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De drie spinsters Duitse bladzijde uit 1913 Auteur gebroeders Grimm Originele titel Die drei Spinnerinnen Origineel gebundeld in Kinder- und Hausmärchen Uitgiftedatum 1812 Land Duitsland Taal Duits Genre sprookje Portaal    Literatuur De drie spinsters bieden hun diensten aan, Grimm's Household Tales, 1912 De drie spinsters is een sprookje uit Kinder- und Hausmärchen, de verzameling van de gebroeders Grimm, met als nummer KHM14. De oorspronkelijke naam is Die drei Spinnerinnen. He...

Ukrainian government ministry Ministry of Internal AffairsМіністерство внутрішніх справEmblem of the ministryBanner of the ministryMinistry overviewFormed22 January 1918 (105 years ago) (1918-01-22)Preceding agenciesMinistry of Internal Affair of UNR (1918-1920)State Secretariat of Internal Affairs of wUNR (1918-1919)Ministry (People's Commissariat) of Internal Affairs of UkrSSR (1918-1991)JurisdictionUkraineHeadquarters10 Akademika Bohomoltsia Street,...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (نوفمبر 2020) أليس باري معلومات شخصية الميلاد سنة 1946 (العمر 76–77 سنة)  بيرنلي  مواطنة المملكة المتحدة  الحياة العملية المهنة ممثلة  اللغات الإنجليزية  المو�...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2019) ريتشارد جوين (شاعر)   معلومات شخصية الميلاد 22 يوليو 1956 (67 سنة)  مواطنة ويلز  الحياة العملية المواضيع كتابة إبداعية  المهنة كاتب،  وشاعر،  وأستاذ...

ZhaoNegaraKekaisaran Song (Tiongkok)Kelompok etnisHan TiongkokDidirikan960PendiriZhao KuangyinPenguasa terakhirZhao BingGelarKaisar Kekaisaran SongEstatIstana di Kaifeng dan HangzhouTurun takhta1279 Kaisar Song Taizu, pendiri sekaligus kaisar pertama Dinasti Song, berkuasa tahun 960-976 Wangsa Zhao (Hanzi tradisional: 趙; Hanzi sederhana: 赵; Pinyin: Zhào; Wade–Giles: Chao) adalah klan kekaisaran dari Kekaisaran Song (960–1279) di Tiongkok. Budaya modern Dalam novel Kis...

Італійська партизанська війна в Ефіопії Східноафриканська кампанія (Друга світова війна) Італійська Східна Африка в червні 1940 року перед вторгненням в Британський СомалілендІталійська Східна Африка в червні 1940 року перед вторгненням в Британський Сомаліленд Дата: 27 л�...

2006 video by You Am IWho Are They, These Rock Stars?Video by You Am IReleasedDecember 1, 2006GenreRockLabelVirgin RecordsYou Am I chronology The Cream & The Crock(2003) Who Are They, These Rock Stars?(2006) Who Are They, These Rock Stars? is a live video album by the rock band You Am I, which was recorded by Triple J at the launch of their seventh album, Convicts. It place at the Sydney Royal Mint and was a themed event, with the crowd invited to attend in Victorian clothing. The...

The RoundersPoster teatrikal untuk The RoundersSutradara Charles Chaplin Produser Mack Sennett Ditulis oleh Charles Chaplin PemeranCharles ChaplinRoscoe ArbuckleSinematograferFrank D. WilliamsPenyuntingCharles ChaplinPerusahaanproduksiKeystone StudiosDistributorMutual FilmTanggal rilis 1914 (1914) Durasi16 menitNegara Amerika Serikat BahasaFilm bisu dengan antar judul Inggris Film lengkap The Rounders adalah sebuah film pendek komedi yang ditayangkan pada tahun 1914. Pemeran utama dalam ...

Dockwise GroupJenisAnak perusahaanIndustriTransportasiDidirikan1993KantorpusatBreda, BelandaWilayah operasiSeluruh duniaTokohkunciCEO: Peter BerdowskiJasaTransportasi muatan berat via lautPendapatan$399 jutaIndukRoyal Boskalis Westminster N.V.AnakusahaDockwise B.V. Offshore Kinematics, Inc.Situs webboskalis.com/about-us/dockwise.htmlDockwise Group adalah sebuah perusahaan transportasi laut asal Belanda. Sejarah Dockwise dibentuk pada bulan September 1993 melalui penggabungan Wijsmuller Transp...

1943 tank battle in the Soviet Union Battle of KurskPart of the Eastern Front of World War IIGerman penetration during the attack on the Kursk salient and Soviet counter-offensive in the northern sectorDate5 July 1943 (1943-07-05) – 23 August 1943 (1943-08-23)(1 month, 2 weeks and 4 days)LocationKursk, Kursk Oblast, Russian SFSR, Soviet Union51°42′N 36°06′E / 51.7°N 36.1°E / 51.7; 36.1Result Soviet victoryTerr...

Island in Papua New Guinea Location map, Wuvulu Island at top left (as Wululu) Wuvulu Island (also known as Mary Island, Matty, Maty Island, Tiger Island, Tiger-Inseln and Wuwulu) is part of the Western Islands of the Bismarck Archipelago in the western Pacific Ocean, part of Manus Province, Papua New Guinea. It is the westernmost island of the thirteen island groups that make up island chain in the archipelago.[1] It is an island of volcanic origin encircled by a coral reef with a ma...

Government building in Jakarta, IndonesiaA.A. Maramis BuildingGedung A.A. MaramisThe A.A. Maramis Building, formerly dubbed the Witte Huis or Gedong Putih, the White House.location within JakartaShow map of JakartaA.A. Maramis Building (Indonesia)Show map of IndonesiaFormer namesPalace of Governor-General Daendels, Paleis Waterlooplein (Palace of Waterloo Square), Het Witte Huis or Gedong Putih (The White House), Het Grote Huis (The Big House)General informationTypeGovernment buildingArchitec...

Magazines intended for boys The Boy's Own Paper, front page, 11 April 1891 Magazines intended for boys fall into one of three classifications. These are comics which tell the story by means of strip cartoons; story papers which have several short stories; and pulp magazines which have a single, but complete, novella in them. The latter were not for the younger child and were often detective or western in content and were generally greater in cost. Several titles were published monthly whereas...

三菱電機 > 三菱電機グループ > 三菱電機ロジスティクス 三菱電機ロジスティクス株式会社Mitsubishi Electric Logistics Corporation 種類 株式会社略称 MDロジス、三菱電機ロジ本社所在地 日本〒151-0073東京都渋谷区笹塚2丁目1番6号笹塚センタービル設立 1958年7月1日業種 倉庫・運輸関連業法人番号 9011001025150 事業内容 ロジスティクス事業、輸配送事業、国際物流事業な�...

Japanese anime TV series 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) You can help expand this article with text translated from the corresponding article in Japanese. (January 2019) Click [show] for important translation instructions. View a machine-translated version of the Japanese article. Machine translation, like DeepL or Google Translate, is a useful starting point for tran...

Ancient Egyptian tomb of Yuya and Thuya KV46Burial site of Yuya and ThuyaPlan of the contents of KV46 from Quibell's 1908 publicationKV46Coordinates25°44′27″N 32°36′10″E / 25.74083°N 32.60278°E / 25.74083; 32.60278LocationEast Valley of the KingsDiscovered5 February 1905Excavated byJames E. QuibellDecorationUndecorated← PreviousKV45Next →KV47 The tomb of Yuya and Thuya, also known by its tomb number KV46, is the burial place of the ancien...

Untuk tumbuhan, lihat tumbuhan paku. Setumpuk paku Paku adalah logam keras berujung runcing, umumnya terbuat dari baja, yang digunakan untuk melekatkan dua bahan dengan menembus keduanya. Paku umumnya ditembuskan pada bahan dengan menggunakan palu atau nail gun yang digerakkan oleh udara bertekanan atau dorongan ledakan kecil. Pelekatan oleh paku terjadi dengan adanya gaya gesek pada arah vertikal dan gaya tegangan pada arah lateral. Ujung paku kadang ditekuk untuk mencegah paku keluar. Prana...

Animalize Студийный альбом Kiss Дата выпуска 13 сентября 1984[1] Дата записи июнь — июль 1984 Жанры Хард-рокГлэм-метал Длительность 35:42 Продюсер Пол Стэнли Страна  США Язык песен английский Лейблы MercuryVertigo (Европа) Профессиональные рецензии AllMusic [2] Metal Nightfall [3] Rolling Stone...

2011 South Korean Korean War film The Front LineSouth Korean PosterKorean nameHangul고지전Hanja高地戰Revised RomanizationGojijeonMcCune–ReischauerKojijŏn Directed byJang HoonWritten byPark Sang-yeonProduced byLee Woo-jeongKim Hyeon-cheolStarringShin Ha-kyunGo SooCinematographyKim Woo-hyungEdited byKim Sang-bumKim Jae-bumMusic byJang Young-gyuDalpalanProductioncompanyTPS CompanyDistributed byShowboxRelease date 20 July 2011 (2011-07-20) Running time133 minutesCountrySou...

In geometry, tetrahedron packing is the problem of arranging identical regular tetrahedra throughout three-dimensional space so as to fill the maximum possible fraction of space. The currently densest known packing structure for regular tetrahedra is a double lattice of triangular bipyramids and fills 85.63% of space Currently, the best lower bound achieved on the optimal packing fraction of regular tetrahedra is 85.63%.[1] Tetrahedra do not tile space,[2] and an upper bound b...