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Kesultanan IsaaqSaldanadda Isaaq سَلْدَنَدْدَ إساقْ السلطنة الإسحاقية1749–1884 Bendera Kesultanan Isaaq yang diwarisi dari Kesultanan Adal.[1]Wilayah klan Isaaq pada akhir abad ke-19Ibu kotaToon (pertama)[2]Hargeisa (terakhir)Bahasa yang umum digunakanSomali · ArabAgama Islam SunniPemerintahanMonarkiSultan • ~1700s Abdi Eisa (Kepala suku)• 1750–1808 (pertama) Guled Abdi• 1870–1884 (terakhir) Deria ...

Artikel ini tidak memiliki referensi atau pranala luar ke sumber-sumber tepercaya yang dapat menyatakan kelayakan dari subyek yang dibahas.(ajukan diskusi keberatan penghapusan)Artikel ini akan dihapus pada 2 Maret 2024 jika tidak diperbaiki.Untuk pemulai artikel ini, jika Anda mempertentangkan nominasi penghapusan ini, jangan menghapus peringatan ini. Silakan hubungi sang pengusul, hubungi seorang pengurus, atau pasang tag {{tunggu dulu}} Artikel ini memiliki beberap...

صاحب السمو الشيخ نوّاف الأحمد الجابر الصباح نواف الأحمد عام 2018 أمير دولة الكويت في المنصب29 سبتمبر 2020 – 16 ديسمبر 2023 صباح الأحمد الجابر الصباح مشعل الأحمد الجابر الصباح ولي عهد دولة الكويت في المنصب20 فبراير 2006 – 29 سبتمبر 2020 الأمير صباح الأحمد الجابر الصباح سعد العبدالله ال�...

General election in New Zealand 1853 New Zealanders general election 14 July – 1 October 1853 1855 → elected members →All 37 seats in the New Zealand House of Representatives   First party   Party Independent Last election 37 seats Seats won 37 Seat change 37 The 1853 New Zealand general election was a nationwide vote to determine the shape of the New Zealand Parliament's first term. It was the first national election ever held in New Zealand, ...

Page TwoSampul versi digital dan mintAlbum mini karya TWICEDirilis25 April 2016 (2016-04-25)Direkam2016StudioJYPE StudiosGenre K-pop Dance Durasi23:55BahasaKoreaLabel JYP Entertainment KT Music ProduserJ.Y. Park The AsiansoulKronologi TWICE The Story Begins(2015)The Story Begins2015 Page Two(2016) Twicecoaster: Lane 1(2016)Twicecoaster: Lane 12016 Singel dalam album Page Two Cheer UpDirilis: 25 April 2016 (2016-04-25) Sampul alternatifSampul alternatif Video musikCHEER UP di You...

Heru CokroLahir23 Desember 1974 (umur 49)SurakartaKebangsaanIndonesiaAlmamaterUniversitas IndonesiaPekerjaanPengusahaDikenal atasAktivis reformasiPendudukan Gedung DPR/MPR National President JCI IndonesiaSuami/istriSorayaAnakSabrina Alesha Cokro Heru Cokro (lahir 23 Desember 1974) adalah Jenderal Lapangan[1] atau Koordinator Jenderal pada peristiwa Pendudukan Gedung DPR/MPR RI oleh mahasiswa (19 – 21 Mei 1998) yang berujung pada pengunduran Presiden RI saat itu, Soeharto. Heru...

American indie rock band This article's tone or style may not reflect the encyclopedic tone used on Wikipedia. See Wikipedia's guide to writing better articles for suggestions. (January 2024) (Learn how and when to remove this template message) The NationalThe National performing at Brooklyn Academy of Music in 2010Background informationOriginCincinnati, Ohio, U.S.Genres Indie rock alternative rock post-punk revival art rock folk rock Years active1999–presentLabels 4AD Beggars Banquet Brass...

Largest city and county seat of Putnam County, Tennessee, United States Cookeville redirects here. For other uses, see Cookeville (disambiguation). City in Tennessee, United StatesCookeville, TennesseeCityDowntown Cookeville, viewed from Dogwood Park LogoNickname(s): Hub of the Upper Cumberland,[1] Tennessee's College Town[2]Location of Cookeville in Putnam County, Tennessee.Coordinates: 36°9′51″N 85°30′15″W / 36.16417°N 85.50417°W / 36...

2022 Illinois Attorney General election ← 2018 November 8, 2022 2026 →   Nominee Kwame Raoul Tom DeVore Party Democratic Republican Popular vote 2,219,420 1,774,468 Percentage 54.35% 43.45% County results Congressional district resultsRaoul:      40–50%      50–60%      70–80%DeVore:      40–50%      50–60%    &#...

Village in Estonia This article is about the village in Lääne-Harju Parish, Harju County. For the village in Saaremaa Parish, Saare County, see Laoküla, Saare County. Village in Harju County, EstoniaLaokülaVillageCountry EstoniaCountyHarju CountyParishLääne-Harju ParishPopulation (2000) • Total40Time zoneUTC+2 (EET) • Summer (DST)UTC+3 (EEST) Laoküla is a village in Lääne-Harju Parish, Harju County in northern Estonia.[1] It is bordered to th...

Medieval fortress in Hertfordshire, England 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: Waytemore Castle – news · newspapers · books · scholar · JSTOR (September 2023) (Learn how and when to remove this message) Waytemore CastleBishop's Stortford, Hertfordshire The castle motteWaytemore CastleCoordinates...

  提示：此条目页的主题不是中國—瑞士關係。   關於中華民國與「瑞」字國家的外交關係，詳見中瑞關係 (消歧義)。 中華民國—瑞士關係 中華民國 瑞士 代表機構駐瑞士台北文化經濟代表團瑞士商務辦事處代表代表 黃偉峰 大使[註 1][4]處長 陶方婭[5]Mrs. Claudia Fontana Tobiassen 中華民國—瑞士關係（德語：Schweizerische–republik china Beziehungen、法�...

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: List of Morgan State University alumni – news · newspapers · books · scholar · JSTOR (November 2012) (Learn how and when to remove this message) This is a list of notable alumni which includes graduates, non-graduate former students, and current students of Ce...

此条目序言章节没有充分总结全文内容要点。 (2019年3月21日)请考虑扩充序言，清晰概述条目所有重點。请在条目的讨论页讨论此问题。 哈萨克斯坦總統哈薩克總統旗現任Қасым-Жомарт Кемелұлы Тоқаев卡瑟姆若马尔特·托卡耶夫自2019年3月20日在任任期7年首任努尔苏丹·纳扎尔巴耶夫设立1990年4月24日（哈薩克蘇維埃社會主義共和國總統） 哈萨克斯坦 哈萨克斯坦政府...

Ethnic minority in Kazakhstan Ukrainian Kazakhstanis (Kazakh: Қазақстандағы украиндар, Qazaqstandağy ukraindar; Ukrainian: Українці в Казахстані, romanized: Ukrayintsi v Kazakhstani) are an ethnic minority in Kazakhstan that according to the 1989 census numbered 896,000 people, or 5.4% of the population.[1] Due to subsequent emigration to Russia and Ukraine, this number had declined to 796,000 by 1998 and 456,997 in the 2009 census.[2...

Application of mathematical methods to other fields For the company, see Applied Maths. Efficient solutions to the vehicle routing problem require tools from combinatorial optimization and integer programming. Applied mathematics is the application of mathematical methods by different fields such as physics, engineering, medicine, biology, finance, business, computer science, and industry. Thus, applied mathematics is a combination of mathematical science and specialized knowledge. The term a...

Swedish author, ethicist and theologian Ann HeberleinHeberlein signing a book at a bookstore in Stockholm in November 2011BornAnn Helen Holmström (1970-06-22) 22 June 1970 (age 53)Malmö, SwedenOccupationWriterNationalitySwedishAlma materLund UniversityPeriod2004–present This article is part of a series onConservatism in Sweden Ideologies Christian democracy Liberal Moderate Nationalist Principles Cameralism Duty Elitism Meritocracy Law and order Moderation Lagom Monarchism Natio...

Collection of German fairy tales For the comic series, see Grimm Fairy Tales (comics). Not to be confused with Grimm Tales (disambiguation) or Grimm's Fairy Tale Classics. Grimms' Fairy Tales Title page of first volume of Grimms' Kinder- und Hausmärchen (1819) 2nd ed.AuthorJacob and Wilhelm GrimmOriginal titleKinder- und Hausmärchen(lit. Children's and Household Tales)CountryGermanyLanguageGermanGenre Fairy tale Folklore Published1812–1858TextGrimms' Fairy Tales at Wikisource Grimms'...

Halaman ini berisi artikel tentang film Swedia. Untuk album Owen Pallett, lihat A Swedish Love Story EP. A Swedish Love StoryNama lainEn kärlekshistoriaSutradaraRoy AnderssonProduserEjnar GunnerholmDitulis olehRoy AnderssonPemeranAnn-Sofie KylinRolf SohlmanPenata musikBjörn IsfältJan BandelSinematograferJörgen PerssonPenyuntingKalle BomanTanggal rilis 24 April 1970 (1970-04-24) Durasi115 menitNegaraSwediaBahasaSwedia A Swedish Love Story (bahasa Swedia: En kärlekshis...

دالة محدبةمعلومات عامةصنف فرعي من quasiconvex function (en) دالة مستمرة[1] جزء من concave and convex functions (en) تعريف الصيغة ∀ c , d ∈ ( a , b ) , t ∈ [ 0 , 1 ] : f ( ( 1 − t ) c + t d ) ≤ ( 1 − t ) f ( c ) + t f ( d ) {\displaystyle \forall c,d\in (a,b),t\in [0,1]:f((1-t)c+td)\leq (1-t)f(c)+tf(d)} [2] الرموز في الصيغة f {\displaystyle f} ممثلة بـ متبا�...