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Gomul Catena di Kalisto. Gomul Catena adalah serangkaian kawah di Kalisto, satelit planet Jupiter. Gomul Catena terletak di bagian utara struktur cincin ganda Valhalla. Kawah-kawah di catena ini tampaknya terbentuk dari timur ke barat. Beberapa kenampakan diduga berasal dari kawah sekunder atau akibat fragmentasi penubruk.[1] Rujukan ^ Greeley, R. (2000). Galileo views of the geology of Callisto. Planetary and Space Science. 48 (9): 829–853. Bibcode:2000P&SS...48..829G. doi:10.1...
نهائي كأس العالم لكرة القدم 1998الحدثكأس العالم لكرة القدم 1998 البرازيل فرنسا 0 3 فوز تاريخي لفرنسا لأول مرة في أرضهاالتاريخ12 يوليو 1998، و1998 الملعبملعب فرنسا ، سان دينسالحكمسعيد بلقولة، ومارك وارن، وعبد الرحمن الزيد الحضور80000 → 1994 2002 ← كرة المباراة ادي�...
Disambiguazione – € rimanda qui. Se stai cercando la voce sul simbolo di questa moneta, vedi Simbolo dell'euro. Disambiguazione – Se stai cercando altri significati, vedi Euro (disambigua). EuroNome localeEuro, (EL) Ευρώ, (BG) Евро, (SL) Evro Moneta da 1 € Banconote in euro[1] (le banconote da 100 euro e 200 euro sono state prodotte con un numero lucido diverso) Codice ISO 4217EUR Stati Austria Belgio Cipro Croazia Estoni...
BBC TwoLogo BBC Two sejak 20 Oktober 2021Diluncurkan20 April 1964PemilikBBCPangsa pemirsa6.7% (Juni 2013, BARB)NegaraBritania RayaSaluran seindukBBC OneBBC ThreeBBC FourBBC NewsBBC ParliamentCBBCCBeebiesSitus webwww.bbc.co.uk/bbctwoTelevisi InternetBBC OnlineWatch live (Britania Raya saja)BBC iPlayerWatch live (Britania Raya saja)TVCatchupWatch live (Britania Raya saja)UPC HorizonWatch live (Irlandia saja)Watch live (Belanda saja) BBC Two adalah saluran televisi BBC di Inggris yang ketiga set...
Serena Dandini (2014) Serena Dandini, all'anagrafe Serena Dandini de Sylva (Roma, 22 aprile 1954), è una conduttrice televisiva, scrittrice e autrice televisiva italiana. Indice 1 Biografia 2 Carriera 2.1 Il successo: La TV delle ragazze 2.2 Avanzi 2.3 DopoFestival 1995 2.4 Pippo Chennedy Show 2.5 La breve parentesi a Mediaset 2.6 L'ottavo nano 2.7 Parla con me 2.8 Il passaggio a LA7: The show must go off 2.9 Ferite a morte 2.10 Il paradiso è perduto? 2.11 Il ritorno in Rai 3 Controversie 4...
Season of television series Winx ClubSeason 6English DVD coverNo. of episodes26ReleaseOriginal networkNickelodeon, Rai 2, Rai GulpOriginal release6 January (2014-01-06)[1] –4 August 2014 (2014-08-04)Season chronology← PreviousSeason 5Next →Season 7List of episodes The sixth season of Winx Club premiered on Nickelodeon in the United States on September 29, 2013 and on Rai 2 in Italy on 6 January 2014. This season focuses mainly on the Trix allying with Se...
Overview of land sea and air transport systems in Virginia The current Virginia passenger vehicle license plate, introduced in 2002. Transportation in the Commonwealth of Virginia is by land, sea and air. Virginia's extensive network of highways and railroads were developed and built over a period almost 400 years, beginning almost immediately after the founding of Jamestown in 1607, and often incorporating old established trails of the Native Americans. History Colonial period, 19th century ...
34th California State Treasurer (born 1966) This biographical article is written like a résumé. Please help improve it by revising it to be neutral and encyclopedic. (December 2020) Fiona Ma馬世雲34th Treasurer of CaliforniaIncumbentAssumed office January 7, 2019GovernorGavin NewsomPreceded byJohn ChiangChair of the California Board of EqualizationIn officeFebruary 24, 2016 – February 23, 2017Preceded byJerome HortonSucceeded byDiane HarkeyMember of the California Board of...
Spanduk protes di Universitas Manchester Protes Universitas Manchester (2020-2021) yang terjadi pada awal tahun 2020 dan berlanjut hingga tahun 2021 merupakan protes berantai dan mogok sewa yang dilakukan oleh para mahasiswa di Universitas Manchester di Manchester, Britania Raya. Protes ini terjadi sebagai dampak dari kesalahan penanganan pandemi COVID-19 oleh pihak manajemen universitas dan isu yang lebih luas tentang marketisasi pendidikan tinggi di Britania Raya. Mereka mendapatkan dukunga...
Dutch footballer (born 1969) Pierre van Hooijdonk Van Hooijdonk in 2014Personal informationFull name Pierre van Hooijdonk[1]Date of birth (1969-11-29) 29 November 1969 (age 54)[2]Place of birth Steenbergen, NetherlandsHeight 1.93 m (6 ft 4 in)[2]Position(s) StrikerSenior career*Years Team Apps (Gls)1989–1991 RBC Roosendaal 69 (33)1991–1995 NAC Breda 115 (81)1995–1997 Celtic 69 (44)1997–1999 Nottingham Forest 71 (36)1999–2000 Vitesse 29 (25...
Cet article est une ébauche concernant une localité autrichienne. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Sibratsgfäll Héraldique Administration Pays Autriche Land Vorarlberg District(Bezirk) Brégence Conseillers municipaux 9 Maire Konrad Stadelmann Code postal A-6952 (Autriche) Immatriculation B Code Commune 80237 Démographie Population 401 hab. (1er janvier 2018[1]) Densité 14 hab./km2...
一中同表,是台灣处理海峡两岸关系问题的一种主張,認為中华人民共和国與中華民國皆是“整個中國”的一部份,二者因為兩岸現狀,在各自领域有完整的管辖权,互不隶属,同时主張,二者合作便可以搁置对“整个中國”的主权的争议,共同承認雙方皆是中國的一部份,在此基礎上走向終極統一。最早是在2004年由台灣大學政治学教授張亞中所提出,希望兩岸由一中各表�...
In mathematics, 1 − 2 + 4 − 8 + ⋯ is the infinite series whose terms are the successive powers of two with alternating signs. As a geometric series, it is characterized by its first term, 1, and its common ratio, −2. ∑ k = 0 n ( − 2 ) k {\displaystyle \sum _{k=0}^{n}(-2)^{k}} As a series of real numbers, it diverges. So in the usual sense it has no sum. In a much broader sense, the series is associated with another value besides ∞, namely 1/3, which is the limit of the...
This is a list of locations in the United States which have been reported to be haunted by ghosts or other supernatural beings, including demons. States with several haunted locations are listed on separate pages, linked from this page. Many of them appeared on Ghost Adventures. Part of a series on theParanormal Main articles Astral projection Astrology Aura Bilocation Breatharianism Clairvoyance Close encounter Cold spot Crystal gazing Conjuration Cryptozoology Demonic possession Demonology...
Généralité de Châlons 1542–1790(482 ans) Généralité de Chalons dans le royaume de France en 1789Informations générales Statut Généralité Capitale Châlons Voir aussi : Royaume de FranceAdministration fiscale:- Généralité de ChâlonsAdministration judiciaire:- Parlement de ParisAdministration militaire:- Gouvernement de ChampagneAdministration ecclésiastique:Province de Reims :- Diocèse de Reims- Diocèse de Châlons- Diocèse de SoissonsProvince de Trêves...
Pour les articles homonymes, voir Renaissance (homonymie), REM, LRM, EM et RE. « En marche » redirige ici. Pour les autres significations, voir En marche (homonymie). Renaissance Logotype officiel. Présentation Secrétaire général Stéphane Séjourné[1] Fondation 6 avril 2016 (En marche)4 août 2017 (La République en marche)17 septembre 2022 (Renaissance) Fusion de La République en marcheAgirTerritoires de progrès Scission dans Les Nouveaux Démocrates (2020) Siège 68, ru...
RomaniaTricolorulUseNational flag and ensign Proportion2:3Adopted183414 June 18481 July 186627 December 1989 (standardized 1995)DesignA vertical tricolor of blue, yellow, and red The national flag of Romania (drapelul național al României) is a tricolour featuring three equal vertical bands colored blue (at the flagpole), yellow and red, with a width to length ratio of 2:3. The current version was adopted in 1989 in the wake of the Romanian Revolution and is defined in the Constitution of ...
French general (1758–1851) This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Jean François Cornu de La Poype – news · newspapers · books · scholar · JSTOR (June 2019) (Learn how and when to remove this message) Jean François Cornu de La Poype, engraving Jean François Cornu de La Poype (French pronunciation: [ʒɑ̃ fʁ...
Russian anarchist and artist (died 1942) Alexei Gan at the First OSA Conference, 1928 Aleksei Mikhailovich Gan (Russian: Алексей Михайлович Ган; born Imberkh; 1887[1] or 1893[2] – 8 September, 1942[1][2]) was a Russian anarchist and later Marxist avant-garde artist, art theorist and graphic designer. Gan was a key figure in the development of Constructivism after the Russian Revolution.[3] Life Cover of Constructivism by Gan, 1...
Governing body of the USSR, 1922–1938 Central Executive Committee of the USSRЦентральный исполнительный комитет СССР Soviet UnionTypeTypeBicameral HistoryEstablished1922Disbanded1938Preceded byNone (creation of a new state)[a]Succeeded byPresidium of the Supreme Soviet of the Soviet UnionElectionsSoviet of the Union voting systemIndirect election; elected by the All-Union Congress of SovietsSoviet of Nationalities voting systemIndir...