Ta'if
|
Read other articles:
Untuk tokoh ini dalam sudut pandang Yahudi dan Kristen, lihat Lot. NabiLūṭلوط'alaihissalamKaligrafi Luth 'alaihis-salamMakamBani Na'im, PalestinaTempat tinggalMesopotamiaSyamPendahuluIbrahimPenggantiIsmailIshaqOrang tuaHaranKerabatAzar (kakek)Ibrahim (paman)Ismail (sepupu)Ishaq (sepupu) Nabi dan Rasul dalam Islam Nabi dalam Al-Qur'anMenyesuaikan antara nama Islam dan Alkitab. ʾĀdam (Adam) ʾIdrīs (Henokh?) Nūḥ (Nuh) Hūd (Eber?) Ṣāliḥ (Selah) ʾIbrāhīm (Abraham) Lūṭ (Lot...
Defensive feature of prey for selective advantage Anti-predator adaptation in action: the seal shark Dalatias licha (a–c) and the wreckfish Polyprion americanus (d–f) attempt to prey on hagfishes. First, the predators approach their potential prey. Predators bite or try to swallow the hagfishes, but the hagfishes have already projected jets of slime (arrows) into the predators' mouths. Choking, the predators release the hagfishes and gag in an attempt to remove slime from their mouths an...
Berbagai jenis kuvet spektrofotometer, kuarsa (UV) dan plastik (cahaya tampak) Kuvet (dari Bahasa Prancis cuvette berarti bejana kecil) adalah sebuah tabung kecil dengan penampang melintang berbentuk lingkaran atau persegi, yang ditutup pada salah satu ujung, terbuat dari plastik, kaca, atau kuarsa leburan (untuk cahaya UV) dan dirancang untuk menaruh sampel untuk percobaan spektroskopi. Kuvet plastik sekali pakai sering digunakan dalam pengujian spektroskopi cepat, di mana kecepatan lebih pe...
Jason-3Model satelit Jason-3Jenis misiObservasi bumiOperatorNASA, NOAA, CNES, EUMETSATCOSPAR ID2016-002ASATCAT no.41240Situs webhttp://www.nesdis.noaa.gov/jason-3/Durasi misiRencana: 5 tahun Masa orbit: 8 tahun, 2 bulan dan 26 hari Properti wahanaBusProteusProdusenThales Alenia SpaceMassa luncur553 kg (1.219 pon)[1]Massa kering525 kg (1.157 pon)[1]Daya550 watts[1] Awal misiTanggal luncur17 Januari 2016, 18:42:18 (17 Januari 2016,...
Municipality in Bukidnon, Philippines 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: Kibawe – news · newspapers · books · scholar · JSTOR (June 2014) (Learn how and when to remove this message) Municipality in Northern Mindanao, PhilippinesKibaweMunicipalityMunicipality of Kibawe FlagSealMap of Bukidnon wit...
保良局馬錦明夫人章馥仙中學Po Leung Kuk Mrs.Ma-Cheung Fook Sien College翻漆後的校舍東北面(2022年3月)地址 香港新界離島區大嶼山東涌富東邨类型津貼中學宗教背景無隶属保良局创办日期1997年学区香港離島區東涌校長柯玉琼女士副校长鄭健華先生,劉俊偉先生助理校长梁煥儀女士职员人数56人年级中一至中六学生人数約700人,24個班別校訓愛、敬、勤、誠校歌保良局屬下校歌�...
Finnish javelin thrower Tero PitkämäkiTero Pitkämäki in 2014Personal informationBorn (1982-12-19) 19 December 1982 (age 41)Ilmajoki, FinlandHeight1.95 m (6 ft 5 in)Weight92 kg (203 lb)SportCountry FinlandSportTrack and fieldEventJavelin throwClubNurmon Urheilijat[1]Achievements and titlesPersonal best91.53 m (2005) Medal record Men's athletics Representing Finland Event 1st 2nd 3rd Olympic Games 0 0 1 World Championships 1 1 1 European Cham...
Province in northwestern Poland For the historic voivodeship of the Polish Crown, see Pomeranian Voivodeship (1466–1772). For the voivodeship of the Second Polish Republic, see Pomeranian Voivodeship (1919–1939). Voivodeship in PolandPomeranian Voivodeship Województwo pomorskie (Polish)Pòmòrsczé wòjewództwò (Kashubian)Voivodeship FlagCoat of armsBrandmarkLocation within PolandCoordinates: 54°12′N 18°01′E / 54.200°N 18.017°E / 54.200; 18.017...
American business magnate (1902–1984) Ray KrocKroc in 1976BornRaymond Albert Kroc(1902-10-05)October 5, 1902Oak Park, Illinois, United StatesDiedJanuary 14, 1984(1984-01-14) (aged 81)San Diego, California, United StatesPolitical partyRepublicanSpouses Ethel Fleming (m. 1922; div. 1961) Jane Dobbins Green (m. 1963; div. 1968) Joan Kroc (m. 1969) Children...
English historian, philosopher, and feminist (1731–1791) For the Irish nun, see Catherine McAuley. Catharine MacaulayPortrait of Catharine Macaulay by Robert Edge Pine, c. 1785.BornCatharine Sawbridge(1731-03-23)23 March 1731Olantigh, Wye, Kent, EnglandDied22 June 1791(1791-06-22) (aged 60)Binfield, Berkshire, EnglandResting placeAll Saints' Church, Binfield51°26′32.65″N 0°47′6.53″W / 51.4424028°N 0.7851472°W / 51.4424028; -0.7851472Nationality...
Class of chemical compounds Not to be confused with Amide or Imine. A general linear imide functional group In organic chemistry, an imide is a functional group consisting of two acyl groups bound to nitrogen.[1] The compounds are structurally related to acid anhydrides, although imides are more resistant to hydrolysis. In terms of commercial applications, imides are best known as components of high-strength polymers, called polyimides. Inorganic imides are also known as solid state o...
Consiglio regionale del MoliseStemma della Regione Molise Stato Italia Suddivisione Molise TipoConsiglio regionale monocamerale Istituito1970 da Costituzione della Repubblica Italiana, Titolo V Statuto della Regione Molise, Titolo III PresidenteQuintino Pallante (FdI) Vicepresidenti Stefania Passarelli (IMCV) Vittorino Facciolla (PD) Ultima elezione25-26 giugno 2023 Prossima elezione2028 Numero di membri20+1[1] Durata mandato5 anni Gruppi politiciMaggioranza (14) ...
Mikael SundströmMikael Sundström con la Mazda 323 4WD mentre festeggia la vittoria del Rally di Finlandia 1990Nazionalità Finlandia Automobilismo CategoriaRally CarrieraCarriera nel mondiale RallyEsordioRally di Finlandia 1979 Stagioni1979-1992 Scuderie Peugeot Talbot Sport 1985-1986/ Mazda Rally Team 1987, 1989-1991 Miglior risultato finale22º (1986) Rally disputati28 Speciali vinte2 Punti ottenuti27 Palmarès Vedi maggiori dettagliStatistiche aggiornate al Rally di Finlandia 19...
海獣(かいじゅう、marine mammals[1])は、海に生息する哺乳類(獣)を指す[2]。別名は海獣類・海洋哺乳類・海生哺乳類・海棲哺乳類・海産哺乳類(あるいは、「~哺乳類」の代わりに「~哺乳動物」)。 形質による分類であり、分類学的なグループ(分類群)や系統学的なグループ(クレード)とはならない。もっぱら、水族館学・人文科学・漁業などの分�...
Historical period of Western classical music Part of a series onRenaissance music Overview Composers / Transition to Baroque Movements and schools Burgundian Franco-Flemish Colorist Florentine Camerata Roman Venetian English Virginalist English Madrigal Major figures Du Fay Binchois Ockeghem Busnois Tinctoris Josquin Tallis Zarlino Palestrina Lasso Byrd Victoria Monteverdi Major forms Anthem Chanson Madrigal Mass Motet ← Medieval musicBaroque music →vte Major eras ofWestern class...
Bug in software To report a MediaWiki error on Wikipedia, see Wikipedia:Bug reports. Part of a series onSoftware development Core activities Data modeling Processes Requirements Design Construction Engineering Testing Debugging Deployment Maintenance Paradigms and models Agile Cleanroom Incremental Prototyping Spiral V model Waterfall Methodologies and frameworks ASD DevOps DAD DSDM FDD IID Kanban Lean SD LeSS MDD MSF PSP RAD RUP SAFe Scrum SEMAT TDD TSP UP XP Supporting disciplines Configura...
Parliamentary group in the French Senate The Independents – Republic and TerritoriesLes Indépendants – République et TerritoiresChamberSenateFoundation3 October 2017Previous name(s)Republic and Territories / The Independents group (2017)Groupe République et Territoires / Les IndépendantsMember partiesLRAgirUDIMRDVDPresidentClaude MalhuretConstituencyAllierRepresentation13 / 348 IdeologyLiberalismWebsitewww.independants-senat.fr The Independents – Republic and Territories (French: Le...
Questa voce o sezione sull'argomento gruppi musicali non è ancora formattata secondo gli standard. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. A questa voce o sezione va aggiunto il template sinottico {{Artista musicale}} Puoi aggiungere e riempire il template secondo le istruzioni e poi rimuovere questo avviso. Se non sei in grado di riempirlo in buona parte, non fare nulla; non inserire template...
Имеется викиучебник по теме «Астрометрия» Этот раздел не завершён. Вы поможете проекту, исправив и дополнив его. Лаборатория реактивного движения НАСА в Калифорнии — одна из наиболее заметных мировых организаций, занимающихся фундаментальными проблемами астрометр...
この記事の項目名には以下のような表記揺れがあります。 德川 慶壽 徳川 慶寿 凡例徳川 慶壽 徳川慶壽像時代 江戸時代後期生誕 文政6年3月4日(1823年4月14日)死没 弘化4年5月7日(1847年6月19日)改名 房之助、慶壽別名 一橋慶寿戒名 承休院墓所 東叡山寛永寺・凌雲院官位 従三位左近衛権中将兼民部卿、参議贈権中納言幕府 江戸幕府氏族 徳川氏(田安徳川家、一橋...