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Danau EmeraldTasik EmeraldLetakIskandar Puteri, Distrik Johor Bahru, Johor, MalaysiaJenis perairandanau Danau Emerald (Melayu: Tasik Emeraldcode: ms is deprecated ) adalah sebuah danau di Iskandar Puteri, Distrik Johor Bahru, Johor, Malaysia. Geologi Danau ini dikelilingi taman yang membentang seluas 8 hektar.[1] Rujukan ^ Lakeview Living [Kehidupan dengan Pemandangan Danau]. Sunway Iskandar (dalam bahasa Inggris).  Parameter |accesdate= yang tidak diketahui mengabai...

Village and civil parish in North Yorkshire, England Human settlement in EnglandBurnsallVillage of Burnsall, from east above, showing bridge, Wharfe, chapel, Dalesway path (2008)BurnsallLocation within North YorkshirePopulation110 (2011)[1]OS grid referenceSE031615• London190 mi (310 km) SSECivil parishBurnsallUnitary authorityNorth YorkshireCeremonial countyNorth YorkshireRegionYorkshire and the HumberCountryEnglandSovereign stateUn...

نادي كرو ألكساندرا تأسس عام 1877  الملعب ملعب ألكسندرا  البلد المملكة المتحدة  الدوري الدوري الإنجليزي الدرجة الثانية  المدرب ستيف ديفيس  الموقع الرسمي الموقع الرسمي  تعديل مصدري - تعديل   نادي كرو ألكساندرا (بالإنجليزية: Crewe Alexandra Football Club )‏ هو فريق كرة قدم �...

Ottone II di SassoniaOttone II in trono, miniatura tratta dal Registrum Gregorii, 983 circa. Chantilly, Museo Condé.Imperatore dei RomaniIn carica7 maggio 973[1] –7 dicembre 983 IncoronazioneRoma, 25 dicembre 967 PredecessoreOttone I SuccessoreOttone III Re dei Franchi OrientaliIn carica7 maggio 973[2] –7 dicembre 983 IncoronazioneAquisgrana, 26 maggio 961 PredecessoreOttone I SuccessoreOttone III Re degli ItaliciIn carica25 dicembre 980 –7 dicembre 983 P...

Pour les articles homonymes, voir transpondeur (homonymie). Transpondeur Cessna ARC RT-359A (le boîtier beige), au–dessus, un émetteur-récepteur VHF sur les bandes aéronautiques. Un transpondeur (contraction des mots anglais transmitter – responder, émetteur – répondeur) est un dispositif électronique qui émet une réponse quand il reçoit une interrogation par radio. En aéronautique, les avions possèdent des transpondeurs pour aider à leur identification par les radars et a...

Euro coined by Austrian Republic Austrian euro coins have a unique design for each denomination, with a common theme for each of the three series of coins. The minor coins feature Austrian flowers, the middle coins examples of architecture from Austria's capital, Vienna, and the two major coins famous Austrians. All designs are by the hand of Josef Kaiser and also include the 12 stars of the EU, Flag of Austria and the year of imprint. Austrian euro design Prior to 2008, the old common side s...

Strada statale 413RomanaLocalizzazioneStato Italia Regioni Lombardia Emilia-Romagna DatiClassificazioneStrada statale InizioCerese FineModena Lunghezza64,642[1][2] km Provvedimento di istituzioneD.M. 16/01/1963 - G.U. 75 del 18/03/1963[3] GestoreANAS: da Modena a Carpi; Provincia di Modena: da Carpi a Moglia; Provincia di Mantova; da Moglia a Cerese Manuale La strada statale 413 Romana (SS 413), strada provinciale ex SS 413 del Polirone (SP ex SS 413) ...

Ancient Egyptian god This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (December 2021) HemenTaharqa offering before Hemen. Statue from the Louvre.SymbolFalconHemen is a falcon god in the Ancient Egyptian religion Places of worship Different perspective showing Hemen in more detail.Often worshipped as a divine entity unified with Horus, as Horus-Hemen...

Multihull boat USA-17—a 90-foot-long (27 m) trimaran, type BOR90. A traditional paraw double-outrigger sailboat (bangka) from the Philippines A trimaran (or double-outrigger) is a multihull boat that comprises a main hull and two smaller outrigger hulls (or floats) which are attached to the main hull with lateral beams. Most modern trimarans are sailing yachts designed for recreation or racing; others are ferries or warships. They originated from the traditional double-outrigger hulls ...

Dylan Dogserie regolare a fumetti Logo della serie Lingua orig.italiano PaeseItalia TestiTiziano Sclavi, Roberto Recchioni, Luigi Mignacco, Claudio Chiaverotti, Gianfranco Manfredi, Michele Medda, Pasquale Ruju, Giuseppe De Nardo, Paola Barbato, Tito Faraci, Michele Masiero, Alessandro Bilotta, Andrea Cavaletto, Carlo Ambrosini, Fabio Celoni, Giovanni Di Gregorio, Bruno Enna, Giovanni Gualdoni, Mauro Marcheselli, Giancarlo Marzano, Robin Wood, Fabrizio Accatino, Barbara Baraldi, Gig...

2015 single by Pitbull featuring Chris BrownFunSingle by Pitbull featuring Chris Brownfrom the album Globalization ReleasedFebruary 21, 2015 (2015-02-21)Recorded2014Length3:22LabelMr. 305Polo GroundsRCASongwriter(s)Armando C. PérezJason EviganClarence Coffee, Jr.Marcus LomaxJordan JohnsonStefan JohnsonAlexander IzquierdoChristopher BrownAl BurnaProducer(s)The Monsters and the StrangerzJason EviganPitbull singles chronology Mr. Put It Down (2015) Fun (2015) Back It Up (2015...

尤睦佳·泽登巴尔Юмжаагийн Цэдэнбал1970年代时的尤睦佳·泽登巴尔蒙古人民革命党中央委员会总书记任期1958年11月22日—1984年8月24日前任达希·丹巴（第一书记）继任姜巴·巴特蒙赫任期1940年4月8日—1954年4月4日前任达希·丹巴（第一书记）继任达希·丹巴（第一书记）蒙古人民共和國部長會議主席任期1952年1月26日—1974年6月11日前任霍尔洛·乔巴山继任姜巴·巴特蒙赫�...

 本表是動態列表，或許永遠不會完結。歡迎您參考可靠來源來查漏補缺。 潛伏於中華民國國軍中的中共間諜列表收錄根據公開資料來源，曾潛伏於中華民國國軍、被中國共產黨聲稱或承認，或者遭中華民國政府調查審判，為中華人民共和國和中國人民解放軍進行間諜行為的人物。以下列表以現今可查知時間為準，正確的間諜活動或洩漏機密時間可能早於或晚於以下所歸�...

Polytope or tiling whose vertices are identical For graph theory, see vertex-transitive graph. In geometry, a polytope (e.g. a polygon or polyhedron) or a tiling is isogonal or vertex-transitive if all its vertices are equivalent under the symmetries of the figure. This implies that each vertex is surrounded by the same kinds of face in the same or reverse order, and with the same angles between corresponding faces. Technically, one says that for any two vertices there exists a symmetry of th...

Brazilian presidential campaign Jair Bolsonaro 2018 presidential campaignCampaigned for2018 Brazilian general electionCandidateJair BolsonaroFederal Deputy from Rio de Janeiro(1991–2018)Hamilton MourãoBrazilian Army member(1969–2018)AffiliationSocial Liberal PartyCoalition partnerBrazilian Labour Renewal PartyStatusAnnounced: 3 March 2016 Presumptive nominee: 12 March 2018 Official nominee: 22 July 2018 Qualified for run-off: 7 October 2018 Won the election: 28 October 2018Key peopl...

Eparki Passaic (Ruthenia)Eparchia Passaicensis RuthenorumGereja Katolik Yunani Ruthenia Katedral Santo Mikael Malaikat AgungLokasiNegaraAmerika SerikatProvinsi gerejawiPittsburghMetropolitWilliam C. SkurlaStatistikPopulasi- Katolik(per 2009)17,629Paroki84InformasiDenominasiGereja Katolik Yunani RutheniaRitusRitus BizantiumPendirian6 Juli 1963 (60 tahun lalu)KatedralKatedral Santo Mikael Malaikat AgungKepemimpinan kiniPausFransiskusEparkKurt BurnettePetaSitus webeparchyofpassaic.com ...

European honey bee Western honey beeTemporal range: Oligocene–Recent PreꞒ Ꞓ O S D C P T J K Pg N Conservation status Data Deficient  (IUCN 3.1)[1][2] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Hymenoptera Family: Apidae Genus: Apis Species: A. mellifera Binomial name Apis melliferaLinnaeus, 1758 Subspecies[3] 31 currently recognized, see list Synonyms Apis mellifica Linnaeus, 1761 Apis gregaria...

Sedrianocomune LocalizzazioneStato Italia Regione Lombardia Città metropolitana Milano AmministrazioneSindacoMarco Re (lista civica) dal 31-12-2021 TerritorioCoordinate45°29′N 8°58′E45°29′N, 8°58′E (Sedriano) Altitudine145 m s.l.m. Superficie7,75 km² Abitanti12 512[1] (31-12-2021) Densità1 614,45 ab./km² FrazioniRoveda Comuni confinantiArluno, Bareggio, Cisliano, Pregnana Milanese, Vanzago, Vittuone Altre informazioni...

علم مجموعة الكاريبي. جواز السفر مجموعة الكاريبي هو وثيقة سفر تصدر من قبل الدول الأعضاء الخمسة عشر في مجموعة الكاريبي لمواطنيها. ويمكن استخدامه للسفر الإقليمي والدولي. تم إنشاء جواز السفر لتسهيل السفر داخل المنطقة. اعتبارا من مطلع عام 2009، أدخلت اثنتا عشرة دولة عضوة جوازات م...

Solomon LefschetzTập tin:Solomon Lefschetz.jpgSinh(1884-09-03)3 tháng 9 năm 1884Moskva, Đế quốc NgaMất5 tháng 10 năm 1972(1972-10-05) (88 tuổi)Princeton, New Jersey, Hoa KỳQuốc tịchHoa KỳTrường lớpÉcole Centrale ParisĐại học ClarkNổi tiếng vìĐịnh lý điểm cố định Lefschetzlý thuyết Picard- LefschetzKết nối Lefschetzđịnh lý siêu phẳng Lefschetzhai mặt Lefschetz[[ Lefschetz đa tạp]]số LefschetzHàm Lefsch...