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جورجيا أوكيف جورجيا أوكيف معلومات شخصية اسم الولادة جورجيا توتو أوكيف الميلاد 15 نوفمبر 1887(1887-11-15)صن برايري، ويسكونسن،الولايات المتحدة الوفاة 6 مارس 1986 (98 سنة) [1]سانتا في، نيو مكسيكو،الولايات المتحدة[1] الجنسية أمريكية عضوة في الأكاديمية الأمريكية للفنون والعلوم، ...
Mazmur 20Naskah Gulungan Mazmur 11Q5 di antara Naskah Laut Mati memuat salinan sejumlah besar mazmur Alkitab yang diperkirakan dibuat pada abad ke-2 SM.KitabKitab MazmurKategoriKetuvimBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen19← Mazmur 19 Mazmur 21 → Mazmur 20 (disingkat Maz 20, Mzm 20 atau Mz 20; penomoran Septuaginta: Mazmur 19) adalah sebuah mazmur dalam Kitab Mazmur di Alkitab Ibrani dan Perjanjian Lama dalam Alkitab Kristen. Mazmur ini digubah oleh Daud. ...
Wappen Die Woiwodschaft Pommerellen (lateinisch Palatinatus Pomeranensis, polnisch Województwo pomorskie, deutsch wörtlich pommersche Woiwodschaft) war eine Verwaltungseinheit in Preußen königlichen Anteils innerhalb der königlichen Republik Polen-Litauen. Sie bestand von 1454 bis 1772. Inhaltsverzeichnis 1 Geschichte 2 Verwaltungseinteilung 3 Woiwoden 4 Literatur 5 Weblinks Geschichte Das Territorium Pommerellen löste sich im Jahre 1454 aus der Herrschaft des Deutschen Ordens und unter...
У Вікіпедії є статті про інших людей із прізвищем Анда. Геза Андаугор. Anda Géza Основна інформаціяДата народження 19 листопада 1921(1921-11-19)[1][2][…]Місце народження Будапешт, Угорське королівство[4]Дата смерті 13 червня 1976(1976-06-13)[4][1][…] (54 роки)Місце смерті Цюри...
Jersey cricket team in Qatar in 2019–20 Qatar JerseyDates 9 – 11 October 2019Captains Iqbal Hussain Charles Perchard[n 1]Twenty20 International seriesResults Qatar won the 3-match series 3–0Most runs Muhammad Tanveer (105) Nicholas Ferraby (69)Most wickets Nouman Sarwar (6)Gayan Munaweera (6) Dominic Blampied (4) The Jersey cricket team toured Qatar in October 2019 to play a three-match Twenty20 International (T20I) series.[1] Jersey used the series as ...
Awan Cumulus humilis sering dirisalahkan sebagai penanda cuaca kering. Risalah cuaca adalah kumpulan cerita rakyat atau pengetahuan lisan turun-temurun tentang ramalan cuaca dengan berbagai pemaknaan atau pertanda. Berbagai risalah atau ramalan cuaca kuno seperti ini telah banyak ditemui dalam beberapa kebudayaan di seluruh dunia. Risalah cuaca biasanya juga bercampur dengan ilmu semu atau mitos yang bertentangan dengan ramalan cuaca modern. Sama seperti cerita rakyat biasa, risalah cuaca dit...
يشير مصطلح الشتات الأفغاني إلى الأفغان الذين يقيمون ويعملون خارج أفغانستان. يشمل ذلك المواطنون الأفغان الذين هاجروا إلى بلدان أخرى وأيضًا من هم من أصل أفغاني وولدوا خارج أفغانستان. يشكل اللاجئون الأفغان غالبية الشتات الأفغاني منذ بداية الحرب السوفييتية الأفغانية في عام 1...
Fiction that is set in the past Not to be confused with Alternate history, Counterfactual history, Non-fiction novel, or Pseudohistory. Main articles: Romance (prose fiction) and Fiction Literature Oral literature Folklore Fable Fairy tale Folk play Folksong Heroic epic Legend Myth Proverb Oration Performance Audiobook Spoken word Saying Major written forms Drama Closet drama Poetry Lyric Narrative Nonsense Prose Long prose fiction Anthology Serial Novel/Romance Short prose fiction Novella No...
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. (ديسمبر 2018) مصوت خلفي متوسط مفتوح غير مدور (بالإنجليزية: Open-mid back unrounded vowel)، مصوت مستخدم في العديد من اللغات المحكيّة...
Joseph Freiherr von EichendorffLahirJoseph Karl Benedikt Freiherr (Baron) von Eichendorff(1788-03-10)10 Maret 1788Schloss Lubowitz (Polandia: Pałac Eichendorffów) dekat Ratibor, Silesia Prusia, Kerajaan PrusiaMeninggal26 November 1857(1857-11-26) (umur 69)Neisse (Polandia: Nysa), Silesia Prusia, Kerajaan PrussiaPekerjaanNovelis, poet, essyisPendidikanUniversitas HeidelbergPeriodeAbad ke-19GenreNovella, Cerita dongeng, puisiAliran sastraRomantisismeKarya terkenalMemoirs of a G...
Funerary figurines of Tang dynasty officials The administration of territory in dynastic China is the history of practices involved in governing the land from the Qin dynasty (221–206 BC) to the Qing dynasty (1636–1912). Administrative divisions in imperial China Song dynasty officials See also: List of current and former capitals of subnational entities of China County The only level at which state officials actually governed the common people was the county level. Counties were coordina...
Politics of Belarus CIS Member State Constitution Constitutional court Human rights PresidencyPresidentAlexander Lukashenko(Disputed since 23 September 2020) ExecutivePrime MinisterRoman Golovchenko Government Security Council National AssemblyNational Assembly Council of the Republic House of Representatives Judiciary Supreme Court Economic Court Administrative divisions Regions of Belarus ElectionsPresidential elections 2006 2010 2015 2020 Next Parliamentary elections 2012 2016 2019 Next Po...
Scales covering the skin of snakes Elaborately shaped scales on the head of a Vine snake, Ahaetulla nasuta. Scales of a black-tailed rattlesnake (Crotalus molossus). Snakes, like other reptiles, have skin covered in scales.[1] Snakes are entirely covered with scales or scutes of various shapes and sizes, known as snakeskin as a whole. A scale protects the body of the snake, aids it in locomotion, allows moisture to be retained within, alters the surface characteristics such as roughne...
2022 song by Ai Higuchi Akuma no KoOfficial single coverSong by Ai Higuchi [ja]from the album Saiaku Saiai LanguageJapaneseReleased10 January 2022Recorded2022GenreAnime songLength3:47LabelPony Canyon Akuma no Ko (Japanese: 悪魔の子, lit. A Child of Evil[a]) is the second track created by the Japanese singer Ai Higuchi [ja] for their fourth album Saiaku Saiai (最悪最愛, lit. Worst Beloved). Originally released in a shortened version on 10 January 2022 ...
Gua baoGua bao tradisionalNama lainBao kukus, hó͘-kā-ti, roti perut babiSajianMakanan ringanTempat asalFujian [1]DaerahFujian dan TaiwanSuhu penyajianPanasBahan utamaRoti kukus, daging rebus, bahan pelengkapBahan yang umum digunakanBabi masak merah, acar sawi dan mustard, daun ketumbar, kacang tanahVariasiayam goreng, ikan, telur, daging sapi rebus Media: Gua bao Gua bao (Hanzi: 割包/刈包; Pinyin: guàbāo; Pe̍h-ōe-jī: koah-pau; harfiah: 'roti ...
2012 Kannada film RamboDirected byM S SreenathWritten byPadmanabhanProduced byAtlanta NagendraSharanStarringSharanMadhuri ItagiSadhu KokilaRangayana RaghuCinematographyKrishnaEdited byPrakash K MProductioncompaniesLaddoo Cinema HouseDe Arte StudiosRelease date 7 September 2012 (2012-09-07) CountryIndiaLanguageKannadaBudget₹2 crores[1]Box office₹5 crore (US$630,000)[1] Rambo is a 2012 Indian Kannada-language comedy thriller film written and directed by M S Sr...
The Rhodes Brothers redirects here. For the department store, see Rhodes Brothers. Professional wrestling tag team Professional wrestling tag team Cody and Dustin RhodesCody (foreground) and Dustin Rhodes (as Goldust in the background) in November 2013Tag teamMembersCody Rhodes / Stardust / CodyGoldust / Dustin RhodesName(s)The BrotherhoodCody Rhodes and GoldustGold and Stardust[1]The Rhodes BrothersCody and Dustin Rhodes[2]Billed heightsCody: 6 ft 2 in (1.88 m)...
Family of aircraft radar systems ZhukZhuk-ME Antenna at MAKS 2007Country of originRussiaTypeSlotted Planar/PESA/AESAFrequencyX-bandRange90 to 260 km, depending on variant The Zhuk are a family of Russian (former USSR) all-weather multimode airborne radars developed by NIIR Phazotron for multi-role combat aircraft such as the MiG-29 and the Su-27. The PESA versions were also known as the Sokol. Description The Zhuk (Beetle) family of X band pulse-Doppler radars provide aircraft with ...
Monetary Authority of Cyprus Central Bank of CyprusKεντρική Τράπεζα Κύπρου (in Greek) Kıbrıs Merkez Bankası (in Turkish)HeadquartersNicosiaEstablished14 December 1963[1]Ownership100% state ownership[2]GovernorConstantinos Herodotou[3]Central bank ofCyprusReserves80 million USD[2]Succeeded byEuropean Central Bank (2008)1Websitecentralbank.cy1 The Central Bank of Cyprus still exists but many functions have been taken over by the E...
Quantum field theory with four-point interactions In quantum field theory, a quartic interaction is a type of self-interaction in a scalar field. Other types of quartic interactions may be found under the topic of four-fermion interactions. A classical free scalar field φ {\displaystyle \varphi } satisfies the Klein–Gordon equation. If a scalar field is denoted φ {\displaystyle \varphi } , a quartic interaction is represented by adding a potential energy term ( λ / 4 ! ...