Свиридовский (Волгоградская область)
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Pertemuan (sampukan) Tiwa-tiwa dengan Tiang Orong-Orong dan Turus Tawing/Kolom. Pada tepi pinggir Tiwa-tiwa mendapat ukiran tatah surut (relief) dengan motif tali bapintal pada rumah Bubungan Tinggi Wasaka di Banjarmasin. Tiwa-tiwa adalah sebutan balok ring (blandar) yang terpasang dalam posisi melintang pada sisi pendek atau lebar bangunan rumah adat Banjar Kalimantan Selatan seperti rumah Bubungan Tinggi. Balok Tiwa-tiwa juga diberi hiasan ornamen ukiran tatah surut (ukiran berbentuk relief...
Zakhar Karpovich SlyusarenkoNama asliЗахар Карпович СлюсаренкоLahir16 September [K.J.: 3 September] 1907Zmiiv, Kegubernuran Kharkov, Kekaisaran RusiaMeninggal6 April 1987 (usia 79)Kiev, RSS Ukraina, USSRPengabdian Uni SovietDinas/cabangTentara MerahLama dinas1932 – 1965PangkatLetnan-JenderalPerang/pertempuranPerang Dunia IIPenghargaanPahlawan Uni Soviet (dua kali) Zakhar Karpovich Slyusarenko (Rusia: Захар Карпович Слюсаренкоcode: ru i...
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Jump SquareJump Square edisi bulan Desember 2007EditorKôsuke YahagiKategoriShōnen[1]FrekuensiBulananSirkulasi200.000[1](Januari–Maret 2018)Terbitan pertamaDesember 2007PerusahaanShueishaNegaraJepangBahasaJepangSitus webjumpsq.shueisha.co.jp Jump Square (Jepang: ジャンプスクエアcode: ja is deprecated , Hepburn: Janpu Sukuea, diformat menjadi Jump SQ) adalah sebuah majalah manga shōnen bulanan Jepang. Majalah ini diterbitkan pertama kali oleh Shueisha pada tanggal 2...
1967 film by Terence Young For the 1966 play, see Wait Until Dark. Wait Until DarkTheatrical release posterDirected byTerence YoungScreenplay by Robert Carrington Jane-Howard Carrington Based onWait Until Darkby Frederick KnottProduced byMel FerrerStarring Audrey Hepburn Alan Arkin Richard Crenna Efrem Zimbalist Jr. CinematographyCharles LangEdited byGene MilfordMusic byHenry ManciniProductioncompanyWarner Bros.Distributed byWarner Bros.-Seven ArtsRelease date October 26, 1967 ...
Questa voce sugli argomenti lingue della Russia e lingue turche è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. TataroТатарча (Tatarça)Parlato inRussia, nella regione del Volga LocutoriTotale5,3 milioni Altre informazioniScritturaAlfabeto cirillico e alfabeto arabo TipoSOV TassonomiaFilogenesiLingue altaiche Lingue turche Statuto ufficialeUfficiale inRussia Codici di classificazioneISO 639-1tt ISO 639-2tat ISO 639-3tat (EN) Glottologtata1...
Iranian academic and politician Safdar HosseiniChairman of the National Development Fund of IranIn office1 October 2013 – 2 July 2016PresidentHassan RouhaniPreceded byMohammad Reza Farzin[1]Succeeded byAhmad Dost HosseiniMinister of FinanceIn office25 April 2004 – 24 August 2005PresidentMohammad KhatamiPreceded byTahmasb MazaheriSucceeded byDavoud Danesh JafariMinister of Labour and Social AffairsIn office22 August 2001 – 25 April 2004PresidentMohammad...
علم الأوبئة البيئية هو فرع من فروع علم الأوبئة (الوبائيات) يهتم بتحديد كيفية تأثير التعرضات البيئية على صحة الإنسان.[1] يسعى هذا الحقل إلى فهم كيف يمكن لعوامل الخطر الخارجية المختلفة أن تهيئ أو تحمي من الأمراض أو الإصابات أو تشوهات النمو أو الموت. قد تحدث هذه العوامل بشك�...
الشرارات القضاعية بيرق قبائل الشرارات وهو قماش يختلف لونه من حينٍ لأخر، يُكتب فيه اسم القبيلة أو اسم قبيلة متفرعة من الشرارات.بيرق قبائل الشرارات وهو قماش يختلف لونه من حينٍ لأخر، يُكتب فيه اسم القبيلة أو اسم قبيلة متفرعة من الشرارات. معلومات القبيلة البلد السعودية - ...
Overview of the role and situation of democracy in Republic of Iraq Politics of Iraq Member State of the Arab League Constitution Government Federal government President (list) Abdul Latif Rashid Prime Minister (list) Mohammed Shia' Al Sudani Cabinet Current cabinet Legislature Council of Representatives Speaker: Mohamed al-Halbousi Judiciary Supreme Court Administrative divisions Governorates (provinces) Districts Kurdistan Region Kurdistan Regional Government Kurdistan Parliament Elections ...
This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (November 2014) (Learn how and when to remove this message) Historiography of early Christianity is the study of historical writings about early Christianity, which is the period before the First Council of Nicaea in 325. Historians have used a variety of sources and methods in...
Mathematical models of strategic interactions This article is about the mathematical study of optimizing agents. For the mathematical study of sequential games, see Combinatorial game theory. For the study of playing games for entertainment, see Game studies. For the YouTube series, see MatPat. For other uses, see Game theory (disambiguation). Part of a series onEconomics History Outline Index Branches and classifications Applied Econometrics Heterodox International Micro / Macro Mainstream M...
هدغرلي الإحداثيات 51°34′34″N 0°36′07″W / 51.576°N 0.602°W / 51.576; -0.602 [1] تقسيم إداري البلد المملكة المتحدة[2] التقسيم الأعلى باكينغهامشير [لغات أخرى] خصائص جغرافية المساحة 6.8 كيلومتر مربع معلومات أخرى SL2 رمز الهاتف 01753 رمز جيو...
Predicted galactic collision The Andromeda–Milky Way collision is a galactic collision predicted to occur in about 4.5 billion years between the two largest galaxies in the Local Group—the Milky Way (which contains the Solar System and Earth) and the Andromeda Galaxy.[1][2][3][4][5] The stars involved are sufficiently far apart that it is improbable that any of them will individually collide,[6] though some stars will be ejected.[7]&...
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. Teori James-Lange merujuk kepada hipotesis tentang asal - usul emosi. Teori ini merupakan salah satu teori awal tentang emosi, dikembangkan sekitar abad ke-19 oleh William James dan Carl Lange. Dalam teori ini, sebagai reaksi terhadap kehidupan di duni...
Cricket stadium Harare Sports ClubHarare Sports ClubGround informationLocationHarare, ZimbabweCoordinates17°48′50.67″S 31°3′2.08″E / 17.8140750°S 31.0505778°E / -17.8140750; 31.0505778Establishment1900Capacity10,000OwnerZimbabwe CricketOperatorZimbabwe CricketTenantsZimbabwe national cricket teamRhodesia cricket teamMashonaland cricket teamMashonaland EaglesEnd namesPrayag EndCycle Pure EndInternational informationFirst Test18–22 October 1992: Zimba...
Questa voce sull'argomento computer è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Un nettop computer Un nettop (spesso anche nettop PC o mini PC) è una tipologia di desktop personal computer progettata per esigenze informatiche di base, commercializzati verso la fine degli anni 2000. Il termine è un prestito della lingua inglese, nato come portmanteau delle parole network (in italiano rete, quindi un riferimento alla rete di computer Internet) e d...
Town in Moravian-Silesian, Czech RepublicPříborTownGeneral view of the town FlagCoat of armsPříborLocation in the Czech RepublicCoordinates: 49°38′27″N 18°8′42″E / 49.64083°N 18.14500°E / 49.64083; 18.14500Country Czech RepublicRegionMoravian-SilesianDistrictNový JičínFirst mentioned1251Government • MayorJan MalíkArea • Total22.15 km2 (8.55 sq mi)Elevation278 m (912 ft)Population (2024-01-01...
中央财经委员会组成人员主任习近平副主任李强办公室主任何立峰机构概况上级机构中国共产党中央委员会机构类型中共中央议事协调机构办事机构中央财经委员会办公室联络方式总部 实际地址北京市 机构沿革成立时间2018年3月21日 中华人民共和国 中华人民共和国政府与政治系列条目 执政党 中国共产党 党章、党旗党徽 主要负责人、领导核心 领导集体、民主集中制 意识�...
Music scale which equally divides the octave For scale symmetry, see Symmetry § Scale symmetry and fractals. In music, a music scale can have certain symmetries, namely translational symmetry and inversional or mirror symmetry. The most prominent examples are scales which equally divides the octave.[1] The concept and term appears to have been introduced by Joseph Schillinger[1] and further developed by Nicolas Slonimsky as part of his famous Thesaurus of Scales and Melo...