2] • Total2.727 km2 (1,053 sq mi)Ketinggian tertinggi400 m (1,300 ft)Ketinggian terendah0 m (0 ft)Populasi (2018)[3] • Total73.200 • Kepadatan27/km2 (70/sq mi)Zon...

البريمرليغ   تفاصيل الموسم 2015–16 النسخة 24 البلد المملكة المتحدة  التاريخ بداية:8 أغسطس 2015  نهاية:15 مايو 2016  المنظم الاتحاد الإنجليزي لكرة القدم  البطل ليستر سيتي (اللقب الأول) الهابطون نيوكاسل يونايتد نورويتش سيتي أستون فيلا نظام النقاط ثلاث نقاط للفوز  دوري ...

Japanese actor Taiji Tonoyama殿山 泰司Born(1915-10-17)October 17, 1915DiedApril 30, 1989(1989-04-30) (aged 73)OccupationActor Taiji Tonoyama (殿山 泰司, Tonoyama Taiji, October 17, 1915 – April 30, 1989) was a Japanese character actor who made many appearances in films and on television from 1939 to 1989.[1] He was a close friend of Kaneto Shindo and one of his regular cast members.[2] He was also an essayist. In 1950 he helped form the film company Kindai E...

Saturn Award du meilleur film de science-fictionCadreType Récompense du meilleur film par genrePays  États-UnisOrganisationSite web (en) www.saturnawards.orgmodifier - modifier le code - modifier Wikidata Le Saturn Award du meilleur film de science-fiction (Saturn Award for Best Science Fiction Film) est une récompense cinématographique décernée chaque année depuis 1973 par l'Académie des films de science-fiction, fantasy et horreur (Academy of Science Fiction Fantasy & ...

2003 2013 Élections régionales de 2008 en Bavière 187 députés du LandtagMajorité absolue : 94 députés 28 septembre 2008 Type d’élection Élection parlementaire Corps électoral et résultats Inscrits 9 321 417 Votants 5 398 356   57,91 %  0,8 Votes exprimés 10 612 275 Votes nuls 183 729 CSU – Günther Beckstein Voix 4 603 960 43,38 %   17,3 Députés élus 92  32 SP...

Liga Eropa UEFA 2010–2011Stadion Aviva, Dublin menjadi tuan rumah final.Informasi turnamenJadwalpenyelenggaraan16 September 2010 – 18 Mei 2011 (kompetisi sebenarnya)1 Juli – 26 Agustus 2010 (kualifikasi)Jumlahtim peserta48+8 (kompetisi)161+33 (total) (dari 53 asosiasi)Hasil turnamenJuara Porto (gelar ke-2)Tempat kedua BragaStatistik turnamenJumlahpertandingan178Jumlah gol479 (2,69 per pertandingan)Pencetak golterbanyak Radamel Falcao(17 goals)← 2009–2010 2011–2012 &#...

Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...

Sugar-rich liquid produced by many flowering plants, that attracts pollinators and insects For other uses, see Nectar (disambiguation). Nectar of camellia Orange-yellow nectaries and greenish nectar in buckwheat flowers An Australian painted lady feeding on a flower's nectar Gymnadenia conopsea flowers with nectar-filled spur Nectar is a viscous, sugar-rich liquid produced by plants in glands called nectaries or nectarines, either within the flowers with which it attracts pollinating animals,...

Artikel ini bukan mengenai Ali Khamenei. Ayatollah SayyidRuhollah Musavi KhomeiniRuhollah Khomeini Tahun 1981 Pemimpin Agung Republik Islam Iran ke-1Masa jabatan3 Desember 1979 – 3 Juni 1989PresidenAbolhassan BanisadrMohammad Ali RajaiAli KhameneiPerdana MenteriMohammad Ali RajaiMohammad-Javad BahonarMohammad-Reza Mahdavi Kani (sementara)Mir-Hossein MousaviPendahulu(Tidak ada; jabatan pertama)PenggantiAli Khamenei Informasi pribadiLahir(1902-09-24)24 September 1902 Khomein, Provins...

Croatian lawyer and politician Vladimir ŠeksSpeaker of the Croatian ParliamentIn office22 December 2003 – 11 January 2008Preceded byZlatko TomčićSucceeded byLuka BebićLeader of the OppositionActingIn office5 January 2000 – 30 April 2000Preceded byDražen BudišaSucceeded byIvo SanaderPresident of the Croatian Democratic UnionActingIn office5 January 2000 – 30 April 2000Preceded byFranjo TuđmanSucceeded byIvo Sanader Personal detailsBorn (1943-01-01) 1 Jan...

2021 tornado outbreak and blizzard in the United States Tornado outbreak of March 16–18, 2021Map of confirmed tornadoes and tornado warnings received by the Storm Prediction Center TypeExtratropical cycloneTornado outbreakBlizzardDurationMarch 16–18, 2021 Highest windsTornadic – 135 mph (217 km/h) in Wayne County, Mississippi on March 17Non-tornadic – 85 mph (137 km/h) near Garysburg, North Carolina on March 18 Tornadoesconfirmed51Max. rating1EF2 tornadoD...

土库曼斯坦总统土库曼斯坦国徽土库曼斯坦总统旗現任谢尔达尔·别尔德穆哈梅多夫自2022年3月19日官邸阿什哈巴德总统府（Oguzkhan Presidential Palace）機關所在地阿什哈巴德任命者直接选举任期7年，可连选连任首任萨帕尔穆拉特·尼亚佐夫设立1991年10月27日 土库曼斯坦土库曼斯坦政府与政治 国家政府 土库曼斯坦宪法 国旗 国徽 国歌 立法機關（英语：National Council of Turkmenistan） ...

State Legislative Assembly Constituency in Tamil Nadu SriperumbudurConstituency No. 29 for the Tamil Nadu Legislative AssemblyConstituency detailsCountryIndiaRegionSouth IndiaStateTamil NaduDistrictKanchipuramLS constituencySriperumbudurTotal electors3,55,198[1]ReservationNoneMember of Legislative Assembly16th Tamil Nadu Legislative AssemblyIncumbent K. Selvaperunthagai Party  INCAlliance  SPAElected year2021 Sriperumbudur is a state assembly constituency in Kanche...

Munisipalitas Jesenice Občina JeseniceMunisipalitasNegara SloveniaIbu kotaJesenicePopulasi (2013) • Total21.374Kode ISO 3166-2SI-041 Munisipalitas Jesenice adalah salah satu dari 212 munisipalitas di Slovenia. Kode ISO 3166-2 munisipalitas yang beribu kota di Jesenice ini adalah SI-041. Menurut sensus 2013, jumlah penduduk munisipalitas ini adalah 21.374 jiwa. Ia berbatasan dengan Austria. Referensi Tabela: Prebivalstvo po starosti in spolu, občine, Slovenija, polletno...

Association football championship match between Manchester United and Chelsea, held in 1994 For the women's event, see 1994 FA Women's Cup final. This article is written like a personal reflection, personal essay, or argumentative essay that states a Wikipedia editor's personal feelings or presents an original argument about a topic. Please help improve it by rewriting it in an encyclopedic style. (January 2016) (Learn how and when to remove this message) Football match1994 FA Cup FinalThe ma...

Bombing of a high speed train travelling between Moscow and Saint Petersburg Nevsky Express bombing redirects here. For 2007 bombing, see 2007 Nevsky Express bombing. 2009 Nevsky Express bombingUglovka, Okulovsky District, Novgorod Oblast, RussiaDetailsDate27 November 2009 21:25[1]/21:30[2][3]/21:34[4]/21:35[5]/21:48[6] MSK (UTC+3)LocationBetween Alyoshinka and Uglovka, Novgorod OblastCoordinates58°7′33″N 33°40′25″E / 5...

1520 treatise by Martin Luther To the Christian Nobility of the German Nation (German: An den christlichen Adel deutscher Nation) is the first of three tracts written by Martin Luther in 1520. In this work, he defined for the first time the signature doctrines of the priesthood of all believers and the two kingdoms. The work was written in the vernacular language German and not in Latin. History The Disputation of Leipzig (1519) brought Luther into contact with the humanists, particularly Mel...

Prince Kachō Hirotada 華頂宮博忠王Born(1902-01-26)26 January 1902Tokyo, JapanDied24 March 1924(1924-03-24) (aged 22)Sasebo, Nagasaki, JapanFatherPrince Fushimi HiroyasuMotherTsuneko Tokugawa Hirotada, Prince Kachō (華頂宮博忠王, Kachō-no-miya Hirotada-ō, 26 January 1902 – 24 March 1924) of Japan, was a member of a collateral branch of the Japanese imperial family. Biography Prince Hirotada was the second son of Prince Fushimi Hiroyasu. His mother was Tokugawa Tsunek...

Geometry theorem Pappus's hexagon theorem: Points X, Y and Z are collinear on the Pappus line. The hexagon is AbCaBc. Pappus's theorem: affine form A b ∥ a B , B c ∥ b C ⇒ A c ∥ a C {\displaystyle Ab\parallel aB,Bc\parallel bC\Rightarrow Ac\parallel aC} In mathematics, Pappus's hexagon theorem (attributed to Pappus of Alexandria) states that given one set of collinear points A , B , C , {\displaystyle A,B,C,} and another set of collinear points a , b , c , {\displa...