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Jan Huyghen (atau Huijgen) van Linschoten (lahir di Haarlem, Belanda, 1563 - meninggal di Enkhuizen, 8 Februari 1611) adalah penjelajah, pedagang, penulis, dan sejarawan Belanda beragama Evangelikalisme. Nama van Linschoten dikenal terutama dari dua tulisan perjalanannya yang dianggap sebagai kunci bagi ekspedisi Cornelis de Houtman ke Nusantara. Van Linschoten menyalin peta pelayaran milik Portugis yang sangat dirahasiakan, sehingga membuka jalan bagi penjelajah Inggris dan Belanda ke Kepula...
NHL hockey team season 1997–98 Ottawa SenatorsDivision5th NortheastConference8th Eastern1997–98 record34–33–15Home record18–16–7Road record16–17–8Goals for193Goals against200Team informationGeneral managerPierre GauthierCoachJacques MartinCaptainRandy CunneyworthAlternate captainsDaniel AlfredssonAlexei YashinArenaCorel CentreAverage attendance16,686 (667,454 total)Minor league affiliate(s)Worcester IceCatsRaleigh IceCapsTeam leadersGoalsAlexei Yashin (33)AssistsAlexei Yashin ...
Stasiun Sawah Besar B04 Stasiun Sawah Besar bersama kantor pusat PT KAPM (KAI Properti)LokasiJalan Krekot JayaPasar Baru, Sawah Besar, Jakarta Pusat, 10710IndonesiaKoordinat6°9′44″S 106°49′33″E / 6.16222°S 106.82583°E / -6.16222; 106.82583Koordinat: 6°9′44″S 106°49′33″E / 6.16222°S 106.82583°E / -6.16222; 106.82583Ketinggian+15 mOperator KAI Commuter Letakkm 3+836 lintas Jakarta-Manggarai-Bogor/Nambo[1] Jumlah per...
Questa voce sull'argomento stagioni delle società calcistiche italiane è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Voce principale: Molfetta Sportiva. Società Sportiva MolfettaStagione 1951-1952Sport calcio Squadra Molfetta Presidente Angelo Ranieri Serie C4º posto nel girone D, 2º posto nel girone salvezza.[1] 1950-1951 1952-1953 Si invita a seguire il modello di voce Questa voce ...
Polish teen drama television series Absolute BeginnersNetflix posterPolishAbsolutni debiutanci Genre Teen drama Romantic drama Created by Nina Lewandowska Kamila Tarabura Written by Nina Lewandowska Kamila Tarabura Jędrzej Napiecek Directed by Kamila Tarabura Katarzyna Warzecha Starring Martyna Byczkowska Bartłomiej Deklewa Jan Sałasiński Paulina Krzyżańska Katarzyna Warnke Piotr Witkowski Anna Krotoska Andrzej Konopka Julian Świeżewski Country of originPolandOriginal languagePolishNo...
イスラームにおける結婚(イスラームにおけるけっこん)とは、二者の間で行われる法的な契約である。新郎新婦は自身の自由な意思で結婚に同意する。口頭または紙面での規則に従った拘束的な契約は、イスラームの結婚で不可欠だと考えられており、新郎と新婦の権利と責任の概要を示している[1]。イスラームにおける離婚は様々な形をとることができ、個�...
League of Nations' charter Covenant of the League of NationsSigned28 June 1919LocationParis Peace ConferenceEffective10 January 1920ExpirationApril 18, 1946ExpiryJuly 31, 1947PartiesLeague of Nations membersDepositaryLeague of NationsFull text Covenant of the League of Nations at Wikisource Paris Peace Conference League of Nations Covenant of the League of Nations Members Organisation Minority Treaties Little Treaty of Versailles Mandates Treaty of Versailles War Guilt clause Reparations Dawe...
English glassmaking company The firm of James Powell and Sons, also known as Whitefriars Glass, were London-based English glassmakers, leadlighters and stained-glass window manufacturers. As Whitefriars Glass, the company existed from the 17th century, but became well known as a result of the 19th-century Gothic Revival and the demand for stained glass windows. History Early years In 1834 James Powell (1774–1840), then a 60-year-old London wine merchant and entrepreneur of the same family ...
American Hockey League team in Des Moines, Iowa Iowa WildCityDes Moines, IowaLeagueAmerican Hockey LeagueConferenceWesternDivisionCentralFounded1994 (In the IHL)Operated2013–presentHome arenaWells Fargo ArenaColorsForest green, Iron Range red, harvest gold, Minnesota wheat, white Owner(s)Minnesota Sports and EntertainmentGeneral managerMichael Murray[1]Head coachBrett McLeanCaptainDakota MermisMediaBally Sports NorthKXNOAHL.TV (Internet)Affiliat...
This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Termoli – news · newspapers · books · scholar · JSTOR (March 2020) (Learn how and when to remove this message) Comune in Molise, ItalyTermoliComuneComune di Termoli FlagCoat of armsLocation of Termoli TermoliLocation of Termoli in ItalyShow map of ItalyTermoliT...
Ini adalah nama Batak Toba, marganya adalah Simorangkir. Manahan Simorangkir Kepala Dinas Pendidikan TNI ALMasa jabatan27 Oktober 2017 – 9 Maret 2018PendahuluSulistiyantoPenggantiIvan YulivanKomandan PuspenerbalMasa jabatan29 Februari 2016 – 27 Oktober 2017PendahuluSigit SetiyantaPenggantiDwika Tjahja Setiawan Informasi pribadiLahir(1961-10-08)8 Oktober 1961Medan, Sumatera UtaraMeninggal27 September 2022(2022-09-27) (umur 60)Surabaya, Jawa TimurHubunganSammy Simoran...
Online anarchist archive. libcom.orgType of siteAnarchist websiteAvailable inEnglish, with some non-English contentURLlibcom.orgLaunched26 September 2003; 20 years ago (26 September 2003)[1]Current statusOnlineContent licenceCreative Commons BY-NC-SA 2.5[2]libcom.org is an online platform featuring a variety of libertarian communist essays, blog posts, and archives, primarily in English. It was founded in 2005 by editors in the United States and the Unit...
1912 novel by Willa Cather For the site of fighting in the American Civil War, see Battle of Chickamauga. Alexander's Bridge First editionAuthorWilla CatherCountryUnited StatesLanguageEnglishPublisherHoughton MifflinPublication date1912Media typePrint (hardback & paperback) Alexander's Bridge is the first novel by American author Willa Cather. First published in 1912, it was re-released with an author's preface in 1922. It also ran as a serial in McClure's, giving Cather some free ti...
本條目存在以下問題,請協助改善本條目或在討論頁針對議題發表看法。 此條目需要編修,以確保文法、用詞、语气、格式、標點等使用恰当。 (2013年8月6日)請按照校對指引,幫助编辑這個條目。(幫助、討論) 此條目剧情、虛構用語或人物介紹过长过细,需清理无关故事主轴的细节、用語和角色介紹。 (2020年10月6日)劇情、用語和人物介紹都只是用於了解故事主軸,輔助�...
Эту статью необходимо исправить в соответствии с правилом Википедии об оформлении статей. Пожалуйста, помогите улучшить эту статью. Чувашская мифология и традиционная религия — комплекс воззрений, верований и культов чувашей, в основном существовавший в IX—XIX вв. Мно...
This is the list of fashion weeks/events/shows held annually or two times a year all around the world. The Big Four events are the Paris Fashion Week, Milan Fashion Week, New York Fashion Week,and London Fashion Week. Among the most popular fashion weeks is also Arab Fashion Week,[1][2][3][4][5] Vancouver Fashion Week, and Russia Fashion Week.[6][7][8] The fashion scene has become more multipolar in the 21st century, with other ...
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 Januari 2023. Neoclytus conjunctus Klasifikasi ilmiah Kerajaan: Animalia Filum: Arthropoda Kelas: Insecta Ordo: Coleoptera Famili: Cerambycidae Genus: Neoclytus Spesies: Neoclytus conjunctus Neoclytus conjunctus adalah spesies kumbang tanduk panjang yang tergolong f...
داد الله (بالبشتوية: ملا دادالله آخوند) معلومات شخصية الميلاد سنة 1966ولاية قندهار الوفاة 12 مايو 2007 (41 سنة) [1]ولاية هلمند[2] سبب الوفاة قتل في معركة الجنسية أفغانستان الحياة العملية المهنة سياسي الخدمة العسكرية الرتبة قائد المعارك والحروب الحرب ا...
Rahadi ZakariaLahir(1953-02-13)13 Februari 1953Purworejo, Jawa TengahMeninggal8 Oktober 2014(2014-10-08) (umur 61)SemarangPekerjaanPolitikus, SastrawanTahun aktif1975 - 2014 Rahadi Zakaria, S.I.P., M.H. (13 Februari 1953 – 8 Oktober 2014) adalah sastrawan yang juga dikenal sebagai politikus berkebangsaan Indonesia. Rahadi pernah menjabat sebagai anggota fraksi PDI Perjuangan DPR RI periode 2009-2014 dari daerah pemilihan Jawa Barat VII (Kabupaten Bekasi, Kabupaten K...
The angular velocity tensor is a skew-symmetric matrix defined by: Ω = ( 0 − ω z ω y ω z 0 − ω x − ω y ω x 0 ) {\displaystyle \Omega ={\begin{pmatrix}0&-\omega _{z}&\omega _{y}\\\omega _{z}&0&-\omega _{x}\\-\omega _{y}&\omega _{x}&0\\\end{pmatrix}}} The scalar elements above correspond to the angular velocity vector components ω = ( ω x , ω y , ω z ) {\displaystyle {\bolds...