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Російсько-німецький легіон Країна Німеччина Російсько-німецький легіон у Вікісховищі Російсько-німецький легіон - почав формуватися в 1810 році за наказом Російського імператора Олександра I, у зв’язку з можливою війною між Росією і Францією під керівництвом Напо...
Sebuah toonjolan matahari (kiri bawah). Gambar Jupiter dan Bumi ditampilkan sebagai perbandingan ukuran Tonjolan matahari atau tonjolan surya (solar prominence) adalah tampakan terang, besar, dan berwujud gas yang menonjol dari permukaan matahari ke arah luar, dan sering berbentuk melingkar. Tonjolan ini terikat pada permukaan matahari di lapisan fotosfer, dan menjulur hingga ke korona. Korona biasanya tidak terlihat karena terdiri dari plasma sangat panas yang umumnya tidak memancarkan sinar...
TermodinamikaMesin panas klasik Carnot Cabang Klasik Statistik Kimia Termodinamika kuantum Kesetimbangan / Tak setimbang Hukum Awal Pertama Kedua Ketiga Sistem Keadaan Persamaan keadaan Gas ideal Gas nyata Wujud zat Kesetimbangan Volume kontrol Instrumen Proses Isobarik Isokorik Isotermis Adiabatik Isentropik Isentalpik Quasistatik Politropik Ekspansi bebas Reversibel Ireversibel Endoreversibilitas Siklus Mesin kalor Pompa kalor Efisiensi termal Properti sistemCatatan: Variabel konjugat ...
Auf dieser Seite sind die Baudenkmäler in der Oberpfälzer Gemeinde Walderbach zusammengestellt. Diese Tabelle ist eine Teilliste der Liste der Baudenkmäler in Bayern. Grundlage ist die Bayerische Denkmalliste, die auf Basis des Bayerischen Denkmalschutzgesetzes vom 1. Oktober 1973 erstmals erstellt wurde und seither durch das Bayerische Landesamt für Denkmalpflege geführt wird. Die folgenden Angaben ersetzen nicht die rechtsverbindliche Auskunft der Denkmalschutzbehörde. [Anm. ...
Kau & Dia 2Poster resmiSutradara Ivan Bandhito Produser Agung Priyanto Dwi Nugroho Risti Nanda Dhea Putri Ditulis oleh Fiona Mahdalena SkenarioFiona MahdalenaCeritaBruno GohPemeran Anneth Delliecia Ari Irham Gabriel Prince Zara Leola Bima Azriel Azela Putri SinematograferDoanmario HutajuluPerusahaanproduksi Trinity Optima Production BC Entertainment DistributorMAXStreamTanggal rilis 1 Juli 2022 (2022-07-01) Durasi117 menitNegara Indonesia Bahasa Indonesia PrekuelKau & Dia (2021) ...
Bagian dari seriIlmu Pengetahuan Formal Logika Matematika Logika matematika Statistika matematika Ilmu komputer teoretis Teori permainan Teori keputusan Ilmu aktuaria Teori informasi Teori sistem FisikalFisika Fisika klasik Fisika modern Fisika terapan Fisika komputasi Fisika atom Fisika nuklir Fisika partikel Fisika eksperimental Fisika teori Fisika benda terkondensasi Mekanika Mekanika klasik Mekanika kuantum Mekanika kontinuum Rheologi Mekanika benda padat Mekanika fluida Fisika plasma Ter...
Buku ibadat harian yang dibuka di bagian compline (Biara Eisbergen di Rhine Utara-Westphalia, Germany) Compline (/ˈkɒmplɪn/ KOM-plin), juga dikenal sebagai Complin, Doa Malam, atau Doa pada Akhir Hari, adalah ibadat gereja akhir dari sebuah hari dalam tradisi jam kanonis, yang dilakukan pada waktu doa wajib. Kata tersebut berasal dari kata Latin completorium. Kata tersebut mula-mula dipakai dalam kegiatan tersebut pada permulaan abad ke-6 oleh Santo Benediktus dalam Regula Benedicti, pada ...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (مارس 2019) باول برنس معلومات شخصية تاريخ الميلاد 23 فبراير 1897 تاريخ الوفاة 17 ديسمبر 1949 (52 سنة) مواطنة كندا الحياة العملية المهنة سياسي تعديل مصدري - تعديل ...
Cylindrical compromise map projection A Miller projection of the Earth. Miller projection with 1,000 km indicatrices of distortion. The Miller cylindrical projection is a modified Mercator projection, proposed by Osborn Maitland Miller in 1942. The latitude is scaled by a factor of 4⁄5, projected according to Mercator, and then the result is multiplied by 5⁄4 to retain scale along the equator.[1] Hence: x = λ y = 5 4 ln [ tan ( π 4 + 2 ...
International cricket tour Ireland women Scotland womenDates 24 – 27 May 2021Captains Laura Delany Kathryn BryceTwenty20 International seriesResults Ireland women won the 4-match series 3–1Most runs Gaby Lewis (116) Kathryn Bryce (96)Most wickets Leah Paul (9) Katie McGill (7)Player of the series Leah Paul (Ire) The Ireland women's cricket team played the Scotland women's cricket team in May 2021.[1][2] The tour consisted of four Women's Twenty20 Interna...
Architectural movement Hotel Franciscan in Albuquerque, 1943 Painted Desert Inn, a National Historic Landmark in Arizona Pueblo Revival corbel, hand-carved from ponderosa pine, at the Bandelier National Monument Visitor Center The Pueblo Revival style or Santa Fe style is a regional architectural style of the Southwestern United States, which draws its inspiration from Santa Fe de Nuevo México's traditional Pueblo architecture, the Spanish missions, and Territorial Style. The style developed...
Свято-Димитріївська церква Свято-Дмитрівська церква та дзвіниця 51°48′55″ пн. ш. 26°13′53″ сх. д. / 51.81515° пн. ш. 26.23143° сх. д. / 51.81515; 26.23143Координати: 51°48′55″ пн. ш. 26°13′53″ сх. д. / 51.81515° пн. ш. 26.23143° сх. д. / 51.81515; 26.2314...
I Parry Everything: What Do You Mean I'm the Strongest? I'm Not Even an Adventurer Yet!First light novel volume cover俺は全てを【パリイ】する ~逆勘違いの世界最強は冒険者になりたい~(Ore wa Subete o Parry Suru: Gyaku Kanchigai no Sekai Saikyō wa Bōken-sha ni Naritai)GenreAdventure, fantasy[1] Novel seriesWritten byNabeshikiPublished byShōsetsuka ni NarōOriginal runOctober 17, 2019 – present Light novelWritten byNabeshikiIllustrated&...
Пример гиперграфа: V = { v 1 , v 2 , v 3 , v 4 , v 5 , v 6 , v 7 } {\displaystyle V=\{v_{1},v_{2},v_{3},v_{4},v_{5},v_{6},v_{7}\}} , E = { e 1 , e 2 , e 3 , e 4 } {\displaystyle E=\{e_{1},e_{2},e_{3},e_{4}\}} = { { v 1 , v 2 , v 3 } , { v 2 , v 3 } , {\displaystyle =\{\{v_{1},v_{2},v_{3}\},\{v_{2},v_{3}\},} { v 3 , v 5 , v 6 } , { v 4 } } {\displaystyle \{v_{3},v_{5},v_{6}\},\{v_{4}\}\}} . Гипергра́ф — обобщение графа, в котором каждым ...
American football player (born 1992) American football player Corey RobinsonNo. 70, 77, 79Position:Offensive tacklePersonal informationBorn: (1992-05-21) May 21, 1992 (age 31)Havelock, North CarolinaHeight:6 ft 7 in (2.01 m)Weight:315 lb (143 kg)Career informationHigh school:Havelock(Havelock, North Carolina)College:South CarolinaNFL Draft:2015 / Round: 7 / Pick: 240Career history Detroit Lions (2015–2017) Carolina Panthers (2018) Jacksonvil...
Anastatus Unidentified Anastatus species Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Hymenoptera Family: Eupelmidae Genus: AnastatusMotschulsky, 1859 Type species Podagrion mantoidaeMotschulsky, 1859 Synonyms Cladanastatus Boucek, 1979 Descampsia Risbec, 1955 Anastatus is a large genus of parasitic wasps belonging to the family Eupelmidae.[1] The genus has cosmopolitan distribution.[1] Species This list is incomplete; ...
River in Tasmania, Australia This article is about the river is Tasmania. For the township of the same name, see Pipers River, Tasmania. Pipers(wattra karoola)Pipers River areaLocation of the Pipers River mouth in TasmaniaLocationCountryAustraliaStateTasmaniaRegionNorthern TasmaniaPhysical characteristicsSourceMount Arthur • locationsouth of Lilydale • coordinates41°18′20″S 147°16′54″E / 41.30556°S 147.28167°E / -41.3055...
New Zealand lawyer and diplomat Sir Laurie FrancisHigh Commissioner of New Zealand to AustraliaIn office2 August 1976 – 29 January 1985Preceded byEric ChapmanSucceeded byGraham Ansell Personal detailsBornLaurie Justice Francis(1918-08-30)30 August 1918Oamaru, New ZealandDied3 August 1993(1993-08-03) (aged 74)Wellington, New ZealandSpouse Heather Margaret McFarlane (m. 1952)RelativesShona McFarlane (sister-in-law) Sir Laurie Justice Franci...
Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article concernant l'histoire militaire doit être recyclé (février 2010). Une réorganisation et une clarification du contenu paraissent nécessaires. Améliorez-le, discutez des points à améliorer ou précisez les sections à recycler en utilisant {{section à recycler}}. Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (oc...
لمعانٍ أخرى، طالع المعيان (توضيح). قرية المعيان - قرية - تقسيم إداري البلد اليمن[1] المحافظة محافظة حضرموت المديرية مديرية الشحر العزلة عزلة الشحر إحداثيات 14°50′11″N 49°29′21″E / 14.8363315°N 49.4891069°E / 14.8363315; 49.4891069 السكان التعداد السكاني 2004 ال...