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Questa voce o sezione sull'argomento esploratori portoghesi non cita le fonti necessarie o quelle presenti sono insufficienti. Commento: note bibliografiche completamente assenti Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Viaggio di Juan Rodríguez Cabrillo Tiponavale Parte diColonizzazione spagnola delle Americhe ObiettivoEsplorare Data di partenza27 giugno 1542 Luogo di partenzaAcapulco Tappe principaliSan Diego,...
Head of state and head of government of Guatemala 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: President of Guatemala – news · newspapers · books · scholar · JSTOR (April 2019) (Learn how and when to remove this template message) President of theRepublic of GuatemalaPresidente de la República de Guatemal...
Questa voce o sezione sull'argomento competizioni calcistiche non è ancora formattata secondo gli standard. Commento: La pagina è tutta da correggere secondo il nuovo modello di voce presente nella pagina Wikipedia:Modello di voce/Stagione di una divisione di un campionato di calcio. Inserire:*Squadre partecipanti*Le classifiche con legenda e colori per i campionati dilettantistici*Eventuali calendari come da modello. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Seg...
Gentile da Fabriano GentileFabriano - wizerunek z Żywotów malarzy ... Giorgio Vasari Data urodzenia ok. 1370 Data i miejsce śmierci 1423 Uffizi Narodowość włoska Dziedzina sztuki malarstwo Epoka późny gotyk renesans Multimedia w Wikimedia Commons Pokłon trzech króli, 1423, Galeria Uffizi Gentile da Fabriano (ur. ok. 1370, zm. 1427) – włoski malarz. Jego sztuka zaliczana jest do okresu przełomu gotyku i renesansu; z jednej strony wpisuje się w nurt zwany gotykiem międzyna...
Enix Co., Ltd.JenisPublik (tutup)IndustriSoftware & Pemrograman & PenerbitanDidirikanAgustus 1982KantorpusatTokyo, JepangTokohkunciKeiji Honda, PresidenProdukSeri permainan video Dragon Quest Seri permainan video Star OceanPendapatan-Karyawan-Situs webwww.square-enix.co.jpwww.square-enix.comwww.square-enix-europe.com Enix, atau yang lebih resmi Enix Co. Ltd., dulunya merupakan sebuah perusahaan yang memproduksi permainan video dan komputer dan manga Jepang. Perusahaan ini didirikan bu...
1966 song by the Beatles RainUS picture sleeve (reverse)Single by the BeatlesA-sidePaperback WriterReleased30 May 1966 (1966-05-30)Recorded14 & 16 April 1966StudioEMI, LondonGenrePsychedelic rock[1][2]Length2:59Label Parlophone (UK) Capitol (US) Songwriter(s)Lennon–McCartneyProducer(s)George MartinThe Beatles UK singles chronology Day Tripper / We Can Work It Out(1965) Paperback Writer / Rain (1966) Eleanor Rigby / Yellow Submarine(1966) The Beatles US...
An ecosystem associated with thin basic soilThis article focuses too much on specific examples. Please help improve this article by adding sources that evaluate within a broader context. (July 2023) Calcareous grassland (or alkaline grassland) is an ecosystem associated with thin basic soil, such as that on chalk and limestone downland.[1] Plants on calcareous grassland are typically short and hardy, and include grasses and herbs such as clover. Calcareous grassland is an important ha...
Tertiary religious order This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (May 2023) This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged a...
Pour un article plus général, voir Tramway de Genève. Plan schématique du réseau en 2022. Liste par ordre alphabétique des stations du tramway de Genève en Suisse. Liste des stations Liste des 86 arrêts de tramway du réseau TPG (au 10 décembre 2023) Station Lat/Long Commune Ligne(s) de tramway Ambilly, Croix-d'Ambilly 46° 11′ 34″ N, 6° 13′ 28″ E Ambilly Annemasse, Parc Montessuit 46° 11′ 39″ N, 6° 13′ 53″...
Montigny-le-FranccomuneMontigny-le-Franc – VedutaIl Municipio LocalizzazioneStato Francia RegioneAlta Francia Dipartimento Aisne ArrondissementLaon CantoneMarle TerritorioCoordinate49°41′N 3°55′E / 49.683333°N 3.916667°E49.683333; 3.916667 (Montigny-le-Franc)Coordinate: 49°41′N 3°55′E / 49.683333°N 3.916667°E49.683333; 3.916667 (Montigny-le-Franc) Superficie10 km² Abitanti163[1] (2009) Densità16,3 ab./km² Altre in...
Dodge Journey 2017 Dodge Journey Appelé aussi Dodge JCDodge JCUVFiat Freemont Marque Dodge Années de production 2007-2020Phase 1 : 2007 - 2011Phase 2 : 2011 - 2020 Classe Monospace Usine(s) d’assemblage Toluca Moteur et transmission Moteur(s) Essence - 4 cyl, 2,4 L - V6 2,7 L - V6 3,6 L Diesel - 4 cyl, 2,0 L CRD FAP Cylindrée 1,956 à 3,600 cm3 Puissance maximale 140 - 170 - 280 ch Couple maximal 350 N m Transmission 4x2 - 4x4 Masse et performances Masse à...
Cet article est une ébauche concernant une localité chypriote. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. ChirokitíaNom officiel (el) ΧοιροκοιτίαNom local (el) ΧοιροκοιτίαGéographiePays ChypreDistrict district de LárnacaPartie de District de LárnacaSuperficie 17,64 km2Altitude 210 mCoordonnées 34° 47′ 51″ N, 33° 20′ 07″ ED�...
2012 Bakersfield, California, mayoral election ← 2008 June 5, 2012 2016 → Candidate Harvey Hall Popular vote 34,776 Percentage 93.17% Mayor before election Harvey Hall Republican Elected Mayor Harvey Hall Elections in California Federal government U.S. President 1852 1856 1860 1864 1868 1872 1876 1880 1884 1888 1892 1896 1900 1904 1908 1912 1916 1920 1924 1928 1932 1936 1940 1944 1948 1952 1956 1960 1964 1968 1972 1976 1980 1984 1988 1992 1996 Dem Rep 2000 D...
Bagian Seri politikSistem pemilihan Pluralitas/mayoritas Pluralitas Pemenang undi terbanyak Suara tunggal yang tidak dapat dialihkan Pemilihan terbatas Kemajemukan besar (pemilihan blok) Tiket umum Sistem banyak putaran Dua putaran Surat suara lengkap Sistem peringkat / preferensial Putaran instan (pemilihan alternatif) Pilih kontingen Metode Coombs Metode Condorcet (Copeland, Dodgson, Kemeny–Young, Minimax, Nanson, Pasangan berperingkat, Schulze, Alternatif Smith) Sistem posisional (Hitung...
Electric tram family built in Melbourne, Australia W-classW6 992 on Victoria StreetManufacturerMelbourne & Metropolitan Tramways BoardAssemblyHolden Body BuildersHolden Street WorkshopsJames Moore & SonsPreston WorkshopsConstructed1923–1956Number built752Number in service11 in Melbourne on City Circle servicesFleet numbers219–1040 (not all numbers in that range are used by W classes)DepotsSouthbankSpecificationsElectric system(s)600 V DC (nominal) from overhead catenaryC...
2022 Japanese animated film by Takehiko Inoue The First Slam DunkTheatrical release posterJapaneseTHE FIRST SLAM DUNK[1] Directed byTakehiko InoueScreenplay byTakehiko InoueBased onSlam Dunkby Takehiko InoueProduced byToshiyuki MatsuiStarringShugo NakamuraJun KasamaShinichiro Kamio[2][3]Subaru KimuraKenta MiyakeEdited byRyuichi Takita[3]Music bySatoshi TakebeTakuma MitamuraAnimation byHideki Takahashi(key animator)Kiyotaka Oshiyama(key animator)Naoya Wada(key a...
Current United States federal appellate court United States Court of Appeals for the Eleventh Circuit(11th Cir.)LocationElbert P. Tuttle U.S. Court of Appeals Building(Atlanta, Georgia)Appeals fromMiddle District of AlabamaNorthern District of AlabamaSouthern District of AlabamaMiddle District of FloridaNorthern District of FloridaSouthern District of FloridaMiddle District of GeorgiaNorthern District of GeorgiaSouthern District of GeorgiaEstablishedOctober 1, 1981Judges12Circuit Ju...
Liana tumbuh simpang-siur di antara batang-batang pohon. Liana atau pohon akar adalah suatu wujud kembang tumbuhan. Suatu tumbuhan dikatakan liana apabila dalam pertumbuhannya memerlukan kaitan atau objek yang lain agar ia dapat bersaing mendapatkan cahaya matahari. Liana dapat pula dikatakan tumbuhan yang merambat, memanjat, atau menggantung. Berbeda dengan epifit yang mampu sepenuhnya tumbuh lepas dari tanah, akar liana berada di tanah atau paling tidak memerlukan tanah sebagai sumber haran...
Questa voce sull'argomento attori statunitensi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Amy Marie Hill Amy Marie Hill (Deadwood, 9 maggio 1953) è un'attrice e doppiatrice statunitense. Ha una figlia adottiva, Penelope. Indice 1 Filmografia parziale 1.1 Attrice 1.1.1 Cinema 1.1.2 Televisione 1.2 Doppiatrice 2 Doppiatrici italiane 3 Altri progetti 4 Collegamenti esterni Filmografia parziale Attri...
Barisan Islam Pan-Malaysia Barisan Jemaah Islamiah Se-MalaysiaNama dalam bahasa InggrisPan-Malaysian Islamic FrontNama dalam bahasa MelayuBarisan Jemaah Islamiah Se-Malaysia (BERJASA)باريسن جماعه اسلاميه سمليسياSingkatanBERJASA / برجاساKetua umumProf Dato' Dr Badhrulhisham Abdul AzizDibentuk23 Desember 1977Dipisah dariPartai Islam Se-MalaysiaKantor pusatPasir Mas, Kelantan, MalaysiaSayap pemudaAngkatan Pemuda-Pemudi BERJASA (ANGKASA)Sayap wanitaWanita BERJA...