Semboyan

Baca informasi selengkapnya disini:

Baca informasi lainnya:

Лаборатория Фантастики URL fantlab.ru Коммерческий нет Тип сайта информационный портал, библиографическая база данных, блог-платформа, форум[1]. Регистрация необязательна для просмотра; обязательна для ведения блога и отправки сообщений. Язык (-и) русский Посещаемость 791.0…

Questa voce o sezione sull'argomento Toscana non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Provincia di Sienaprovincia Provincia di Siena – VedutaPalazzo Reale, sede della Provincia LocalizzazioneStato Italia Regione Toscana AmministrazioneCapoluogo Siena PresidenteDavid Bussagli (PD) dal…

Protein-coding gene in the species Homo sapiens HCRTR1Available structuresPDBOrtholog search: PDBe RCSB List of PDB id codes4ZJ8, 4ZJCIdentifiersAliasesHCRTR1, OX1R, Hypocretin (orexin) receptor 1, hypocretin receptor 1, ORXR1, OXR1External IDsOMIM: 602392 MGI: 2385650 HomoloGene: 37492 GeneCards: HCRTR1 Gene location (Human)Chr.Chromosome 1 (human)[1]Band1p35.2Start31,617,686 bp[1]End31,632,518 bp[1]Gene location (Mouse)Chr.Chromosome 4 (mouse)[2]Band4|4 D2.…

Impero romano d'Oriente oImpero bizantino (dettagli) (dettagli) Motto: «Вασιλεύς Βασιλέων Βασιλεύων Βασιλευόντων»(Basiléus Basiléōn, Basiléuōn Basileuòntōn)Re dei Re, Regnante dei Regnanti(Sotto i Paleologi, 1259-1453) Impero romano d'Oriente oImpero bizantino - LocalizzazioneL'Impero romano d'Oriente attorno al 565, dopo la riconquista dell'occidente voluta da Giustiniano (527-565) Dati amministrativiNome completoImpero romano d'Oriente Nome ufficia…

Halaman ini berisi artikel tentang rumah teh Jepang yang diurus oleh para geisha. Untuk menteri Uganda, lihat Anthony Ochaya.Bagian depan Ichiriki Chaya, salah satu rumah teh terkenal dimana geisha mementaskan hiburan di Gion Di Jepang, ochaya (お茶屋code: ja is deprecated , artinya rumah teh) adalah sebuah tempat dimana para pengunjung dihibur oleh geisha. Ochaya terletak di kawasan geisha (花街code: ja is deprecated , hanamachi), dan sekarang ada dalam jumlah banyak di Kyoto, meskipun kaw…

Taman Ade Irma Suryani dahulu bernama asli taman Taman Traffic Garden Cirebon. Sejak tahun 1966 berubah menjadi Taman Ade Irma Suryani Nasution. Taman ini merupakan satu-satunya taman rekreasi dan taman bermain di Kota Cirebon. Taman Ade Irma Suryani terletak berdampingan dengan pelabuhan Cirebon dengan lokasi di pinggir laut pantai utara Cirebon memiliki area + 2,5 Ha. Taman hiburan ini merupakan satu-satunya tempat hiburan dan rekreasi keluarga dekat pantai kota Cirebon yang menyediakan fasili…

1989 video gameThe Uncanny X-MenNorth American cover artDeveloper(s)Possibly Bothtec or PixelPublisher(s)LJNSeriesX-MenPlatform(s)NES[1]ReleaseNA: December 1989[1]Genre(s)2D action platformerMode(s)Single-player or cooperative[1] The Uncanny X-Men, sometimes referred to as Marvel's X-Men, is an action video game released by LJN for the NES in 1989.[1] It is a licensed game based on the series of X-Men comics of the same name by Marvel Comics. The lineup of charact…

Valentin VarennikovValentin Varennikov pada Agustus 1994 setelah dia dibebaskan oleh Mahkamah Agung RusiaNama asliВалентин Иванович ВаренниковLahir(1923-12-15)15 Desember 1923Krasnodar, RSFS Rusia, Uni SovietMeninggal6 Mei 2009(2009-05-06) (umur 85)Moskwa, RusiaPengabdianUni SovietDinas/cabangAngkatan Darat SovietLama dinas1941–1991PangkatJenderalKomandan Panglima Angkatan Darat Soviet Wakil Menteri Pertahanan Uni Soviet Perang/pertempuran Perang Dunia II Pe…

Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Buktisiar digital radio – berita · surat kabar · buku · cendekiawan · JSTOR Bukti Siar Digital® radio adalah sistem pemantauan siaran radio jaringan otomatis berbasis Internet. Sistem tersebut terdiri dari…

Gericocomuneأريحا Gerico – Veduta LocalizzazioneStato Palestina RegioneCisgiordania GovernatoratoGerico AmministrazioneSindacoSalem Ghrouf TerritorioCoordinate31°51′19″N 35°27′43″E / 31.855278°N 35.461944°E31.855278; 35.461944 (Gerico)Coordinate: 31°51′19″N 35°27′43″E / 31.855278°N 35.461944°E31.855278; 35.461944 (Gerico) Altitudineda -230 a -280 m s.l.m. Superficie59 km² Abitanti20 907[1] (2017…

Kjetil JansrudSki alpenJansrud in February 2011DisiplinDownhill, Super-G,Giant slalom, CombinedKlubPeer Gynt AlpinklubbLahir28 Agustus 1985 (umur 38)Stavanger, NorwegiaTinggi183 m (600 ft 5 in) (2014)[1]Debut Piala Dunia19 Januari 2003 (usia 17)Situs webkjetil-jansrud.comOlympicsTim4 – (2006–2018)Medali5 (1 gold)World ChampionshipsTim7 – (2005, 2009–19)Medali3 (1 gold)World CupMusim16 – (2004–06, 2008–20)Menang23Podiums54Overall titles0 – (2nd in 2015,…

N x N matrix describing a linear power system with N buses This article is about the admittance matrix in electrical engineering. For the graph theoretic admittance matrix, see Laplacian matrix. In power engineering, nodal admittance matrix (or just admittance matrix) is an N x N matrix describing a linear power system with N buses. It represents the nodal admittance of the buses in a power system. In realistic systems which contain thousands of buses, the admittance matrix is quite sparse. Each…

Building to house security personnel and equipment Gunma University Kiryu Campus (Kiryu City, Gunma, Japan). Built in 1915. Guardhouse, Royal Military College of Canada The Hyakunin Bansho (former guard house) inside the former Imperial Palace, Edo Castle) was staffed by 100 samurai. Graveyard Guardhouse introduced in the 1800s to prevent body-snatching Saint Michael's Castle guardhouse in Saint Petersburg, Russia East German border guardhouse in Berlin, 1984 A guardhouse (also known as a watch …

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 Desember 2022. Indeks bangunan tinggi merupakan sebuah konsep yang pertama kali dicetuskan pada tahun 1999 oleh Andrew Lawrence, analis properti Dresdner Kleinwort Wasserstein (saat ini bernama ''Kleinwort Hambros'').[1] Konsep ini menunjukkan bahwa gedung-gedu…

Disambiguazione – Se stai cercando il personaggio Marvel Comics, vedi Gamma Corvi (personaggio). Gamma Corvi ClassificazioneGigante azzurra Classe spettraleB8III[1] Distanza dal Sole165 anni luce CostellazioneCorvo Coordinate(all'epoca J2000) Ascensione retta12h 15m 48,371s Declinazione-17° 32′ 30,95″ Dati fisiciRaggio medio4,2 R⊙ Massa4,2[2] M⊙ Temperaturasuperficiale12400 K (media) Luminosità355[3] L⊙ Età stimata160 mil…

On the RocksPoster perilisan resmiSutradaraSofia CoppolaProduser Sofia Coppola Youree Henley Ditulis olehSofia CoppolaPemeran Bill Murray Rashida Jones Marlon Wayans Penata musikPhoenixSinematograferPhilippe Le SourdPenyuntingSarah FlackPerusahaanproduksiAmerican ZoetropeDistributor A24 Apple TV+ Tanggal rilis 22 September 2020 (2020-09-22) (NYFF) 2 Oktober 2020 (2020-10-02) (Amerika Serikat) 23 Oktober 2020 (2020-10-23) (Apple TV+) Durasi96 menit[1]Negar…

In mathematics, Fenchel's duality theorem is a result in the theory of convex functions named after Werner Fenchel. Let ƒ be a proper convex function on Rn and let g be a proper concave function on Rn. Then, if regularity conditions are satisfied, inf x ( f ( x ) − g ( x ) ) = sup p ( g ∗ ( p ) − f ∗ ( p ) ) . {\displaystyle \inf _{x}(f(x)-g(x))=\sup _{p}(g_{*}(p)-f^{*}(p)).} where ƒ * is the convex conjugate of ƒ (also referred to as the Fenchel&#…

Dutch game show presenter Not to be confused with Willem Ruys or Willem Duys. Willem RuisWillem Ruis (1976)BornKlaas Willem Ruis(1945-03-29)29 March 1945Haarlem, NetherlandsDied4 August 1986(1986-08-04) (aged 41)Dénia, SpainNationalityDutchOccupation(s)Television presenter, broadcasterEmployer(s)KRO, VARAKnown forDutch game show presenter Klaas Willem Ruis (29 March 1945 in Haarlem – 4 August 1986 in Dénia) was a Dutch game show presenter. He presented the Willem Ruis Show for the …

The Keep, DorchesterDorchester The KeepThe Keep, DorchesterLocation within DorsetCoordinates50°42′53″N 02°26′37″W / 50.71472°N 2.44361°W / 50.71472; -2.44361TypeBarracksSite informationOperator British ArmySite historyBuilt1877-1881Built forWar OfficeIn use1881-1958Garrison informationOccupantsDorset Regiment The Keep, Dorchester is part of the former county barracks of the 39th (Dorsetshire) Regiment of Foot and the 75th (Stirlingshire) Regimen…

Questa voce sull'argomento guerra è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. La corazzatura è una protezione fatta con vario tipo di materiali su un veicolo terrestre o aereo, o su una unità navale, ma anche su un'opera fissa, come una casamatta, o bunker. Esistono vari tipi di corazzatura. Il più semplice è quello che, analogamente a quanto accade nella corazza, oppone una resistenza passiva alla…

Kembali kehalaman sebelumnya