Madregolo
|
Read other articles:
Jalur kereta api Parakan–SecangDi dalam lokomotif kereta api menuju Stasiun TemanggungIkhtisarJenisJalur kereta api lintas cabangSistemJalur kereta api rel ringanStatusTidak beroperasiTerminusParakanSecangOperasiDibangun olehNederlandsch-Indische Spoorweg MaatschappijDibuka1 Juli 1907Ditutup1 Maret 1973PemilikPT Kereta Api Indonesia (pemilik aset jalur dan stasiun)OperatorWilayah Aset VI YogyakartaDepoSecang (SCA)Data teknisPanjang rel27 kmLebar sepur1.067 mmKecepatan operasi40 s.d. 60 km/j...
Welsh footballer (born 1984) Kaid Mohamed Mohamed playing for Bath City in 2010Personal informationFull name Kaid Yusef Mohamed[1]Date of birth (1984-07-23) 23 July 1984 (age 39)[2]Place of birth Ely, Cardiff, Wales[3]Height 5 ft 11 in (1.80 m)[2]Position(s) Winger; forwardYouth career Ely RangersSenior career*Years Team Apps (Gls)2003–2005 Cwmbrân Town 55 (12)2005 Llanelli 3 (1)2005 Carmarthen Town 14 (4)2005 Cwmbrân Town 11 (7)2005–2...
Chiba International Cross CountryThe races are held in the Showa Forest near ChibaDateMid-FebruaryLocationChiba, Japan Event typeCross countryDistance12 km and 4 km for men 6 km for women8 km junior men5 km junior womenEstablished1966 The Chiba International Cross Country is an annual cross country running competition which takes place in Chiba, Japan in mid-February. It is one of the IAAF permit meetings which serve as qualifying events for the IAAF World Cross Count...
علوم عسكريةصنف فرعي من علم يمتهنه منظر عسكري — military scientist (en) الموضوع شؤون عسكرية تعديل - تعديل مصدري - تعديل ويكي بيانات جزء من سلسلة عليالحرب التاريخ ما قبل التاريخ الحروب القديمة ما بعد الكلاسيكية أوائل العصر الحديث أواخر العصر الحديث الصناعية الجيل الرابع ساحة المعركة ا...
Yu yang Agung Yu yang Agung, warna di atas sutra di Musium Istana Nasional, Republik Tiongkok Hanzi: 大禹 Alih aksara Mandarin - Hanyu Pinyin: Dà Yǔ - Wade-Giles: Ta4 Yü3 - Gwoyeu Romatzyh: Dah Yeu Min Nan - Romanisasi POJ: Daí Wu Yue (Kantonis) - Romanisasi Yale: Daaih Yúh - Jyutping: Daai6 Jyu5 Yu yang Agung大禹Nama asalSi WenmingLahir?Meninggalskt. 2100 SMDinasti XiaTempat pemakamanMakam Yu, ShaoxingNama lainYu dari Xia夏禹PekerjaanPendiri Dinasti Xia dan Kaisar Perta...
Russian government agency overseeing civil emergency services Ministry of Civil Defence, Emergencies and Disaster ReliefMinistry emblemMinistry flagMinistry headquarters in MoscowAgency overviewFormedDecember 27, 1990 (1990-12-27)Preceding agencyRussian Rescue CorpsJurisdictionPresident of RussiaHeadquartersTeatralny proyezd 3, Moscow55°45′34″N 37°37′18″E / 55.75944°N 37.62167°E / 55.75944; 37.62167Minister responsibleAleksandr Kurenkov, Mini...
Historic settlement in Crimea CrimeaÇufut Qale Чуфут-КалеHistoric settlementChufut-Kale cave cityÇufut QaleLocation of Chufut-Kale in CrimeaCoordinates: 44°44′28″N 33°55′28″E / 44.74111°N 33.92444°E / 44.74111; 33.92444Region Crimea CrimeaRaionBakhchysarai RaionEstablished6th - 10th centuryTime zoneUTC+4 (MSK) Chufut-Kale (Crimean Tatar: Çufut Qale Tatar pronunciation: [tʃuˈfut qaˈle]; Russian and Ukrainian: Чуфут-Кале -...
Come leggere il tassoboxTaccola Stato di conservazione Rischio minimo[1] Classificazione scientifica Dominio Eukaryota Regno Animalia Sottoregno Eumetazoa Superphylum Deuterostomia Phylum Chordata Subphylum Vertebrata Infraphylum Gnathostomata Superclasse Tetrapoda Classe Aves Sottoclasse Neornithes Superordine Neognathae Ordine Passeriformes Sottordine Oscines Infraordine Corvida Superfamiglia Corvoidea Famiglia Corvidae Genere Coloeus Specie C. monedula Nomenclatura binomiale Coloe...
American restaurant chain Godfather's PizzaA location in Hillsboro, OregonCompany typePrivateIndustryFast FoodFounded1973; 51 years ago (1973)FounderWilliam TheisenHeadquarters2808 North 108th StreetOmaha, Nebraska 68164Number of locations445 (2021)Key peopleRonald B. Gartlan (CEO) Herman Cain (former CEO)ProductsPizzaRevenueUS$980 million (2021)Number of employees4,500 (2021)Websitewww.godfathers.com Godfather's Pizza is an American privately owned restaurant chain headquar...
Disambiguazione – Ministero dell'ambiente rimanda qui. Se stai cercando istituzioni omonime di altri Paesi, vedi Ministero dell'ambiente (disambigua). Questa voce o sezione deve essere rivista e aggiornata appena possibile. Commento: Da verificare modifiche fatte dal Governo Meloni, legate ad esempio alla nascita del Ministro per le politiche del mare Sembra infatti che questa voce contenga informazioni superate e/o obsolete. Se puoi, contribuisci ad aggiornarla. Ministero dell'amb...
Campeonato de Portugal 1932Campeonato de Portugal 1932 Competizione Taça de Portugal Sport Calcio Edizione 11ª Luogo Portogallo Sede finale Campo do Arnado Risultati Vincitore Porto Secondo Belenenses Semi-finalisti Benfica Barreirense Statistiche Incontri disputati 42 Gol segnati 202 (4,81 per incontro) Cronologia della competizione 1931 1933 Manuale Il Campeonato de Portugal 1932 fu l'undicesima edizione del Campeonato de Portugal, torneo antenato della ...
密西西比州 哥伦布城市綽號:Possum Town哥伦布位于密西西比州的位置坐标:33°30′06″N 88°24′54″W / 33.501666666667°N 88.415°W / 33.501666666667; -88.415国家 美國州密西西比州县朗兹县始建于1821年政府 • 市长罗伯特·史密斯 (民主党)面积 • 总计22.3 平方英里(57.8 平方公里) • 陸地21.4 平方英里(55.5 平方公里) • ...
Allegory of the first French Republic by Antoine-Jean Gros Symbolism in the French Revolution was a device to distinguish and celebrate (or vilify) the main features of the French Revolution and ensure public identification and support. In order to effectively illustrate the differences between the new Republic and the old regime, revolutionaries implemented new symbols to be celebrated instead of the old religious and monarchical symbolism. To this end, symbols were borrowed from historic c...
Martin EvansLahir1 Januari 1941 (umur 83)Stroud, Gloucestershire, Inggris.KebangsaanBritania RayaAlmamaterChrist's College, Universitas Cambridge.Dikenal atasPenemuan sel punca embrionik, dan pertumbuhan pukulan tikus dan pengarahan gen.PenghargaanAlbert Lasker Award for Basic Medical Research (2001) Nobel Kedokteran (2007)Karier ilmiahBidangBiologi perkembanganInstitusiUniversity College LondonUniversity of CambridgeUniversitas CardiffTerinspirasiJacques Lucien MonodSydney Brenner Sir ...
Israeli rabbi (1885–1969) For the diplomat, see Aryeh Levin (diplomat). RabbiAryeh LevinSimcha Holtzberg (left) with Rabbi Aryeh LevinPersonalBornMarch 22, 1885OrlaDied28 March 1969(1969-03-28) (aged 84)JerusalemReligionJudaismPositionMashgiachYeshivaEtz Chaim YeshivaBuriedSanhedria Cemetery Aryeh Levin (Hebrew: אריה לוין; March 22, 1885 - March 28, 1969) was an Orthodox rabbi dubbed the Father of Prisoners for his visits to members of the Jewish underground imprisoned in the C...
Mars PanjangTanggal16 Oktober 1934 – 22 Oktober 1935LokasiTiongkok, dari Jiangxi ke ShaanxiHasil Tentara Partai Komunis Tiongkok menghindari tentara Partai Nasionalis TiongkokPihak terlibat Partai Nasionalis Tiongkok dan para panglima perang yang bersekutu Partai Komunis TiongkokTokoh dan pemimpin Chiang Kai-shek Xue Yue Hans von Seeckt Bai Chongxi Mao Zedong Zhu De Zhou Enlai Peng Dehuai Lin BiaoKekuatan lebih dari 300.000 Tentara Merah Front Pertama: 86.000 (Oktober 1934) 7.000 (Oktober 1...
American painter This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Nat Mayer Shapiro – news · newspapers · books · scholar · JSTOR (September 2022) (Learn how and when to remove this message) Nathan Mayer Shapiro (June 2, 1919 – December 2, 2005) was an American visual artist. Art Blue Moon by Nat Mayer Shapiro, acrylic o...
Polish rower Konrad WasielewskiKonrad Wasielewski (left), 2008Personal informationBorn19 December 1984 Medal record Men's rowing Representing Poland Olympic Games 2008 Beijing Quadruple sculls World Rowing Championships 2005 Gifu Quadruple sculls 2006 Eton Quadruple sculls 2007 Munich Quadruple sculls 2009 Poznan Quadruple sculls European Championships 2010 Montemor-o-Velho Quadruple sculls 2013 Sevilla Quadruple sculls Konrad Henryk Wasielewski (born 19 December 1984 in Szczecin) is a ...
Общество поощрения духовно-нравственного чтения Бесплатная раздача книг Обществом поощрения духовно-нравственного чтения Общие сведения Дата создания 1876 Дата роспуска 1884 Вероисповедание Религия христианство Течение пашковцы Идеология евангелизм Противники К. П. Поб...
Point where a function, a curve or another mathematical object does not behave regularly In mathematics, a singularity is a point at which a given mathematical object is not defined, or a point where the mathematical object ceases to be well-behaved in some particular way, such as by lacking differentiability or analyticity.[1][2][3] For example, the reciprocal function f ( x ) = 1 / x {\displaystyle f(x)=1/x} has a singularity at x = 0 {\displaystyle x=0} , where the ...