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KVTK berpusat pada foto KVTK (Russian: Кислородно-водородный тяжёлого класса, Oxygen/Hydrogen Heavy Class) adalah tahap atas oksigen / hidrogen cair untuk orbit energi tinggi. KVTK berisi mesin RD-0146D dan dirancang untuk digunakan pada roket Angara. KVTK akan menjadi tahapan atas bertenaga hidrogen pertama yang digunakan pada kendaraan peluncuran Rusia, meskipun Khrunichev sebelumnya telah menghasilkan tahap atas bertenaga hidrogen (KVD-1) untuk GSLV India....
РСЗО TAM VCLC (исп.) (рус. Военная промышленность Аргентины (исп. Industria Militar Argentina) — комплекс отраслей промышленности, который обеспечивает разработку, производство и постановку на вооружение военной и специальной техники, амуниции, боеприпасов как для вооружён...
Parliamentary constituency in the United Kingdom, 1997–2005 Not to be confused with West Renfrewshire (Scottish Parliament constituency). West RenfrewshireFormer County constituencyfor the House of CommonsBoundary of West Renfrewshire in Scotland for the 2001 general electionSubdivisions of ScotlandRenfrewshire1997–2005SeatsOneReplaced byInverclydePaisley & Renfrewshire NorthPaisley & Renfrewshire South1885–1983SeatsOneCreated fromRenfrewshireReplaced byRenfrew West & In...
Duta besar India memperkenalkan permainan catur Shatranj (bahasa Hindi: शतरंज, bahasa Arab: شطرنج, dari Persia Tengah chatrang چترنگ), adalah bentuk lama dari catur, yang dibawa ke Dunia Barat oleh orang-orang Persia dan kemudian orang-orang Yunani, dan akhirnya dari India melalui Kekaisaran Sassanian Persia.[1] Catur modern secara bertahap dikembangkan dari permainan ini. Referensi ^ Jean-Louis Cazaux (2012-04-20). Shatranj. History.chess.free.fr. Diakses tanggal ...
Pour les articles homonymes, voir Isabelle d'Aragon. Isabelle d'Aragon Titre Reine consort de Portugal 30 septembre 1497 – 23 août 1498(10 mois et 24 jours) Couronnement 30 septembre 1497 Prédécesseur Éléonore de Viseu Successeur Marie d'Aragon Biographie Dynastie Maison de Trastamare Date de naissance 2 octobre 1470 Lieu de naissance Dueñas, Palencia (Castille) Date de décès 23 août 1498 (à 27 ans) Lieu de décès Saragosse, province de Saragosse (Aragon) Nature d...
American politician For other persons named Kenneth, Ken or Kenny Robinson, see Ken Robinson (disambiguation). J. Kenneth RobinsonMember of the U.S. House of Representativesfrom Virginia's 7th districtIn officeJanuary 3, 1971 – January 3, 1985Preceded byJohn O. Marsh Jr.Succeeded byD. French Slaughter Jr.Member of the Virginia Senatefrom the 21st districtIn officeJanuary 12, 1966 – January 3, 1971Preceded byHarry F. Byrd Jr. (redistricting)Succeeded byWilliam...
Species of tree Strychnos spinosa Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Gentianales Family: Loganiaceae Genus: Strychnos Species: S. spinosa Binomial name Strychnos spinosaLam. Strychnos spinosa, the Natal orange,[1] also called Mokotra in Madagascar, is a tree indigenous to tropical and subtropical Africa. It produces sweet-sour, yellow fruits, containing numerous hard brown seeds. Greenish-white...
American broadcast television network Not to be confused with MTV, MyNetworkTV, We TV, or FETV. Television channel MeTVTypeBroadcast television network (classic TV)CountryUnited StatesBroadcast areaNationwideAffiliatesSee: List of affiliatesHeadquartersChicago, IllinoisProgrammingLanguage(s)EnglishPicture format 720p HDTV master feed (downscaled to 480i (SDTV widescreen) on most over-the-air affiliates) OwnershipOwnerWeigel BroadcastingParentMe-TV National Limited Partnership[1]Key pe...
Australian cricketer Bill O'ReillyO'Reilly in the 1930sPersonal informationFull nameWilliam Joseph O'ReillyBorn(1905-12-20)20 December 1905White Cliffs, New South Wales, AustraliaDied6 October 1992(1992-10-06) (aged 86)Sutherland, New South Wales, AustraliaNicknameTigerHeight6 ft 2 in (1.88 m)BattingLeft-handedBowlingRight-arm leg breakRoleBowlerInternational information National sideAustraliaTest debut (cap 140)29 January 1932 v South AfricaLast Te...
لمعانٍ أخرى، طالع مقام الخضر (توضيح). هذه المقالة عن مقام الخضر (مدرسة السويدي). لمعانٍ أخرى، طالع مقام الخضر. مسجد ومقام الخضر معلومات عامة القرية أو المدينة بغداد / الكرخ الدولة العراق تاريخ بدء البناء 1239هـ/1823م المواصفات عدد المصلين 50 عدد القباب 1 التفاصيل التق...
Ban Quản lý Dự án 47Hoạt động10/6/2005 (18 năm, 340 ngày)Quốc gia Việt NamPhục vụ Quân đội nhân dân Việt NamPhân loạitương đương cấp Cục (nhóm 5)Chức năngLà đơn vị quản lý dự án xây dựng đường Tuần tra Biên giớiBộ phận củaTập tin:Vietnam People's Army General Staff insignia.jpgBộ Tổng Tham mưuBộ chỉ huy116, Phạm Văn Đồng, Hà NộiCác tư lệnhGiám đốcThiếu tướng Nguy...
أيديولوجيامعلومات عامةصنف فرعي من أخلاق جزء من ثقافة تصنيف للتصنيفات التي تحمل هذا الاسم تعديل - تعديل مصدري - تعديل ويكي بيانات الأيديولوجيا[1] أو الأيديولوجية[2] أو علم الأفكار[3] (باليونانية القديمة: ἰδέα إيديا، «فكرة»، واللاحقة -λογία لوغوس، «دراسة»؛ بالعرب...
Permainan papan astronomi, dari Libro de los juegos Libro de los Juegos (Buku Permainan), atau Libro de acedrex, dados e tablas (Buku catur, dadu, dan tabel) adalah buku dari abad ke-13 yang ditulis atas pesanan Alfonso X dari Kastilia (Alfonso X yang Bijak), raja dari León dan Kerajaan Kastilia. Penulisan buku ini diselesaikan pada tahun 1283.[1] Isinya terdiri dari 98 halaman. Sebagian besar di antaranya berupa ilustrasi berwarna.[1] Permainan yang dibahas antara lain adala...
شرميلا فاروقي معلومات شخصية الميلاد 25 يناير 1978 (46 سنة) كراتشي مواطنة باكستان الحياة العملية المهنة سياسية الحزب حزب الشعب الباكستاني اللغة الأم الأردية اللغات الأردية تعديل مصدري - تعديل شرميلا فاروقي (بالأردوية: شرمیلا فاروقی) (23 يوليو 1975 - ...
African American who was lynched in the U.S.Part of a series on theNadir of Americanrace relationsViolence in the 1906 Atlanta race massacre Historical background Reconstruction era Voter suppression Disfranchisement Redeemers Compromise of 1877 Jim Crow laws Segregation Anti-miscegenation laws Convict leasing Practices Common actions Expulsions of African Americans Lynchings Lynching postcards Sundown town Whitecapping Vigilante groups Black Legion Indiana White Caps Ku Klux Klan Red Shirts...
張木成出生1905年9月 大清福建省泉州府惠安縣淨峰鄉五群村逝世1994年1月(88歲) 中华人民共和国福建省惠安縣淨峰鎮职业石匠 張木成(1905年9月—1994年1月),福建惠安縣淨峰鄉五群村人,傳統建築石匠師傅,作品常見於臺灣傳統廟宇[1],對日後臺灣打石業技藝影響深遠[2],人稱「木成司」[3]。 生平 少年時期 張木成出生於「石雕之鄉」惠安的五群...
City on the island of Euboea, Greece For other uses, see Chalcis (disambiguation). Chalkis redirects here. For the Chinese company, see Xinjiang Chalkis. Euripos redirects here. For the ancient city in Acarnania, see Euripus (Acarnania). Municipality in GreeceChalkida ΧαλκίδαMunicipalityChalcis' seafrontChalkidaLocation within the region Coordinates: 38°27′45″N 23°35′42″E / 38.46250°N 23.59500°E / 38.46250; 23.59500CountryGreeceAdministrative regionC...
The Dethe of the Kynge of Scotis TranslatorJohn ShirleyLanguageLatinSubjectJames I of ScotlandMedia typechronicle The Dethe of the Kynge of Scotis is a 15th-century chronicle which reports the murder of James I of Scotland and its aftermath, including the execution of his killers. The chronicle was, according to a note in one of the manuscripts, originally written in Latin and then translated by John Shirley.[1] Background Humphrey, Duke of Gloucester from Talbot Shrewsbury Book...
Le cerveau humain, simple machine à effectuer des calculs ? Le computationnalisme est une théorie fonctionnaliste en philosophie de l'esprit qui, pour des raisons méthodologiques, conçoit l'esprit comme un système de traitement de l'information et compare la pensée à un calcul (en anglais, computation[1]) et, plus précisément, à l'application d'un système de règles. Par computationnalisme, on entend la théorie développée en particulier par Hilary Putnam et Jerry Fodor[2], ...
Undirected unit-distance graph requiring four colors Moser spindleNamed afterLeo Moser, William MoserVertices7Edges11Radius2Diameter2Girth3Automorphisms8Chromatic number4Chromatic index4Propertiesplanarunit distanceLaman graphTable of graphs and parameters In graph theory, a branch of mathematics, the Moser spindle (also called the Mosers' spindle or Moser graph) is an undirected graph, named after mathematicians Leo Moser and his brother William,[1] with seven vertices and eleven edg...