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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 Januari 2023. Parmena novaki Klasifikasi ilmiah Kerajaan: Animalia Filum: Arthropoda Kelas: Insecta Ordo: Coleoptera Famili: Cerambycidae Genus: Parmena Spesies: Parmena novaki Parmena novaki adalah spesies kumbang tanduk panjang yang tergolong famili Cerambycidae. ...

Tipecollaborative development environment (en), perangkat lunak bebas, sistem pelacakan kutu dan forge (en) Versi pertama2010; 14 tahun lalu (2010)GenrePeninjau kode, pelacak kekutuLisensiApache License 2.0[1]BahasaDaftar bahasa bahasa Inggris Karakteristik teknisSistem operasiMirip-UnixBahasa pemrogramanPHP Informasi pengembangPembuatEvan Priestley[2] / FacebookPengembangPhacility, Inc[3]Sumber kode Kode sumberPranala Informasi tambahanSitus webphacility.com/pha...

Pour les articles homonymes, voir Allen. Florence Ellinwood AllenFonctionJudge of the United States Court of Appeals for the Sixth Circuit (d)BiographieNaissance 23 mars 1884Salt Lake City (Utah)Décès 12 septembre 1966 (à 82 ans)Waite Hill (Ohio) )Sépulture Waite Hill CemeteryAutres noms Florence E. Allen, Florence AllenNationalité américaineFormation 1904 : obtention du Bachelor of Arts auprès de la Western Reserve University ( University), 1908 : obtention du Master o...

English cleric and bishop (1637–1711) The Right ReverendThomas KenBishop of Bath and WellsBornJuly 1637Little Berkhampstead, Hertfordshire, EnglandDied19 March 1711Longleat, Wiltshire, EnglandVenerated inAnglican CommunionMajor shrineChurch of St John the Baptist, FromeFeast 21 March (Episcopal Church) 8 June (Church of England) Thomas Ken (July 1637 – 19 March 1711) was an English cleric who was considered the most eminent of the English non-juring bishops, and one of the developers...

Pour les articles homonymes, voir Fox Kids (homonymie). Fox KidsCaractéristiquesCréation 8 septembre 1990 19 octobre 1996Disparition 7 septembre 2002 1er janvier 2005Propriétaire Fox Entertainment GroupSlogan It's On Fox (1992–1993)Fox Kids Is What? Fox Kids Is Cool! (1995–1997)Fox Kids! Rocks Kids! (1997–1998)Fox Kids Take the Ride! (1998–2001)Fox Kids, Where Heroes Live! (2001–2002)Langue AnglaisPays États-UnisStatut DéfunteSiège social États-UnisAncien nom Fox Children's ...

Commune in Hauts-de-France, FranceRoubaix RobaaisCommuneThe city hall Coat of armsMotto: Probitas et IndustriaLocation of Roubaix RoubaixShow map of FranceRoubaixShow map of Hauts-de-FranceCoordinates: 50°41′24″N 3°10′54″E / 50.6901°N 3.18167°E / 50.6901; 3.18167CountryFranceRegionHauts-de-FranceDepartmentNordArrondissementLilleCantonRoubaix-1 and Roubaix-2IntercommunalityMétropole Européenne de LilleGovernment • Mayor (2020–2026) ...

Nabeel RajabNabeel di kantornyaLahirNabeel Ahmed Rajab1 Januari 1964 (umur 60)BahrainTempat tinggalBani Jamra, BahrainPendidikanSarjana Sains Politik dan Sejarah dari Universitas PunePekerjaanAktivis HAMTahun aktif1988–sekarangAnakAdam and MalakSitus webBahrain Rights Facebook Twitter Nabeel Ahmad Abdurasool Rajab (Arab: نبيل أحمد عبدالرسول رجب) adalah seorang aktivis hak asasi manusia Bahrain dan penentang oposisi. Ia adalah presiden Pusat Hak Asasi Manus...

French judicial school ENMÉcole nationale de la MagistratureTypePublicEstablished1959DirectorNathalie Roret[1]Academic staff100Students550LocationBordeaux, FranceWebsite[1] The French National School for the Judiciary (French: École nationale de la magistrature or ENM) is a French grande école, founded in 1958[2] by French President Charles de Gaulle and the father of the current French Constitution, Michel Debré, in order to encourage law students to embrace a judicial ca...

Victorian criminal trial Crown vs Felicia Dorothea Kate DoverCourtLeeds Winter Assizes 1882Decided8 February 1882 (1882-02-08)Court membershipJudge(s) sittingLewis CaveKeywordsArsenic poisoningManslaughterPenal servitudeLife imprisonment The trial of Kate Dover of February 1882, before Mr Justice Cave, was a major event at the criminal court in Leeds Town Hall, Leeds, West Yorkshire, England. It was attended by many people, and attracted much newspaper publicity. It followed th...

  لمعانٍ أخرى، طالع رمانة (توضيح). 32°31′26″N 35°12′18″E / 32.523888888889°N 35.205°E / 32.523888888889; 35.205 رمانة   الإحداثيات 32°31′26″N 35°12′18″E / 32.523888888889°N 35.205°E / 32.523888888889; 35.205   تقسيم إداري  البلد دولة فلسطين[1]  التقسيم الأعلى محافظة جنين  معلومات أخر...

Donato CarrisiDonato Carrisi in 2017Born (1973-03-25) 25 March 1973 (age 51)Martina Franca, Apulia, ItalyNationalityItalian Donato Carrisi (born 25 March 1973 in Martina Franca in Apulia) is an Italian writer, director and screenwriter.[1] He made his directorial debut with the film The Girl in the Fog (2017), based on his novel of the same name. He won a David di Donatello 2018 for Best New Director. It was one of the features of the 2019 Italian Film Festival in the United Stat...

King of Kamarupa BalavarmanKing of KamarupaDynastyVarman Part of a series on theHistory of Kamarupa Ruling dynasties Varman dynasty (350–650 CE) Pushyavarman 350–374 Samudravarman 374–398 Balavarman 398–422 Kalyanavarman 422–446 Ganapativarman 446–470 Mahendravarman 470–494 Narayanavarman 494–518 Bhutivarman 518–542 Chandramukhavarman 542–566 Sthitavarman 566–590 Susthitavarman 590–595 Supratisthitavarman 595–600 Bhaskaravarman 600–650 Avantivarman Unknown Mlechch...

هيرفيه غوثير (بالفرنسية: Hervé Gauthier)‏    معلومات شخصية الميلاد 28 مايو 1949 (75 سنة)  مركز اللعب مُدَافِع  الجنسية فرنسا  مسيرة الشباب سنوات فريق 1962–1970 Janzé المسيرة الاحترافية1 سنوات فريق م. (هـ.) 1970–1973 Stade Poitevin FC [الإنجليزية]‏ 1973–1977 ليل 1977–1982 ستاد لافالوا 177 (7) 1982–...

20th-century New Zealand-born lexicographer, editor, and author (1894–1979) Partridge in 1971 Eric Honeywood Partridge (6 February 1894 – 1 June 1979) was a New Zealand–British lexicographer of the English language, particularly of its slang. His writing career was interrupted only by his service in the Army Education Corps and the RAF correspondence department during World War II. Early life Partridge was born in the Waimata Valley, near Gisborne, on the North Island of New Zealand[...

龙潭三杰，是中共中央特科三名重要情报人员的合称。之所以叫“龙潭”，是因为周恩来曾说到：“他们三个人深入龙潭虎穴，可以说是‘龙潭三杰’。如果没有‘龙潭三杰’，中国共产党的历史将被改写。”[1] 肖像 姓名 掩护身份 胡底 天津“长城通讯社”社长 李克农 上海无线电管理局电务股股长 钱壮飞 中央组织部党务调查科职员 参考来源 ^ 康井泉. 说一说党史上...

此條目没有列出任何参考或来源。 (2022年2月15日)維基百科所有的內容都應該可供查證。请协助補充可靠来源以改善这篇条目。无法查证的內容可能會因為異議提出而被移除。 玻利维亚奥林匹克委员会成立時間1932總部玻利维亚拉巴斯網站www.comiteolimpicoboliviano.org.bo奥林匹克委员会信息國家或地區 玻利维亚IOC編碼BOL加入IOC1936区域组织泛美體育組織 玻利维亚奥林匹克委员会�...

1945–1948 China to Japan return movement The Japanese being repatriated from Huludao, China The Japanese repatriation from Huludao (Japanese: 葫蘆島在留日本人大送還, Hepburn: Koro-tō Zairyū Nihonjin Dai-sōkan, Chinese: 葫芦岛日侨大遣返) refers to sending the Japanese people who were left in Northeast China after the end of World War II in 1945 back to Japan. Over one million Japanese were taken back to their homeland from 1946 to 1948 by the American forces' ships ...

The following is a list of reportedly haunted locations in Mexico. Aguascalientes Fountain in Garden of San Marcos. Garden of San Marcos in Aguascalientes City: park founded in 1847 that annually houses the San Marcos Fair. According to the legend, it is haunted by a male ghost who prays every night at the churches' doors on the park.[1] This is the spirit of a 19th-century man named Felipe Rey González, who hid his treasure in the garden. He died before telling anyone where it was,...

Artikel ini berisi tentang hotel/kasino Bally's Las Vegas. Untuk kegunaan lain, lihat Bally (disambiguasi). Bally's Alamat 3645 Las Vegas Blvd SouthLas Vegas, NV 89109Tanggal pembukaan5 Desember 1973TemaCosmopolitan Las VegasJumlah ruangan2,814Luas perjudian67,000 sq ft (6,225 m²)Acara permanenJubilee!Atraksi menarikGarden WalkwayTipe kasinoBerdasarkan TanahPemilikHarrah's EntertainmentNama sebelumnyaBonanzaNew BonanzaMGM GrandBally's GrandRenovasi1981, 1994, 2004Situs we...

Triangular graph redirects here. For line graphs of complete graphs, see Line graph § Strongly regular and perfect line graphs. For triangulated graphs, see Chordal graph. For data graphs plotted across three variables, see Ternary plot. Graph that can be embedded in the plane Example graphs Planar Nonplanar Butterfly graph Complete graph K5 Complete graph K4 Utility graph K3,3 In graph theory, a planar graph is a graph that can be embedded in the plane, i.e., it can be drawn on the pla...