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Hari Nasional Republik Rakyat TiongkokTaman Beihai pada 2004Dirayakan olehSeluruh Republik Rakyat Tiongkok termasuk Hong Kong dan MakauJenisHistoris, kultural, nasionalisPerayaanfestival perayaan, termasuk pertunjukan kembang api dan konserMulai1 OktoberBerakhir3 Oktober (resmi) Empat hari lainnya ditambahkan terhadap libur resmi 3 hari, biasanya sebagai pengganti dua hari istirahat akhir pekan sekitar 1 Oktober, praktis menjadikannya sebagai sebuah hari libur nasional yang terdiri dari...
student ESTJ (Bahasa Inggris: Extroversion, Sensing, Thinking, Judgement) adalah sebuah kependekan yang digunakan untuk membedakan salah satu jenis kepribadian dari 16 jenis kepribadian dalam tes MBTI).[1] ESTJ merupakan salah satu kepribadian yang cukup banyak di dunia dengan presentase kurang lebih 10% dari populasi.[2] Latar belakang ESTJ merupakan identfikasi salah satu kepribadian yang dikembangkan oleh Katherine Cook Briggs dan puterinya, Isabel Briggs Myers dalam Tes Ke...
Tari kuda Gipang di Banjar Kuda Gipang atau Kuda Gepang merupakan salah satu kesenian Kuda Lumping yang berupa tarian berbaris menggunakan Eblek anayaman bambu berbentuk hewan kuda berkembang di lingkungan masyarakat Banjar, Kalimantan Selatan. Asal mula Bermula ketika Kerajaan Daha di Banjar dibantu oleh kesultanan Demak dalam kemelut perang perebutan tahta, yang dimana pihak Kesultan Demak memberikan syarat kepada Pangeran Samudera sebagai pewaris tahta kerajaan Daha penerus yang sah untuk ...
Ini adalah nama Papua (Amungme), marganya adalah Anggaibak Andreas Anggaibak Informasi pribadiLahirAndreas Ubertus Anggaibak(1953-12-26)26 Desember 1953Kabupaten MimikaMeninggal9 Juli 2018(2018-07-09) (umur 64)Timika, Kabupaten MimikaSebab kematianpenyakit ginjal dan diabetesKewarganegaraan IndonesiaKebangsaan IndonesiaSuami/istriEster Nunaki (istri)HubunganAgustinus Anggaibak (adik kandung)Anak Andi Marco Anggaibak Patri Bella Anggaibak Fictor Arnold Anggaibak Monika Okto...
Artikel ini membahas mengenai bangunan, struktur, infrastruktur, atau kawasan terencana yang sedang dibangun atau akan segera selesai. Informasi di halaman ini bisa berubah setiap saat (tidak jarang perubahan yang besar) seiring dengan penyelesaiannya. Conrad DubaiInformasi umumLokasiDubai, Uni Emirat ArabPerkiraan rampung2010TinggiAtap255 m (837 ft)Data teknisJumlah lantai51Desain dan konstruksiArsitekWS Atkins & Partners Conrad Dubai merupakan sebuah proyek menara hotel bertingkat 51 di...
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. Artyom BerdakovInformasi pribadiNama lengkap Artyom Igorevich BerdakovTanggal lahir 16 Februari 1991 (umur 33)Tinggi 1,67 m (5 ft 5+1⁄2 in)Posisi bermain GelandangKarier senior*Tahun Tim Tampil (Gol)2012 FC Sakhalin Yuzhno-Sa...
Department of Haiti Department in Port-au-Prince, HaitiOuest LwèsDepartmentTaïno Beach, Grand-GoâveOuest in HaitiCountry HaitiCapitalPort-au-PrinceRégionSouth-CentralSymboleBoat, tower, queen beeGovernment • TypeDepartmental CouncilArea • Department4,982.56 km2 (1,923.78 sq mi)Population (2015)[1] • Department4,029,705 • Density810/km2 (2,100/sq mi) • Urban3,397,404 • Rural632,301Time ...
Christian moveable feast preceding Easter For the book, see Palm Sunday (book). Palm SundayEntry of Jesus Christ into Jerusalem (1320) by Pietro Lorenzetti: entering the city on a donkey symbolizes arrival in peace rather than as a war-waging king arriving on a horse.[1][2]Also calledSixth Sunday of Lent, Palm and Passion SundayObserved byChristiansSignificancecommemorates Christ's triumphal entry into Jerusalem; first day in Holy WeekObservancesChurch attendance, blessin...
Aeronautical Division, Signal Corps[1]The first Wright airplane arriving at Ft. Myer, VA, 1 September 1908Active1 August 1907–18 July 1914Country United StatesBranch United States ArmyTypeAir forceRoleAerial warfareSize(1913) 18 pilots, 100 support personnel31 total airplanes 1909–1914Part of Signal CorpsMilitary unit The Aeronautical Division, Signal Corps[1] (1907–1914) was the first heavier-than-air military aviation organization in history and the progenito...
Florida Gators women's lacrosseFounded2010UniversityUniversity of FloridaHead coachAmanda O'Leary (15th season)StadiumDonald R. Dizney Stadium(capacity: 1,500)LocationGainesville, FloridaConferenceAmerican Athletic Conference(Big 12 Conference in 2025)NicknameGatorsColorsOrange and blue[1] NCAA Tournament Final Fours2012NCAA Tournament Quarterfinals2011, 2012, 2013, 2014, 2018, 2021NCAA Tournament appearances2011, 2012, 2013, 2014, 2015, 2016, 2017, 2018, 20...
Country club and neighborhood in Raleigh, North Carolina North Ridge Country ClubClub informationLocationRaleigh, North Carolina, United StatesTypePrivate/ResidentialTotal holes36Events hostedNorth Ridge CupWebsite[1]The LakesDesigned byGeorge CobbGene Hamm The OaksDesigned byGeorge CobbGene Hamm North Ridge Country Club is a member-owned country club located in northern Raleigh, North Carolina, along the North Ridge Estates neighborhood. Golfing and events North Ridge has two 18-hole golf co...
Brazilian national-conservative political party This article is about a conservative and nationalist party. For Brazilian liberal parties, see Liberalism in Brazil. Social Liberal Party Partido Social LiberalAbbreviationPSLPresidentLuciano BivarFounded30 October 1994; 29 years ago (1994-10-30)Dissolved8 February 2022; 2 years ago (2022-02-08)Merged intoBrazil UnionHeadquartersSHN, Quadra 02, Bloco F, Ed. Executive Office Tower, Sala 1.122 – Brasília...
Pour les articles homonymes, voir Le Guide. Guido ReniGuido Reni, Autoportrait (1632),Florence, musée des Offices.Naissance 4 novembre 1575Bologne, États pontificauxDécès 18 août 1642 (à 66 ans)Bologne, États pontificauxSépulture Basilique San DomenicoActivité PeintreMaître Denis CalvaertLieux de travail Bologne (1599-1600), Rome (1600-1602), Bologne (1603-1605), Rome (1605-1610), Bologne (1611-1612), Rome (1612), Bologne (1615-1616), Mantoue (1617-1621), Rome (162...
「俄亥俄」重定向至此。关于其他用法,请见「俄亥俄 (消歧义)」。 俄亥俄州 美國联邦州State of Ohio 州旗州徽綽號:七葉果之州地图中高亮部分为俄亥俄州坐标:38°27'N-41°58'N, 80°32'W-84°49'W国家 美國加入聯邦1803年3月1日,在1953年8月7日追溯頒定(第17个加入联邦)首府哥倫布(及最大城市)政府 • 州长(英语:List of Governors of {{{Name}}}]]) •&...
Military alliance formed to overthrow the Tokugawa shogunate of Japan (1866) Samurai of the Satsuma clan, members of the Satchō Alliance, fighting for the Imperial side during the Boshin War period. Photograph by Felice Beato. The Satsuma–Chōshū Alliance (薩摩長州同盟, Satsuma Chōshū dōmei), or Satchō Alliance (薩長同盟, Satchō dōmei) was a powerful military alliance between the feudal domains of Satsuma and Chōshū formed in 1866 to combine their efforts to restore Impe...
Muslim general (c. 595 – 674) Sa'd ibn Abi Waqqas سَعْد بْنِ أَبِي وَقَّاصGovernor of KufaMonarchs Umar Uthman Preceded byOffice establishedSucceeded byAl-Mughira ibn Shu'ba Personal detailsBornc. 595Mecca, ArabiaDiedc. 674(674-00-00) (aged 78–79)Medina, Umayyad CaliphateSpouses Salma bint Khasafah Makhita bint Amr RelationsBanu Zuhra (clan)Children Umar Muhammad Amir Ishaq Military serviceAllegiance Muhammad (610–632) Rashidun Caliphate (632–656) Years...
هذه المقالة عن يوحنا المعمدان بحسب النظرة المسيحية. لالنبي يحيى في الإسلام، طالع يحيى بن زكريا. القِدِّيسُ يُوحَنَّا المَعْمَدَانיוחנן המטבילܝܘܚܢܢ ܡܥܡܕܢܐ ࡉࡀࡄࡉࡀ ࡉࡅࡄࡀࡍࡀ أيقونة شرقية تصور يوحنا المعمدان بريشة أندريه روبليوف السابق، الصابغ، البشير، الشهيد، ال�...
Inner boroughs of Greater London Place in EnglandInner LondonStatutory definitionStatistical definitionSovereign stateUnited KingdomCountryEnglandRegionLondonAdministrative areaGreater LondonArea • Total123 sq mi (319 km2)Population (2021 Census) • Total3,404,300 • Density28,000/sq mi (11,000/km2)NUTSUKI1 Inner London is the name for the group of London boroughs that form the interior part of Greater London and are surrounded by Out...
Type of mathematical link 41 knot In mathematics, a hyperbolic link is a link in the 3-sphere with complement that has a complete Riemannian metric of constant negative curvature, i.e. has a hyperbolic geometry. A hyperbolic knot is a hyperbolic link with one component. As a consequence of the work of William Thurston, it is known that every knot is precisely one of the following: hyperbolic, a torus knot, or a satellite knot. As a consequence, hyperbolic knots can be considered plentiful. A ...
Jain cosmology being SimandharTīrthaṅkaraMurti of Simandhar, Shri Simandhar Swami Jain Temple, UjjainOther namesHelds being saint (Sanyam ni sima ne dharan karnar)Predecessorhimself 1stSuccessorYugmandharSymbolBullHeight500 DhanushAge84 lac purvColorGoldGenealogyParentsShreyans (father)Satyaki (mother)SpouseRukamani Part of a series onJainism Jains History Timeline Index Philosophy Anekantavada Cosmology Ahimsa Karma Dharma Mokṣa Kevala Jnana Dravya Tattva Brahmacarya Aparigraha Gunastha...