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Ayam hutan merah Status konservasi Risiko Rendah Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Kelas: Aves Ordo: Galliformes Famili: Phasianidae Genus: Gallus Spesies: G. gallus Nama binomial Gallus gallus(Linnaeus, 1758) Telur ayam hutan merah Ayam hutan merah atau dalam nama ilmiahnya Gallus gallus adalah sejenis burung berukuran sedang, dengan panjang sekitar 78 cm, dari suku Phasianidae. Ayam betina berukuran lebih kecil, dengan panjang sekitar 46 cm. Ayam hutan ja...
Hiroshi Teshigahara Hiroshi Teshigahara (lahir, 28 Januari 1927 di Chiyoda, Tokyo, Jepang dan meninggal, 14 April 2001 di Tokyo, Jepang) adalah seorang pembuat film, Ia berpaling ke film sebagai perpanjangan eksplorasi estetika dalam media lain.[1][2] Hiroshi Teshigahara lahir sebagai putra Sofu Teshigahara yang merupakan pendiri dari Sogetsu School of Ikebana (Flower arrengement).[2] Teshigahara menikah dengan Toshiko Kobayashi hingga akhir hayatnya dan dikaruniani du...
British sculptor Francis Derwent WoodA 1906 portrait of Wood by George Washington LambertBorn(1871-10-15)15 October 1871Keswick, Cumbria, EnglandDied19 February 1926(1926-02-19) (aged 54)London, EnglandOccupationSculptorSpouseFlorence Mary Schmidt (m. 1903) Francis Derwent Wood RA (15 October 1871– 19 February 1926) was a British sculptor.[1] Biography Early life Wood was born at Keswick in Cumbria and studied in Germany and returned to London in 1887 to work under Édouard Lan...
Chatan 北谷町Kota kecil BenderaLambangLocation of Chatan in Okinawa PrefectureNegara JepangWilayahKyūshūPrefektur OkinawaDistrikNakagamiLuas • Total13,9 km2 (54 sq mi)Populasi (Oktober 1, 2015) • Total28.308 • Kepadatan2.036/km2 (5,270/sq mi)Zona waktuUTC+9 (Waktu Standar Jepang)Simbol • PohonMelia azedarach• BungaBauhinia variegataSitus webSitus web resmi Chatan (北谷町code: ja is deprecated , Chatan-chō...
Cet article est une ébauche concernant une université et la Bulgarie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Université de scienceséconomiques de VarnaHistoireFondation 1920StatutType UniversitéNom officiel Икономически Университет - ВарнаRecteur Kalyou Ivanov DonevSite web www.ue-varna.bgLocalisationPays BulgarieVille VarnaLocalisation sur la carte de Bulgariemodifier -...
Politics of South Korea Government Constitution of South Korea Law Human rights Legislature National Assembly Speaker Kim Jin-pyo (I) Deputy Speaker Kim Young-joo (P) Deputy Speaker Chung Jin-suk (P) Members Executive President of South Korea Yoon Suk-yeol (P) Prime Minister of South KoreaHan Duck-soo (I) State Council Administrative divisions Judiciary Supreme Court of Korea Chief Justice Jo Hee-de Constitutional Court of KoreaPresident Lee Jong-seok Elections Presidential elections Legisla...
For the artists, see Jeanne Hébuterne and André Hébuterne. Commune in Hauts-de-France, FranceHébuterneCommuneThe church of Hébuterne Coat of armsLocation of Hébuterne HébuterneShow map of FranceHébuterneShow map of Hauts-de-FranceCoordinates: 50°07′34″N 2°38′11″E / 50.1261°N 2.6364°E / 50.1261; 2.6364CountryFranceRegionHauts-de-FranceDepartmentPas-de-CalaisArrondissementArrasCantonAvesnes-le-ComteIntercommunalityCC Sud-ArtoisGovernment •...
Supreme law of Pakistan This article is about the current constitution of Pakistan, adopted in 1973. For the one adopted in 1956, see Constitution of Pakistan of 1956. For the one adopted in 1962, see Constitution of Pakistan of 1962. Constitution of the Islamic Republic of PakistanState emblem of PakistanOverviewJurisdiction PakistanCreated20 October 1972; 51 years ago (1972-10-20)Ratified10 April 1973; 51 years ago (1973-04-10)[1]Date ef...
Keuskupan SandhurstDioecesis SandhurstensisKatolik Katedral Hati Kudus, BendigoLokasiNegaraAustraliaProvinsi gerejawiMelbourneKoordinat36°45′17″S 144°17′07″E / 36.75472°S 144.28528°E / -36.75472; 144.28528StatistikLuas45.178 km2 (17.443 sq mi)Populasi- Total- Katolik(per 2004)Kenaikan 341.850Kenaikan 91,400 ( 26.7%)Paroki 41InformasiDenominasiKatolik RomaRitusRitus LatinPendirian30 Maret 1874KatedralKatedral Hati Kudus, Be...
Unit of volume with different values Copper gill-measuring jugs The gill /ˈdʒɪl/ or teacup is a unit of measurement for volume equal to a quarter of a pint. It is no longer in common use, except in regard to the volume of alcoholic spirits measures. Imperial In imperial units 1 imperial gill ≡ 5 imperial fluid ounces ≡ 1⁄32 imperial gallon ≡ 1⁄4 imperial pint ≡ 1⁄2 Imperial cups = 40 Imperial fluid drams ≡ 142.0653125 mL[a] ≈ 142 mL ≈ 1.2...
Comics character Doctor Ub'xPublication informationPublisherDC ComicsFirst appearanceGreen Lantern Corps #201 (June 1986)Created bySteve Englehart (plot, script)Joe Staton (art)In-story informationSpeciesH'lvenitePlace of originH'lvenNotable aliasesPolestar, Truk, MalignonAbilitiesSuper-intelligence Doctor Ub'x is a fictional character in the DC Universe. He first appeared disguised as the villain Polestar in Green Lantern Corps #201 (June 1986), then disguised as the villains Truk, Malignon,...
Report denying Srebrenica massacre Report about Case Srebrenica (the first part) Report cover (2002)AuthorDarko TrifunovićCountryBosnia and HerzegovinaLanguageEnglishSubjectSrebrenica genocide PublisherRepublika Srpska Government Bureau for Relations with the International Criminal Tribunal for the Former YugoslaviaPublication dateSeptember 2002Pages139OCLC180899246 Report about Case Srebrenica (the first part) was a controversial official report on the July 1995 Srebrenica massacre in easte...
Telephone numbers in ItalyMap of Italy colored according to landline area codesLocationCountryItalyContinentEuropeRegulatorAutorità per le Garanzie nelle ComunicazioniTypeOpenFormat0x… xxxxx… (geographical) 3xx xxxxxx… (mobile)Access codesCountry code+39International access00Long-distanceNoneList of Italy dialing codes Telephone numbers in Italy are managed by the Autorità per le Garanzie nelle Comunicazioni (AGCOM), a national regulatory authority for the communication industry loca...
Makam Umberto I Humbert I (bahasa Italia: Umberto I; skt. 980 – 1042 atau 1047 x 1048), lebih dikenal sebagai Humbert yang Bertangan Putih (bahasa Prancis: Humbert aux blanches-mains) atau Humbert Whitehand (bahasa Italia: Umberto Biancamano)[2]merupakan seorang pendiri Wangsa Savoia. Pengabdiannya kepada kaisar Jerman Heinrich II dan Konrad II dihargai dengan wilayah Maurienne dan Aosta dan wilayah di Valais, yang seluruhnya dengan biaya uskup setempat dan us...
American voice actress (born 1990) Kathleen HerlesHerles at GalaxyCon Columbus in 2023Born (1990-11-13) November 13, 1990 (age 33)Queens, New York, U.S.OccupationVoice actressYears active1997–presentKnown forOriginal voice of Dora the Explorer Kathleen Herles (born November 13, 1990[1]) is an American voice actress best known for being the original voice of Dora on Dora the Explorer for the first four seasons. Herles was born in the Queens borough of New York City. H...
Para programa radial colombiano, véase Voz Populi. Vozpópuli El valor de ser libres y fiables Logo del diarioTipo Periódico digitalPaís España EspañaSede Calle Sauceda 10, 3er. piso (28050) MadridÁmbito de distribución InternetFundación Octubre de 2011Fundador(a) Jesús CachoGénero GeneralistaIdeología política Conservadurismo liberal[1]Idioma EspañolEditor(a) Vozpópuli Digital, S.A.Sitio web http://www.vozpopuli.com[editar datos en Wikidata] Vozpópuli es...
For the Australian television program, see First Edition (Australian TV program). The name of this television news uses a disambiguation style that does not follow WP:NCTV or WP:NCBC and needs attention. If you are removing this template without fixing the naming style to one supported by WP:NCTV, please add the article to Category:Television articles with disputed naming style. Irish TV series or programme First EditionCreated byVirgin Media NewsTV3 NewsPresented byAlan CantwellGráinne Seoi...
内角平分線定理及逆定理: ∠ α = ∠ β ⇔ D B D C = A B A C {\displaystyle \angle \alpha =\angle \beta \Leftrightarrow {\tfrac {DB}{DC}}={\tfrac {AB}{AC}}} 外角平分線定理及逆定理: ∠ γ = ∠ δ ⇔ E B E C = A B A C {\displaystyle \angle \gamma =\angle \delta \Leftrightarrow {\tfrac {EB}{EC}}={\tfrac {AB}{AC}}} (内)角平分線定理是一個平面幾何定理:三角形一角的内角平分線分割对�...
كهف أزوخمعلومات عامةالمكان مقاطعة خوجاوند البلد أذربيجان الإحداثيات 39°37′09″N 46°59′19″E / 39.619189°N 46.988603°E / 39.619189; 46.988603 الطول 600 متر المستوى 1٬400 متر الاكتشاف 1960 تعديل - تعديل مصدري - تعديل ويكي بيانات تقع على الضفة اليسرى من وادي الكوروشاي، 17 كم بعيدا مدينة فوزول...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (مارس 2019) هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين...