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Indigenous Bahamans prior to European-American conquest LucayansTotal populationHistorical population: 40,000 (approximate)Regions with significant populationsThe BahamasLanguagesTaínoReligionNative American religionsRelated ethnic groupsTaínos The Lucayan people (/luːˈkaɪən/ loo-KY-ən) were the original residents of The Bahamas before the European conquest of the Americas. They were a branch of the Taínos who inhabited most of the Caribbean islands at the time. The Lucayans were the fir…
Domenico AgostiniPatriark Venesia; Kardinal imam Santa Maria della PaceTakhtaPatriarkat VenesiaAwal masa jabatan22 Juni 1877Masa jabatan berakhir31 Desember 1891PendahuluGiuseppe Luigi TrevisanatoPenerusGiuseppe Melchiorre SartoJabatan lainSebelumnya Uskup ChioggiaImamatPelantikan kardinal27 Maret 1882PeringkatKardinal-ImamInformasi pribadiLahir31 Mei 1825dekat Treviso, ItaliaWafat31 Desember 1891Venesia, ItaliaDenominasiGereja Katolik Roma Domenico Agostini (31 Mei 1825 – 31 Des…
كهف رايزينغ ستارمعلومات عامةالبلد جنوب إفريقيا الإحداثيات 25°55′S 27°47′E / 25.92°S 27.78°E / -25.92; 27.78 تعديل - تعديل مصدري - تعديل ويكي بيانات كهف رايزينغ ستار، (حرفيا:كهف النجم الصاعد) هو كهف من صخر الدولوميت، يقع حوالي (50 كلم) إلى الشمال الغربي من جوهانسبرغ في جنوب أفريق…
2016 UK local government election Main article: Hyndburn Borough Council elections 2016 Hyndburn Borough Council election ← 2015 5 May 2016 2018 → 12 of 35 seats to Hyndburn Borough Council18 seats needed for a majority First party Second party Third party Leader Miles Parkinson Tony Dobson Paul Thompson Party Labour Conservative UKIP Leader's seat Altham Barnfield St Oswald's Seats before 25 8 2 Seats won 26 7 2 Seat change 1 1 2016 local …
Nanas Ananas comosus Nanas variegataTaksonomiDivisiTracheophytaSubdivisiSpermatophytesKladAngiospermaeKladmonocotsKladcommelinidsOrdoPoalesFamiliBromeliaceaeGenusAnanasSpesiesAnanas comosus Merr., 1917 Tata namaBasionimBromelia comosa (en) Sinonim takson Daftar Ananas acostae C. Commelijn Ananas ananas (L.) H.Karst. ex Voss nom. inval. Ananas argentata J.C.Wendl. ex Schult. & Schult.f. Ananas aurata J.C.Wendl. ex Schult. & Schult.f. Ananas bracteatus Baker Ananas coccineus Descourt. Anan…
American bishop and cardinal This article is about the cardinal. For the New York union leader, see John Cody (union leader). For the fraudster, see John Donald Cody. For the reality TV contestant, see Survivor: Blood vs. Water. His EminenceJohn Patrick CodyCardinal, Archbishop of ChicagoSeeChicagoAppointedJune 14, 1965InstalledAugust 24, 1965Term endedApril 25, 1982PredecessorAlbert Gregory MeyerSuccessorJoseph BernardinOther post(s)Cardinal-Priest of Santa Cecilia in TrastevereOrdersOrdination…
Halaman ini berisi artikel tentang aktris Korea Selatan. Untuk aktor Korea Selatan dengan nama lahir yang sama, lihat Kang Ha-neul. Ini adalah nama Korea; marganya adalah Kim. Kim Ha-neulKim Ha-neul pada tahun 2017Lahir21 Februari 1978 (umur 46)Seoul, Korea SelatanPendidikanInstitut Seni Seoul - FilmPekerjaanAktrisTahun aktif1996–sekarangAgenSidusHQ[1]Suami/istriChoi Jin-hyuk (m. 2016)Anak1Nama KoreaHangul김하늘 Alih AksaraGim HaneulMcCune–…
Vasily YakovenkoВасилий ЯковенкоYakovenko in 19204th People's Commissar of Agriculture of the Russian Socialist Federative Soviet RepublicIn officeJanuary 9, 1922 – July 7, 1923Prime MinisterVladimir LeninPreceded byValerian Obolensky (Deputy People's Commissar)Semyon SeredaSucceeded byAlexander Smirnov2nd People's Commissar of Social Security of the Russian Socialist Federative Soviet RepublicIn officeJuly 7, 1923 – May 10, 1926Prime MinisterAlexey RykovPrec…
SerenissimaPietro II OrseoloPietro II (kiri) dan putranya Ottone Doge Venesia 26Masa jabatan991–1009 PendahuluTribuno MemmoPenggantiOttone Orseolo Informasi pribadiLahir961Venesia, Republik VenesiaMeninggal1009 (umur 48)Venesia, Republik VenesiaSunting kotak info • L • B Pietro II Orseolo (meninggal tahun 1009) adalah Doge Venesia yang berkuasa dari tahun 991 hingga 1009. Ia memulai perluasan wilayah Venesia ke timur. Setelah mendapat keluhan selama berulangkali dari negara-n…
Removal of atmospheric carbon dioxide through human activity This article is about removing carbon dioxide from the atmosphere. For technologies that remove carbon dioxide from point sources, see Carbon capture and storage. Planting trees is a nature-based way to temporarily remove carbon dioxide from the atmosphere.[1][2] Carbon dioxide removal (CDR) is a process in which carbon dioxide (CO2) is removed from the atmosphere by deliberate human activities and durably stored in geo…
Pagai UtaraGeografiLokasiAsia TenggaraKoordinat2°42′S 100°5′E / 2.700°S 100.083°E / -2.700; 100.083KepulauanKepulauan MentawaiPemerintahanNegaraIndonesiaProvinsiSumatera BaratKabupatenKepulauan MentawaiKependudukanPenduduk13.000 jiwa Pagai Utara adalah salah satu pulau di Kepulauan Mentawai di lepas pantai barat Sumatra di Indonesia. Pulau ini berada di sebalah selatan Pulau Sipora dan di sebelah utara Pulau Pagai Selatan. Kota Sikakap digunakan sebagai pusat…
WildPoster film WildSutradaraJean-Marc ValléeProduserReese WitherspoonBruna PapandreaBill PohladDitulis olehNick HornbyBerdasarkanWild: From Lost to Found on the Pacific Crest Trailoleh Cheryl StrayedPemeranReese WitherspoonLaura DernThomas SadoskiMichiel HuismanGaby HoffmannSinematograferYves BélangerPenyuntingJohn Mac McMurphyMartin PensaPerusahaanproduksiPacific StandardRiver Road EntertainmentDistributorSearchlight PicturesTanggal rilis 29 Agustus 2014 (2014-08-29) (Festival Film …
امتحان أساسيات الهندسة (FE)، كما يشار إليه بامتحان المهندس المتدرب (EIT)، وسابقا في بعض الدول امتحان الهندسة للمتدربين (EI)، هو أول اثنين من الامتحانات التي يجب على المهندسين اجتيازها من أجل أن يكونوا مرخصين كمهندسين محترفين في الولايات المتحدة وغيرها من الدول. الامتحان الثاني ه…
American football player and businessman (1878–1927) John White HallowellUnited States Food AdministrationBornDecember 24, 1878Nöddebo Medford, Massachusetts, U.S.DiedJanuary 5, 1927Milton, Massachusetts, U.S.EducationHarvardOccupation(s)Businessman, Football Player John White Hallowell (December 24, 1878 – January 5, 1927) was a prominent American businessman and football player. He played college football at Harvard University and was a consensus All-American at the end position in both 1…
Journalism school at Columbia University 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) This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Columbia University Graduate School of Journalism – news · newspapers · books · scholar · JSTOR (June 2021) (Learn …
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 April 2012. Peta tahun 1846 menunjukan I. Bermeja. Bermeja adalah pulau kecil di sebelah utara semenanjung Yucatán, Teluk Meksiko, dari abad ke-16 hingga abad ke-19.[1] Meskipun letaknya ditentukan oleh pembuat peta Spanyol pada abad ke-16,[2] survei t…
كريولانس (بالإنجليزية: The Tragedy of Coriolanus) النوع الفني تراجيديا المؤلف وليم شكسبير تاريخ النشر 1623 لغة العمل الإنجليزية IBDB 2763 تعديل مصدري - تعديل كريولانس هي مأساة من تأليف ويليام شكسبير، بنيت على قصة حياة القائد الأسطوري الروماني غايوس كوريولانوس، ن…
Brandon CoupeNazionalità Stati Uniti Altezza183 cm Peso79 kg Tennis Carriera Singolare1 Vittorie/sconfitte 0-1 Titoli vinti 0 Miglior ranking 673º (30 gennaio 1995) Doppio1 Vittorie/sconfitte 55-94 Titoli vinti 1 Miglior ranking 62º (10 maggio 1999) Risultati nei tornei del Grande Slam Australian Open 2T (2000) Roland Garros 2T (1998, 1999) Wimbledon 2T (1998, 1999) US Open QF (2002) Doppio misto1 Vittorie/sconfitte Titoli vinti Risultati nei tornei del Grande Sla…
In matematica, i gruppi di omotopia sono un oggetto algebrico che intuitivamente misura la quantità di buchi n-dimensionali di uno spazio. Il gruppo di omotopia più usato è il gruppo fondamentale, che corrisponde al caso n=1. Per n>1 tali oggetti algebrici sono spesso difficilmente calcolabili anche per gli spazi topologici più semplici, come ad esempio le sfere, e per questo motivo si usano spesso al loro posto i gruppi di omologia. Indice 1 Definizione 1.1 Omotopia 1.2 Struttura di grup…
Roëllecourtcomune Roëllecourt – Veduta LocalizzazioneStato Francia RegioneAlta Francia Dipartimento Passo di Calais ArrondissementArras CantoneSaint-Pol-sur-Ternoise TerritorioCoordinate50°22′N 2°23′E50°22′N, 2°23′E (Roëllecourt) Superficie9,49 km² Abitanti631[1] (2009) Densità66,49 ab./km² Altre informazioniCod. postale62130 Fuso orarioUTC+1 Codice INSEE62717 CartografiaRoëllecourt Modifica dati su Wikidata · Manuale Roëllecourt è un comune f…