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Club MéditerranéeJenisPublik (Euronext: CU)IndustriTourismeDidirikan1950KantorpusatParis, FranceMiami Blue Lagoon, FloridaTokohkunciHenri Giscard d'Estaing, Chairman of the Board Michel Wolfovski, Executive Vice President and CFOProdukTravel TourismPendapatan€ 1.360 milliar (2009)Karyawan20,333Situs webwww.clubmed.com Club Méditerranée (Euronext: CU), lebih sering dikenal dengan sebutan Club Med, adalah sebuah perusahaan Prancis yang bergerak dibidang resor dan memiliki bebera...
Mutsu Munemitsu陸奥 宗光Mutsu MunemitsuLahir(1844-08-20)20 Agustus 1844Provinsi Kii, JepangMeninggal24 Agustus 1897(1897-08-24) (umur 53)Takinogawa, JepangKebangsaanJepangNama lainMutsu YonosukePekerjaanDiplomat, Menteri KabinetSuami/istriRyoko Munemitsu Ini adalah nama Jepang, nama keluarganya adalah Mutsu. Ryoko, istri Munemitsu Count Mutsu Munemitsu (陸奥 宗光code: ja is deprecated , 20 Agustus 1844 – 24 Agustus 1897) adalah seorang negarawan dan diplomat pada masa zam...
Artikel ini perlu dikembangkan agar dapat memenuhi kriteria sebagai entri Wikipedia.Bantulah untuk mengembangkan artikel ini. Jika tidak dikembangkan, artikel ini akan dihapus. Longton, Staffordshire kota kecil Longton, StaffordshireTempat Negara berdaulatBritania RayaNegara konstituen di Britania RayaInggrisRegion di InggrisWest MidlandsProvinsi di InggrisStaffordshireUnitary authority area in England (en)City of Stoke-on-Trent (en) NegaraBritania Raya Informasi tambahanKode posST3 Zona wakt...
Artikel ini bukan mengenai Herbivor. VegetarismeDeskripsiMenu vegetarian mengonsumsi tumbuh-tumbuhan tanpa atau dengan mengandung minyak hewani, telur, dan susu, namun sama sekali tanpa daging.[1]AsalIndia Kuno, Yunani Kuno; sebelum abad ke-6VariasiOvo-vegetarisme, Lakto-vegetarisme, Lakto-ovo-vegetarisme, veganisme, veganisme mentah, fruitarianisme, vegetarisme Buddhis, vegetarisme Hindu, vegetarisme Jaina, vegetarisme Kristen Vegetarisme atau vegetarianisme adalah gaya hidup atau po...
Inca princess 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: Quispe Sisa – news · newspapers · books · scholar · JSTOR (February 2024) (Learn how and when to remove this template message) Inca Empire Inca society Education Religion Mythology Architecture Engineering Roads Army Agriculture Ayllu Cuisine Inca...
Pulau Andaman TengahPeta garis besar Kepulauan Andaman, dengan lokasi Pulau Andaman Tengah ditandai (warna merah).Pulau Andaman TengahLokasi di wilayah Kepulauan Andaman dan Nikobar, serta di Teluk BenggalaTampilkan peta Kepulauan Andaman dan NikobarPulau Andaman TengahPulau Andaman Tengah (Teluk Benggala)Tampilkan peta Teluk BenggalaGeografiLokasiTeluk BenggalaKoordinat12°30′00″N 92°50′00″E / 12.5°N 92.833333°E / 12.5; 92.833333Koordinat: 12°30′00″N 9...
غولبرن الإحداثيات 34°45′17″S 149°43′07″E / 34.754722222222°S 149.71861111111°E / -34.754722222222; 149.71861111111 [1] تقسيم إداري البلد أستراليا[4][2][3] التقسيم الأعلى نيوساوث ويلز[4] خصائص جغرافية ارتفاع 702 متر عدد السكان عدد السكان 22419 (9 أغسطس 2016)[5]2...
Kolkata Municipal Corporation in West Bengal, IndiaWard No. 116Kolkata Municipal CorporationInteractive Map Outlining Ward No. 116Ward No. 116Location in KolkataCoordinates (dms): 22°29′49″N 88°20′13″E / 22.496833°N 88.336806°E / 22.496833; 88.336806Country IndiaStateWest BengalCityKolkataNeighbourhoodsTollygunge Circular Road (Sirity-Senhati Colony)ReservationWomen(Open)Parliamentary constituencyKolkata DakshinAssembly constituencyBehala PurbaBor...
Number of rock-cut pools on the southern slope of Wadi Hilweh, Silwan Ordnance Survey of JerusalemSurvey of PalestineThe Pool of Siloam and Lower (Old) Pool The term Pool of Siloam (Arabic: بِرْكَة سِلْوَان Birka Silwān, Hebrew: בְּרֵכַת הַשִּׁילוֹחַ, Bərēḵat haŠīlōaḥ) refers to a number of rock-cut pools on the southern slope of the Wadi Hilweh, located outside the walls of the Old City of Jerusalem to the southeast. The pools were fed by the w...
One-pound GospelBerkas:One-pound Gospel volume 1.jpgCover volume pertama tankōbon One-pound Gospel yang diterbitkan oleh Shogakukan pada tahun 1989.1ポンドの福音(Ichi-Pondo no Fukuin)GenreOlahraga, Komedi romantis MangaPengarangRumiko TakahashiPenerbitShogakukanPenerbit bahasa InggrisNA Viz MediaMajalahWeekly Young SundayMajalah bahasa InggrisNA Animerica (beberapa chapter)DemografiSeinenTerbit1987 – 2007Volume4 Video animasi orisinalSutradaraMakura SakiMusikKenji KawaiStudioStudio G...
1980–81 concert tour by Bruce Springsteen This article is about the tour in support of The River. For Springsteen's 2016 tour, see The River Tour 2016. This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (November 2019) (Learn how and when to remove this message) The River TourTour by Bruce Springsteen and the E Street BandAsso...
Rainy River First Nations (Ojibwe: Manitoo-baawidigoong)[1] is an Ojibwe First Nation band government in Emo, Ontario, Canada. History The First Nation is an amalgamation of seven historical Rainy River Saulteaux bands. Six of them either sold or transferred their Reserves in 1914-1915 and then began the amalgamation into a single Band. The Canadian federal government made the amalgamation official in the 1960s. The seven historical Saulteaux bands forming the Rainy River First Natio...
將軍巴育·占奥差ประยุทธ์ จันทร์โอชา上將 MPCh MWM TChW 泰國樞密院議員现任就任日期2023年11月29日君主拉瑪十世議長素拉育·朱拉暖 泰國第29任總理任期2022年9月30日復職—2023年8月22日君主拉瑪十世副總理（英语：Deputy Minister of Thailand） 列表 巴威·翁素万塔那塞·巴滴玛巴功（英语：Thanasak Patimaprakorn） 威沙努·革岸（英语：Wissanu Krea-ngam） 比蒂耶�...
2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl（英文）（波兰文）2020年夏季奥林匹克运动会（東京）2021年7月23日至8月8日（受2019冠状病毒病疫情影响推迟，但仍保留原定名称）運動員206參賽項目24个大项旗手开幕式：帕维尔·科热尼奥夫斯基（游泳）和马娅·沃什乔夫斯卡（自行车）[1]闭幕式：卡罗利娜·纳亚（皮划艇）&#...
Ethyl lactate Names IUPAC name Ethyl 2-hydroxypropanoate Other names Ethyl lactate; Lactic acid ethyl ester; 2-Hydroxypropanoic acid ethyl ester; Actylol; Acytol Identifiers CAS Number 687-47-8 (L-isomer) Y97-64-3 (racemate) Y7699-00-5 (D-isomer) Y 3D model (JSmol) Interactive image ChemSpider 13837423 Y ECHA InfoCard 100.002.363 EC Number 202-598-0 PubChem CID 7344 RTECS number OD5075000 UNII F3P750VW8I Y UN number 1192 CompTox Dashboard (EPA) DTXSID6...
French chemist, Nobel laureate Jean-Pierre SauvageSauvage at Nobel press conference in Stockholm, Sweden, December 2016Born (1944-10-21) 21 October 1944 (age 79)Paris, FranceNationalityFrenchEducationECPM StrasbourgAwards French Academy of Sciences (1990) Nobel Prize in Chemistry (2016) Scientific careerFieldscoordination chemistry, supramolecular chemistryInstitutionsStrasbourg UniversityThesisLes Diaza-polyoxa-macrobicycles et leur cryptates (1971)Doctoral advisorJean-Marie Lehn C...
العلاقات البوسنية الإيطالية البوسنة والهرسك إيطاليا البوسنة والهرسك إيطاليا تعديل مصدري - تعديل العلاقات البوسنية الإيطالية هي العلاقات الثنائية التي تجمع بين البوسنة والهرسك وإيطاليا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة و�...
Knife with a blade made out of non-metallic materialThis 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: Ceramic knife – news · newspapers · books · scholar · JSTOR (January 2016) (Learn how and when to remove this message) A ceramic knife. A ceramic knife is a knife with a ceramic blade typically made from zirco...
Mountain in Uttarakhand, India For Kemet, see Ancient Egypt. For the written Hebrew character vowel form markup, see Romanization of Hebrew. कामेत पर्वत KametKemetKametHighest pointElevation7,756 m (25,446 ft)[1]Ranked 29thProminence2,825 m (9,268 ft)[1]Ranked 121stListingUltra Mountains of UttarakhandCoordinates30°55′12″N 79°35′30″E / 30.92000°N 79.59167°E / 30.92000; 79.59167[1]Geography...
Regular graph with girth more than twice its diameter Unsolved problem in mathematics: Does a Moore graph with girth 5 and degree 57 exist? (more unsolved problems in mathematics) In graph theory, a Moore graph is a regular graph whose girth (the shortest cycle length) is more than twice its diameter (the distance between the farthest two vertices). If the degree of such a graph is d and its diameter is k, its girth must equal 2k + 1. This is true, for a graph of degree d and diameter k, if a...