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Come leggere il tassoboxDiplodus Diplodus vulgaris Classificazione scientifica Dominio Eukaryota Regno Animalia Phylum Chordata Classe Actinopterygii Ordine Perciformes Famiglia Sparidae Genere DiplodusRafinesque, 1810 Specie vedi testo Diplodus Rafinesque, 1810 è un genere di pesci ossei marini appartenente alla famiglia Sparidae, comunemente noti come saraghi[1]. Indice 1 Descrizione 2 Distribuzione e habitat 3 Tassonomia 4 Pesca 5 Note 6 Bibliografia 7 Altri progetti 8 Collegamen...

Koordinat: 4°55′47″S 119°34′26″E / 4.9296113°S 119.5739129°E / -4.9296113; 119.5739129 SalenrangᨔᨒᨙᨋᨔᨒᨙᨑDesaKantor Desa Salenrang di Jl. Poros Maros–Pangkep Km. 10,5Negara IndonesiaProvinsiSulawesi SelatanKabupatenMarosKecamatanBontoaKode pos90554[1]Kode Kemendagri73.09.05.2006 Luas9,60 km²Jumlah penduduk5.180 jiwa tahun 2019Kepadatan539,58 jiwa/km² tahun 2019Jumlah RT20Jumlah RW3Jumlah KK1.078 tahun 2019 Salenrang (Lontara ...

Untuk manga, lihat Topeng Kaca. Topeng KacaGenre Remaja Roman BerdasarkanTopeng Kacaoleh Suzue MiuchiSkenarioSerena LunaCeritaSerena LunaSutradaraUmam A.P.Pemeran Aisyah Aqilah Athalla Naufal Dinda Mahira Rizky Billar Anastasia Adamova Penggubah lagu temaMaudy AyundaLagu pembukaKejar Mimpi oleh Maudy AyundaLagu penutupKejar Mimpi oleh Maudy AyundaPenata musikBellaNegara asalIndonesiaBahasa asliBahasa IndonesiaJmlh. musim1Jmlh. episode54ProduksiProduserLeo SutantoSinematografiMerdi Efen...

Cet article est une ébauche concernant une localité italienne et le Trentin-Haut-Adige. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Fondo Administration Pays Italie Région Trentin-Haut-Adige  Province Trentin   Code postal 38013 Code ISTAT 022088 Code cadastral D663 Préfixe tel. 0463 Démographie Gentilé fóneri Population 1 475 hab. (31-12-2010[1]) Densité 49 hab./km2 Géograp...

Belgian Telenovela SaraLogoCreated byFremantleMediaStarringVeerle Baetens Gert WinckelmansKürt RogiersSandrine AndréOpening themeWhere She Belongs – Natalia DruytsCountry of originBelgiumOriginal languageDutch (Flemish)No. of episodes200ProductionProducerFremantleMediaProduction locationsAntwerp, BelgiumRunning time25 min (approx. 22 min)Original releaseNetworkVTMRelease25 September 2007 (2007-09-25) –29 June 2008 (2008-06-29)RelatedRemake of Betty la Fea Sara is a Flemis...

Italian luxury fashion house Valentino S.p.A.Company typeSocietà per azioniIndustryFashionFounded1960; 64 years ago (1960)Rome, ItalyFounderValentino GaravaniHeadquartersVia Turati, 16/18, Milan, Italy45°28′29″N 9°11′34″E / 45.474628°N 9.1929121°E / 45.474628; 9.1929121Key peopleStefano Sassi (CEO)[1]ProductsClothingFootwearGlassesPerfumesCosmeticsWatchesAccessoriesNet income€1,419 billion (2022)OwnerMayhoola for Investments (70...

Взломщики кодовангл. The Codebreakers Автор Дэвид Кан Жанр документальный Язык оригинала английский Оригинал издан 1967 Издатель Macmillan Publishers Страниц 1164 ISBN 978-0-684-83130-5 «Взломщики кодов» (англ. The Codebreakers) — книга Дэвида Кана 1967 года, фундаментальный труд по истории крипт�...

  「俄亥俄」重定向至此。关于其他用法，请见「俄亥俄 (消歧义)」。 俄亥俄州 美國联邦州State of Ohio 州旗州徽綽號：七葉果之州地图中高亮部分为俄亥俄州坐标：38°27'N－41°58'N, 80°32'W－84°49'W国家 美國加入聯邦1803年3月1日，在1953年8月7日追溯頒定（第17个加入联邦）首府哥倫布（及最大城市）政府 • 州长（英语：List of Governors of {{{Name}}}]]） •&...

الاتحاد الرياضي لألعاب التضامن الإسلاميالتاريخالتأسيس 1985 الإطارالنوع منظمة المقر الرئيسي الرياض التنظيمموقع الويب issf.sa… تعديل - تعديل مصدري - تعديل ويكي بيانات الاتحاد الرياضي لألعاب التضامن الإسلامي تاريخ الإنشاء 1985 الرئيس عبد العزيز بن تركي الفيصل الاتحاد الرياضي لأ�...

Football league in Belgium Football leagueBelgian Pro LeagueFounded1895; 129 years ago (1895)CountryBelgiumConfederationUEFANumber of teams16Level on pyramid1Relegation toChallenger Pro LeagueDomestic cup(s)Belgian Cup Belgian Super CupInternational cup(s)UEFA Champions LeagueUEFA Europa LeagueUEFA Conference LeagueCurrent championsClub Brugge (19th title) (2023–24)Most championshipsAnderlecht (34 titles)Most appearancesJan Ceulemans (517)Top goalscorerAlbert De Cleyn (377...

Baochuan beralih ke halaman ini. Untuk kota di Korea, lihat Pocheon. Sketsa kapal Zheng He / Cheng Ho dengan empat tiang Sejarah Dinasti Ming Nama Da bo (harfiah: kapal besar) sebesar 2,000 liao, hai po, hai chuan (harfiah: kapal pengarung laut)Dipesan 1403Pembangun Galangan kapal Longjiang, dinasti MingBeroperasi 1405Tidak beroperasi 1433Catatan Ikut dalam: Pelayaran pertama Zheng He (1405–1407)Pelayaran kedua Zheng He (1407–1409)Pelayaran ketiga Zheng He (1409–1411)Pelayaran keempat Z...

Abédi Pelé Informasi pribadiNama lengkap Abédi AyewTanggal lahir 5 November 1964 (umur 59)Tempat lahir Domé, GhanaPosisi bermain GelandangKarier junior1970–1978 Great FalconsKarier senior*Tahun Tim Tampil (Gol)1980–1982 Real Tamale United 46 (21)1982–1983 Al Sadd 8 (7)1983–1984 Zürich 18 (9)1984 Dragons l'Ouémé 8 (11)1985 Real Tamale United 19 (7)1986–1987 Chamois Niort 32 (14)1987 Mulhouse 16 (5)1987–1989 Marseille 9 (0)1988–1990 Lille 61 (16)1990–1993 Marseille ...

Duplicateडबल (بالهندية) ملصق الفيلممعلومات عامةالصنف الفني عمل كوميدي اثارةتاريخ الصدور 8 مايو 1998مدة العرض 166 دقيقةاللغة الأصلية الهنديةمأخوذ عن The Whole Town's Talking (en) البلد الهندموقع التصوير تشيك سويسراالجوائز  Bollywood Movie Award – Most Sensational Actress (en) (1999)منحت لـ جوهي تشاولا الطاقمالمخ�...

Imaging technique This article may be too technical for most readers to understand. Please help improve it to make it understandable to non-experts, without removing the technical details. (April 2020) (Learn how and when to remove this message) A high-resolution spectral-domain OCT scan (3×3 mm) of a dry age-related macular degeneration eye showing geographic atrophy and drusen in macula on both cross-sectional and en face fly-through. Optical coherence tomography (OCT) is an imaging techni...

Questa voce sull'argomento centri abitati dell'Egitto è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. EdfucittàEdfu – Veduta LocalizzazioneStato Egitto GovernatoratoAssuan TerritorioCoordinate24°58′41″N 32°52′44″E24°58′41″N, 32°52′44″E (Edfu) Altitudine86 e 90 m s.l.m. Abitanti133 772 (2012) Altre informazioniFuso orarioUTC+2 CartografiaEdfu Modifica dati su Wikidata · Manuale Edfu (detta anche I...

Play written by Jan de Hartog The FourposterJessica Tandy and Hume Cronyn as Agnes and Michael, 1952Written byJan de HartogCharactersMichael and AgnesDate premiered21 August 1950Place premieredNew Theatre, CambridgeOriginal languageEnglishSubjectMarriageGenreDramaSettingBedroom, 1890 to 1925 The Fourposter is a play written by Jan de Hartog. The two-character story spans 35 years, from 1890 to 1925, as it focuses on the trials and tribulations, laughters and sorrows, and hopes and disappointm...

Place in Lower Carniola, SloveniaLutrško SeloLutrško SeloLocation in SloveniaCoordinates: 45°50′47.43″N 15°14′21.62″E / 45.8465083°N 15.2393389°E / 45.8465083; 15.2393389Country SloveniaTraditional regionLower CarniolaStatistical regionSoutheast SloveniaMunicipalityNovo MestoArea • Total1.53 km2 (0.59 sq mi)Elevation183.6 m (602.4 ft)Population (2002) • Total155[1] Lutrško Selo (pronounced ...

Для термина «килевание» см. также другие значения. Протаскивание под килем в период Тюдоров (1485—1603) «Протаскивание под килем корабельного хирурга адмирала Яна Ван Неса», картина Ливе Питерсзона Версхюра Прота́скивание под ки́лем (килевание) — в эпоху парусных судов �...

Seorang Jentelmen kepausan, juga disebut Jentelmen Bagi Yang Mulia, adalah pelayan awam Paus dan pelayan rumah tangga di Vatikan. Jentelmen kepausan melayani di Istana Apostolik dekat Basilika Santo Petrus dalam posisi seremonial, seperti mengawal pejabat selama kunjungan kenegaraan dan acara penting lainnya. Gelar ini adalah nama lokal untuk posisi pengadilan lama valet de chambre. Dilantik adalah suatu kehormatan. Orang yang ditunjuk untuk mengisi posisi ini merupakan seorang sukarelawan ya...

In mathematics, a closure operator on a set S is a function cl : P ( S ) → P ( S ) {\displaystyle \operatorname {cl} :{\mathcal {P}}(S)\rightarrow {\mathcal {P}}(S)} from the power set of S to itself that satisfies the following conditions for all sets X , Y ⊆ S {\displaystyle X,Y\subseteq S} X ⊆ cl ⁡ ( X ) {\displaystyle X\subseteq \operatorname {cl} (X)}      (cl is extensive), X ⊆ Y ⇒ cl ⁡ ( X ) ⊆ cl ⁡ ...