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Shugo Chara!Cover art of the first Shugo Chara! manga volume featuring heroine Amu Hinamoriしゅごキャラ!(Shugo Kyara!)GenreMagical girl, komedi, romantis MangaPengarangPeach-PitPenerbitKodanshaMajalahNakayoshiDemografiShōjoTerbitFebruari 2006 – Januari 2010Volume12 (Daftar volume) Seri animeSutradaraKenji YasudaStudioSatelightSaluranasliTV TokyoTayang 6 Oktober 2007 – 27 September 2008Episode51 (Daftar episode) Seri animeShugo Chara!! Doki—SutradaraKenji YasudaStudioSatelightSalu...

Kars Karst adalah kawasan batu gamping. Penamaan karst berasal dari kawasan batu gamping di wilayah Yugoslavia. Ciri-ciri utama dari karst yaitu lahan yang kurang subur untuk pertanian, rentan terjadi erosi dan tanah longsor, dan rentan dengan pori-pori aerasi yang rendah. Selain itu, karst memiliki gaya permeabilitas yang lamban dan didominasi oleh pori-pori mikro.[1] Karst merupakan sebuah bentuk permukaan bumi yang pada umumnya mengalami depresi tertutup (closed depression), draina...

Bagian dari seriIlmu Pengetahuan Formal Logika Matematika Logika matematika Statistika matematika Ilmu komputer teoretis Teori permainan Teori keputusan Ilmu aktuaria Teori informasi Teori sistem FisikalFisika Fisika klasik Fisika modern Fisika terapan Fisika komputasi Fisika atom Fisika nuklir Fisika partikel Fisika eksperimental Fisika teori Fisika benda terkondensasi Mekanika Mekanika klasik Mekanika kuantum Mekanika kontinuum Rheologi Mekanika benda padat Mekanika fluida Fisika plasma Ter...

  ميّز عن أبو الحسن الصدر. السيد  أبو الحسن بني صدر (بالفارسية: ابوالحسن بنی‌صدر)‏  مناصب وزير الخارجية   في المنصب12 نوفمبر 1979  – 29 نوفمبر 1979  إبراهيم اليزدي  صادق قطب زاده  وزير الشؤون الاقتصادية والمالية   في المنصب17 نوفمبر 1979  – 10 فبراير 1980  ع...

Carte des Empires romains d'Orient et d'Occident à la mort en 395 de Théodose Ier, dernier empereur de l'Empire unifié Carte des Empires romains d'Orient et d'Occident en 476, à comparer à la précédente : la chute de l'Occident est perceptible, les Grandes invasions ont ravagé l'Ouest de l'Empire plus que Constantinople. La portion de Gaule romaine, séparée de l'ensemble, est devenu le domaine gallo-romain dirigé par une autorité sur laquelle Rome n'influe plus. La Maurétani...

Lukisan karya Raja Ravi Varma, tentang adegan saat Rukmanggada hendak mengorbankan anaknya. Di sebelah kanan tampak Sandyawali yang sedang jatuh karena pingsan. Rukmanggada (Dewanagari: रुक्माङद; ,IAST: Rukmāṇgada, रुक्माङद) adalah seorang tokoh dalam mitologi Hindu. Dia merupakan pemuja Wisnu yang setia. Menurut legenda, Rukmanggada dikenal sebagai raja yang bijak, sabar dan tawakal. Ia menikah dengan Sandyawali dan memiliki seorang putra bernama ...

Branch of primatesNot to be confused with Hominidae.This article is about the branch of primates. For other uses, see Ape (disambiguation). HominoidsApesTemporal range: Miocene-Holocene Sumatran orangutan (Pongo abelli) Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Primates Suborder: Haplorhini Infraorder: Simiiformes Parvorder: Catarrhini Superfamily: HominoideaGray, 1825[1] Type species Homo sapiensLinnaeus, 1758 Families †Pr...

For other museums of the same name, see Atatürk Museum (disambiguation). Atatürk MuseumAtatürk MüzesiAtatürk MuseumEstablished1942LocationŞişli, Istanbul, TurkeyCoordinates41°03′23″N 28°59′14″E / 41.056397°N 28.987212°E / 41.056397; 28.987212TypeNational, Biographical Atatürk Museum (Turkish: Atatürk Müzesi) is a historic house museum dedicated to the life of Mustafa Kemal Atatürk, the first president of the Republic of Turkey. It is located in t...

U.S. State Department division This article needs to be updated. The reason given is: more recent employee & budget data needed. Please help update this article to reflect recent events or newly available information. (December 2023) Bureau of East Asian and Pacific AffairsSeal of The Bureau of East Asian and Pacific AffairsBureau overviewPreceding bureauOffice of Chinese AffairsJurisdictionExecutive branch of the United StatesHeadquartersHarry S. Truman Building, Washington, D.C., United...

Regional district in British Columbia, Canada This article is about the regional district government encompassing the agglomeration of municipalities and rural areas around Victoria, British Columbia, Canada. For the region itself, see Greater Victoria, British Columbia. For the general concept, see capital region. For others, see Capital districts and territories. For other uses, see Capital region (disambiguation) and Capital District (disambiguation). Regional district in British Columbia,...

Material with small overlap between conduction and valence bands Not to be confused with Half-metal. For the class of chemical elements on the periodic table, see metalloid. Filling of the electronic states in various types of materials at equilibrium. Here, height is energy while width is the density of available states for a certain energy in the material listed. The shade follows the Fermi–Dirac distribution (black: all states filled, white: no state filled). In metals and semimetals the...

Festivals held between 1976 and 1981 on large farms in New Zealand 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: Nambassa – news · newspapers · books · scholar · JSTOR (July 2023) (Learn how and when to remove this message) NambassaChinese dragon dance, mainstage Nambassa Festival 1979GenreRock musicDatesJ...

Bilateral treaty between India and Pakistan Non-Nuclear Aggression AgreementAgreement Between India and Pakistan on the Prohibition of Attack against Nuclear Installations and FacilitiesFlags of India and Pakistan, 2012TypeStrategic Nuclear reduction, control and avoidance of subsequent nuclear conflictsContextCold WarDrafted30 November 1988 (1988-11-30)Signed21 December 1988; 35 years ago (1988-12-21)LocationIslamabad, PakistanEffective1 January 1991ConditionRatification of...

Bahasa Melayu Sarawak بهاس ملايو سراوق Dituturkan di  Malaysia Wilayah  Sarawak Penutur500.000 - 600.000 penutur asli total 2.4 juta Rumpun bahasaAustronesia Melayo-PolinesiaMelayikMelayu Sarawak Kode bahasaISO 639-3–LINGUIST List zlm-sarGlottolognon-existence[1]  Portal BahasaL • B • PW        PemberitahuanTemplat ini mendeteksi bahwa artikel bahasa ini masih belum dinilai kualitasnya oleh ProyekWiki...

Questa voce o sezione sull'argomento centri abitati della Lombardia non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Somma Lombardocomune Somma Lombardo – VedutaIl castello di Somma Lombardo dove nacque papa Gregorio XIV LocalizzazioneStato Italia Regione Lombardia Provincia Varese Amministr...

The Dick Van Dyke Show is an American television sitcom. The series ran for five seasons on CBS, lasting 158 half-hour episodes, all filmed in black-and-white. Creator/writer Carl Reiner had told the cast from the beginning that if the show made it through five seasons, that would be its maximum run.[1] Series overview Cast of the series All five seasons have been released on DVD by Image Entertainment.[2] SeasonEpisodesOriginally airedRank[3]Rating[3]First ai...

See also: Riviera (disambiguation) Riviera in Liguria, ItalyItalian Riviera Rivêa lìgure (Ligurian)Riviera ligure (Italian)Ligurian RivieraRiviera From top down, left to right: panoramic view of Cinque Terre, Levanto, Bonassola, Sestri Levante, Santa Margherita Ligure, Portofino, Camogli, Lerici, AlassioCoordinates: 44°23′36″N 8°45′17″E / 44.39333°N 8.75472°E / 44.39333; 8.75472Country ItalyRegioneLiguriaPopulation • Total1.8 mi...

Number of windings of a polytope around its center of symmetry The boundary of the regular enneagram {9/4} winds around its centre 4 times, so it has a density of 4. In geometry, the density of a star polyhedron is a generalization of the concept of winding number from two dimensions to higher dimensions, representing the number of windings of the polyhedron around the center of symmetry of the polyhedron. It can be determined by passing a ray from the center to infinity, passing only through...

Évariste Lévi-Provençal BiografiKelahiran(fr) Maklouf Evariste Levi 4 Januari 1894 Aljir Kematian23 Maret 1956 (62 tahun)avenue Émile-Deschanel Data pribadiPendidikanAlgiers 1 University KegiatanSpesialisasiKajian Dunia Timur Pekerjaansejarawan, dosen, penulis Bekerja diUniversitas Paris Algiers 1 University KonflikPerang Dunia I dan Kampanye Gallipoli Karya kreatifKarya terkenal(1982) Nasab Kuraish (Dār al-Maʻārif, 1982) Penghargaan(19 Oktober 1954)  Officer of the Legion...

عين فريخة تقسيم إداري  البلد سوريا  تعديل مصدري - تعديل   يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (مارس 2016) عين فريخة هي إحدى القرى المحتلة والمدمرة ا�...