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هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أغسطس 2019) NGC 2523B الكوكبة الزرافة[1] رمز الفهرس UGC 4259 (فهرس أوبسالا العام)PGC 23025 (فهرس المجرات الرئيسية)NGC 2523B (الفهرس العام الجديد)IRAS 08072+7342 (IRAS)2MASX J08125712+7333476 (Two Micron...
Tahap-tahap menghitung dengan spektrometri massa Spektrometri massa (MS) adalah alat yang digunakan untuk menentukan massa atom atau molekul, yang ditemukan oleh Francis William Aston pada tahun 1919. Prinsip kerja alat ini adalah pembelokan partikel bermuatan dalam medan magnet. Spektroskopi massa adalah suatu teknik analisis dengan prinsip dasar membuat suatu molekul netral menjadi bermuatan sehingga bisa dideteksi. Tujuan utama dari spektroskopi massa adalah mengetahui berat molekul. Infor...
An-NakhilLingkunganNegara Arab SaudiProvinsiProvinsi MadinahKotaMadinahZona waktuUTC+3 (EAT) • Musim panas (DST)UTC+3 (EAT) An-Nakhil (Arab: النخيل) adalah sebuah lingkungan di kota suci Madinah di Provinsi Madinah, tepatnya di sebelah barat Arab Saudi.[1] Referensi ^ National Geospatial-Intelligence Agency. GeoNames database entry. (search Diarsipkan 2017-03-18 di Wayback Machine.) Accessed 12 May 2011. lbsLingkungan sekitar Masjid Nabawi, Madinah, Arab Sau...
Pour les articles homonymes, voir Chalumeau. Cet article est une ébauche concernant les techniques, les sciences appliquées ou la technologie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Cet article concerne l'outil employé en métallurgie. Pour l'outil employé en acériculture, voir Chalumeau (acériculture). Un chalumeau à propane. Le chalumeau est un outil employé pour la découpe ou la soudure t...
У Вікіпедії є статті про інших людей із прізвищем Моор. Карел де Моорнідерл. Carel de Moor |членство= Народження 25 лютого 1665(1665-02-25)Лейден, НідерландиСмерть 16 лютого 1738(1738-02-16) (72 роки) Вармонд, НідерландиНаціональність НідерландецьКраїна Голландська республікаЖанр Портрет, ба
Biografi ini tidak memiliki sumber tepercaya sehingga isinya tidak dapat dipastikan. Bantu memperbaiki artikel ini dengan menambahkan sumber tepercaya. Materi kontroversial atau trivial yang sumbernya tidak memadai atau tidak bisa dipercaya harus segera dihapus.Cari sumber: Soewardi Idris – berita · surat kabar · buku · cendekiawan · JSTOR (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) Soewardi IdrisLahir(1930-11-10)10 November 193...
索尼娅·玛丽亚·索托马约尔Sonia Maria Sotomayor美國最高法院大法官现任就任日期2009年8月8日提名巴拉克·歐巴馬前任大衛·蘇特美国联邦第二巡回上诉法院法官任期1996年10月7日—2009年8月6日提名比爾·柯林頓前任丹尼爾·馬荷尼继任雷蒙德·洛希尔 个人资料出生 (1954-06-25) 1954年6月25日(69歲) 美國紐約市布朗克斯區学历耶鲁大學 J.D.普林斯頓大學 B.A.宗教信仰羅馬天主教 索尼...
Law on Use of Languages and Scripts of National Minorities Zakon o uporabi jezika i pisma nacionalnih manjina Law on Use of Languages and Scripts of National Minorities (Croatian: Zakon o uporabi jezika i pisma nacionalnih manjina[1]) is law which defines use of minority languages in Croatia. Additionally Croatian Constitutional law on national minorities rights and The Law on Education in language and script of national minorities explicitly define rights on usage of minority languag...
Jantar-Werft (2008) Die Schiffswerft Jantar (russisch АО Прибалтийский судостроительный завод «Янтарь», übersetzt „Ostseewerft Bernstein“ oder ausführlich „An der Ostsse [gelegener] Schiffbau-Betrieb «Bernstein»“) liegt im Westen des Hafengeländes am Südufer des Flusses Pregel in Kaliningrad, Russland. Inhaltsverzeichnis 1 Geschichte 2 Schiffe 3 Weblinks 4 Einzelnachweise Geschichte Das Unternehmen ging bei Kriegsende 1945 aus dem Kön...
The triakis icosahedron, a polyhedron in which every edge has endpoints with total degree at least 13 In graph theory and polyhedral combinatorics, areas of mathematics, Kotzig's theorem is the statement that every polyhedral graph has an edge whose two endpoints have total degree at most 13. An extreme case is the triakis icosahedron, where no edge has smaller total degree. The result is named after Anton Kotzig, who published it in 1955 in the dual form that every convex polyhedron has two ...
Private, co-ed, day schoolFriends School of BaltimoreAddress5114 N. Charles Street, Baltimore, MD, 21210, United StatesCoordinates39°21′22″N 76°37′39″W / 39.35611°N 76.62750°W / 39.35611; -76.62750InformationTypePrivate, Co-ed, DayMottoPalma Non Sine PulvereReligious affiliation(s)QuakerEstablished1784; 239 years ago (1784)Head of SchoolChristian DonovanFaculty95Enrollment1009 totalAverage class size12 studentsStudent to teacher ratio8:1Ca...
Television series Ramsay's Best RestaurantTitle cardStarringGordon RamsayNarrated byGordon RamsayCountry of originUnited KingdomNo. of seasons1No. of episodes9ProductionRunning time60 minutes (episodes 1–7)130 minutes (episodes 8–9)Production companiesOne Potato Two Potatoin association withOptomenOriginal releaseNetworkChannel 4Release14 September (2010-09-14) –9 November 2010 (2010-11-09) Ramsay's Best Restaurant is a television programme featuring British celebrity che...
Indian film actor and director (1921–1990) Not to be confused with Manmohan (actor). Manmohan Krishna ChadhaBorn(1921-08-11)11 August 1921Lahore, Punjab, British IndiaDied3 November 1990(1990-11-03) (aged 68)Bombay, Maharashtra, IndiaOther namesManmohan KrishanOccupation(s)actor, directorYears active1950–1989 Manmohan Krishna (26 February 1922 – 3 November 1990) was a popular Indian film actor and director, who worked in Hindi films for four decades, mostly as a character...
The COVID-19 pandemic in Thailand began with the identification of the first case in the country on 13 January 2020, and has been ongoing since then. Timeline January 2020 One of the earliest announcements on the disease in Thailand, concerning only those who had been travelling from China On 13 January, the Ministry of Public Health announced the first confirmed case, a 61-year-old Chinese woman who is a resident of Wuhan. She had not visited the Huanan Seafood Wholesale Market, but was note...
German State Crown This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: German State Crown – news · newspapers · books · scholar · JSTOR (September 2023) Wooden model of the Imperial Crown The Imperial Crown as heraldic crown Model on the roof of the Reichstag Building In 1871 a design and a model for a...
Sé, Santa Maria e Meixedo Wappen Karte Sé, Santa Maria e Meixedo (Portugal) Basisdaten Freguesia: União das Freguesias de Sé, Santa Maria e Meixedo Koordinaten: 41° 49′ N, 6° 46′ W41.810833333333-6.7663888888889Koordinaten: 41° 49′ N, 6° 46′ W Politik Bürgermeister: Telmo Ramiro Prada Afonso (PPD/PSD) Adresse der Gemeindeverwaltung: Junta de FreguesiaAvenida Doutor Francisco Sá CarneiroEdifício Forum Theatrum, Entrada 2F 5300-252Braga...
Feature of the democratic process in the Philippines Party-list representatives redirects here. For party-list representatives elsewhere, see list MP. For the political concept, see party-list proportional representation. Politics of the Philippines Government Constitution of the Philippines Charter Change Laws Legal codes Taxation Executive President of the Philippines Bongbong Marcos (PFP) Vice President of the Philippines Sara Duterte (HNP) Cabinet (lists) Executive departments Local gover...
Вулвіч-Арсенал Країна Велика Британія Адміністративна одиниця Гринвіч Історичне графство Кент[d] Власник Network Rail Оператор Southeasternd Дата офіційного відкриття 1849 Сусідня станція Вулвіч-Док'ярд (станція) і Plumstead railway stationd Залізнична лінія North Kent Lined Тарифна зона London f...
Politician from Taiwan Calivat GaduChung Hing-hwa鍾興華Administrative Deputy Minister of Council of Indigenous Peoples of the Republic of ChinaIncumbentAssumed office 2 September 2013[1]MinisterMayaw DongiIcyang Parod Personal detailsNationalityRepublic of ChinaAlma materNational Taiwan UniversityNational Chengchi University Calivat Gadu (Chinese: 鍾興華; pinyin: Zhōng Xìnghuá) is a Taiwanese politician. He currently serves as the Administrative Deputy Minister of...
25th Regiment Indiana Volunteer InfantryFlag of the United States, 1865-1867ActiveAugust 19, 1861, to July 17, 1865CountryUnited StatesAllegianceUnionBranchInfantryEngagementsBattle of Fort DonelsonBattle of ShilohSiege of CorinthBattle of Hatchie's BridgeAtlanta CampaignBattle of JonesboroBattle of BentonvilleMilitary unit The 25th Indiana Infantry Monument at Shiloh National Military Park. The 25th Indiana Volunteer Infantry Regiment was an infantry regiment that served in the Union Army du...