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Тенгиз Григорьевич Арчвадзегруз. თენგიზ გრიგოლის ძე არჩვაძე Тенгиз Арчвадзе в роли царя Картли-Кахетии Ираклия II. Клятвенная запись, 1983 год Дата рождения 3 августа 1932(1932-08-03) Место рождения Тбилиси, Грузинская ССР, СССР Дата смерти 28 октября 2023(2023-10-28) (91 год) Мест

Alfred Loomis di Berkeley pada 1940Alfred Lee Loomis (4 November 1887 – 11 Agustus 1975) adalah seorang jaksa, bankir investasi, filantropis, ilmuwan/fisikawan, penemu LORAN Long Range Navigation System, dan pelindung seumur hidup riset saintifik. Ia mendirikan Loomis Laboratory di Tuxedo Park, New York, dan perannya dalam pengembangan radar dianggap penting dalam kemenangan Sekutu pada Perang Dunia II. Referensi Bacaan tambahan Alvarez, Luis W. (1980). Alfred Lee Loomis. Nati...

Voce principale: Pergamonmuseum. Museum für Islamische KunstFregio della facciata del palazzo di Mchatta (VIII secolo) UbicazioneStato Germania LocalitàBerlino Coordinate52°31′14.88″N 13°23′47.04″E / 52.5208°N 13.3964°E52.5208; 13.3964Coordinate: 52°31′14.88″N 13°23′47.04″E / 52.5208°N 13.3964°E52.5208; 13.3964 CaratteristicheTipoArte islamica Istituzione1904 Apertura1904 DirettoreStefan Weber Sito web Modifica dati su Wikidata
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Bagian dari seri tentangHierarki Gereja KatolikSanto Petrus Gelar Gerejawi (Jenjang Kehormatan) Paus Kardinal Kardinal Kerabat Kardinal pelindung Kardinal mahkota Kardinal vikaris Moderator kuria Kapelan Sri Paus Utusan Sri Paus Kepala Rumah Tangga Kepausan Nunsio Apostolik Delegatus Apostolik Sindik Apostolik Visitor apostolik Vikaris Apostolik Eksarkus Apostolik Prefek Apostolik Asisten Takhta Kepausan Eparkus Metropolitan Batrik Uskup Uskup agung Uskup emeritus Uskup diosesan Uskup agung u...

تحتاج هذه المقالة إلى الاستشهاد بمصادر إضافية لتحسين وثوقيتها. فضلاً ساهم في تطوير هذه المقالة بإضافة استشهادات من مصادر موثوقة. من الممكن التشكيك بالمعلومات غير المنسوبة إلى مصدر وإزالتها. (أبريل 2019) قناطر أسيوط قناطر أسيوط جغرافيا البلد  مصر ولاية/مقاطعة/محافظة محافظ�...

Орнітофауна Північної Македонії ? Птахи Північної МакедоніїБіорегіонФауністичне царство БіосфераБіогеографічний екорегіон ПалеарктикаМісцевістьКонтинент ЄвропаКраїна Північна МакедоніяФауна вищого рангуЗа географією Птахи ЄвропиЗа систематикою птахиЗа ...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (نوفمبر 2019) دوري ساموا لكرة القدم 2004 تفاصيل الموسم دوري ساموا لكرة القدم  البلد ساموا  دوري ساموا لكرة القدم 2003  دوري ساموا لكرة القدم 2005  تعديل مصدري - تعديل &#...

Не плутати з Історико-меморіальний музей Михайла Грушевського. Не плутати з Музей-садиба Михайла Грушевського. Державний меморіальний музей Михайла Грушевського Будівля музею у 2011 році 49°49′21″ пн. ш. 24°01′51″ сх. д. / 49.82256329598410360° пн. ш. 24.03092947802614177°&...

American academic, policy advisor, and attorney (born 1978) Lanhee ChenOfficial portrait, 2014BornLanhee Joseph Chen (1978-07-04) July 4, 1978 (age 45)Fayetteville, North Carolina, U.S.EducationHarvard University (AB, AM, JD, PhD)Political partyRepublicanSpouseCynthia FungChildren2WebsiteCampaign website Lanhee Joseph Chen[1] (Chinese: 陳仁宜; pinyin: Chén Rényí; /ˈlænhiː tʃɛn/; born July 4, 1978)[2] is an American policy advisor, attorney, and academic...

Hong Kong footballer Chan Ming Kong Personal informationFull name Chan Ming KongDate of birth (1985-07-01) 1 July 1985 (age 38)Place of birth Hong KongHeight 1.75 m (5 ft 9 in)Position(s) MidfielderSenior career*Years Team Apps (Gls)2005 Xiangxue Pharmaceutical 7 (0)2005–2007 Hong Kong 08 22 (1)2007–2009 Citizen 12 (0)2009–2010 Happy Valley 14 (1)2010–2012 Pegasus 26 (1)2012–2013 Southern 5 (0)2013–2017 Rangers (HKG) 34 (1)2017–2020 Lee Man 15 (0)2020–2022 ...

Accounts of Mesoamerican cannibalism before Spanish colonization The examples and perspective in this article or section may not represent an indigenous view of the subject. You may improve this article, discuss the issue on the talk page, or create a new article, as appropriate. (August 2020) (Learn how and when to remove this template message) A scene depicting ritualistic Aztec cannibalism being practiced in the Codex Magliabechiano, folio 73r. There is near universal agreement that some M...

Pawan Kalyan Pawan Kalyan is an Indian actor, screenwriter, stunt coordinator, philanthropist and politician. His film works are predominantly in Telugu cinema. He is the youngest brother of popular actor Chiranjeevi. Pawan Kalyan made his acting debut in the 1996 Telugu film Akkada Ammayi Ikkada Abbayi. His next four films were all box-office successes namely Gokulamlo Seeta (1997), Suswagatham (1998), Tholi Prema (1998), and Thammudu (1999).[1] Kalyan's subsequent films Puri Jaganna...

Method of building collision-resistant cryptographic hash functions In cryptography, the Merkle–Damgård construction or Merkle–Damgård hash function is a method of building collision-resistant cryptographic hash functions from collision-resistant one-way compression functions.[1]: 145  This construction was used in the design of many popular hash algorithms such as MD5, SHA-1 and SHA-2. The Merkle–Damgård construction was described in Ralph Merkle's Ph.D. thes...

Dayton Outpatient Center StadiumDOC StadiumView of the main grandstandFormer namesWest Carrollton High School StadiumLocation5833 Student StreetWest Carrollton, Ohio, 45449Coordinates39°40′14″N 84°13′50″W / 39.6705099°N 84.2306667°W / 39.6705099; -84.2306667 (Dayton Outpatient Center Stadium)Capacity3,500Field size348 by 197 feet (106 m × 60 m)SurfaceArtificial TurfConstructionRenovated2017Construction cost$475,000Main contractorsThe...

Italian biologist and pathologist (1843–1926) Camillo GolgiBorn(1843-07-07)7 July 1843Corteno, Kingdom of Lombardy–Venetia, ItalyDied21 January 1926(1926-01-21) (aged 82)Pavia, ItalyAlma materUniversity of PaviaKnown forGolgi's methodGolgi apparatusGolgi tendon organGolgi cellGolgi cyclesReticular theoryRadial glial cellPerineuronal netAwardsNobel Prize in Physiology or Medicine (1906)Scientific careerFieldsPathologyNeuroscienceDoctoral advisorCesare LombrosoDoctoral studen...

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article is written like a personal reflection, personal essay, or argumentative essay that states a Wikipedia editor's personal feelings or presents an original argument about a topic. Please help improve it by rewriting it in an encyclopedic style. (November 2019) (Learn how and when to remove this template message) This article includ...

German Catholic philosopher (1885–1968) Servant of GodRomano GuardiniGuardini in 1920OrdersOrdination28 May 1910 (Priest)by Georg Heinrich KirsteinPersonal detailsBornRomano Michele Antonio Maria Guardini(1885-02-17)17 February 1885Verona, Kingdom of ItalyDied1 October 1968(1968-10-01) (aged 83)Munich, West GermanyNationalityGermanAlma materUniversity of Tübingen University of Freiburg Romano Guardini (17 February 1885 – 1 October 1968) was an Italian, naturalized German Cathol...

Photograph by Paul Strand The White Fence (1916) by Paul Strand The White Fence, also known as The White Fence, Port Kent, New York, is a black and white photograph taken by American photographer Paul Strand, in 1916. The picture was published in the magazine Camera Work, in June 1917, whose editor was Alfred Stieglitz, where it was highly praised by him, specially for its abstract qualities.[1] It would be later published as part of Paul Strand: Portfolio Three (1976-1977).[2]...

Sum of a function's values every _P_ offsets A Fourier transform and 3 variations caused by periodic sampling (at interval T) and/or periodic summation (at interval P) of the underlying time-domain function. In mathematics, any integrable function s ( t ) {\displaystyle s(t)} can be made into a periodic function s P ( t ) {\displaystyle s_{P}(t)} with period P by summing the translations of the function s ( t ) {\displaystyle s(t)} by integer multiples of P. This is called periodic summation:...

Bagian dari seriSosialisme Perkembangan Sejarah sosialisme Perdebatan kalkulasi sosialis Ekonomi sosialis Gagasan Penghitungan dalam barang Kepemilikan kolektif Koperasi Kepemilikan bersama Demokrasi ekonomi Perencanaan ekonomi Kesetaraan kesempatan Asosiasi bebas Demokrasi industri Model masukan-keluaran Internasionalisme Kupon kerja Keseimbangan material Ekonomi sejawat ke sejawat(Ekonomi berbagi) Produksi untuk penggunaan Kepemilikan negara Manajemen mandiri Dividen sosial Kepemilikan sosi...