Ortskapelle Pranhartsberg
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Disambiguazione – Se stai cercando altri significati, vedi Cappadocia (disambigua). CappadociaKapadokya Panorama della regione Stati Turchia (Distretto dell'Anatolia Orientale) TerritorioTurchia interna CapoluogoKayseri, Nevşehir Nome abitanticappadoci Cartina fisica dell'Anatolia ellenistica Coordinate: 38°39′30″N 34°51′13″E / 38.658333°N 34.853611°E38.658333; 34.853611 La Cappadocia (AFI: /kappaˈdɔʧa/;[1] in turco Kapadokya dal persia...
Ikan bersirip kipasRentang fosil: Silur Akhir - Sekarang PreЄ Є O S D C P T J K Pg N Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Superkelas: Osteichthyes Kelas: ActinopterygiiKlein, 1885 Subkelas Actinopteri Cladistia Actinopterygii (/ˌæktɪnɒptəˈrɪdʒiaɪ/; dari actino-, berarti memiliki kipas, dan bahasa Yunani Kuno πτέρυξ (ptérux), berarti sayap, sirip), yang anggotanya disebut sebagai ikan bersirip kipas, adalah klad (secara tradisi diklasifikas...
Voivodeship of Poland Voivodeship in PolandKuyavian-Pomeranian Voivodeship Województwo kujawsko-pomorskieVoivodeship FlagCoat of armsBrandmarkLocation within PolandDivision into countiesCountry PolandSeatsBydgoszcz (voivode), Toruń (executive board, Sejmik)Counties 4 cities, 19 land counties * BydgoszczGrudziądzToruńWłocławekAleksandrów CountyBrodnica CountyBydgoszcz CountyChełmno CountyGolub-Dobrzyń CountyGrudziądz CountyInowrocław CountyLipno CountyMogilno CountyNakło Count...
Freedom of religion Concepts Laicism Religious discrimination Religious censorship Religious liberty Religious pluralism Secularism Separation of church and state Anti-clericalism School prayer Catholic priests in public office Confessionalism Theocracy State religion Secular state Confessional state Atheist state Status by country Africa Algeria Angola Benin Botswana Burkina Faso Burundi Cameroon Cape Verde Central African Republic Chad Comoros DR Congo Egypt Mauritania Morocco South Africa...
White Christmas, album CD yang dirilis kembali tahun 1995 White Christmas adalah lagu Irving Berlin yang liriknya mengenang Natal Putih. Berlin biasanya sepanjang malam menulis. Pagi setelah ia menulis lagu ini, penulis lagu pergi ke kantornya dan memberitahu sekretaris musikalnya, Ambil penamu dan catat lagu ini. Aku baru saja menulis lagu terbaik yang pernah kutulis — Aku baru saja menulis lagu terbaik yang belum pernah ditulis orang lain!![1] Penyanyi lagu White Christmas Ai...
British actor (1932–2023) 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: Murray Melvin – news · newspapers · books · scholar · JSTOR (April 2023) (Learn how and when to remove this template message) Murray MelvinMelvin in 2014Born(1932-08-10)10 August 1932London, EnglandDied14 April 2023(2023-04-14) (aged...
Wu YangWu Yang (2013)Personal informationNama lengkapWU YangKebangsaan TiongkokLahir05 Januari 1992 (umur 32)[1]Peringkat tertinggi4 (Januari 2014)[2]Peringkat sekarang12 (Agustus 2016)Tinggi172 m (564 ft 3+1⁄2 in)[3]Berat57 kg (126 pon; 9,0 st)[3] Rekam medali Putri Tenis meja Mewakili Tiongkok Asian Games 2014 Incheon Team 2014 Incheon Doubles Asian Championships 2009 Lucknow Team Ini adalah nama Tionghoa; m...
Úrvalsdeild 2017Pepsi Úrvalsdeild 2017 Competizione Úrvalsdeild Sport Calcio Edizione 106ª Organizzatore KSI Date dal 30 aprile 2017al 30 settembre 2017 Luogo Islanda Partecipanti 12 Formula girone all'italiana Risultati Vincitore Valur(21º titolo) Secondo Stjarnan Retrocessioni Víkingur ÓlafsvíkÍA Akraness Statistiche Miglior marcatore Andri Rúnar Bjarnason (19) Incontri disputati 132 Gol segnati 403 (3,05 per incontro) Cronologia della competizione 2016 20...
Gempa bumi berdorongan besar atau disebut Gempa bumi Megathrust terjadi pada zona subduksi di sepanjang batas lempeng konvergen destruktif, di mana satu lempeng tektonik tertekan di bawah lempeng yang lain. Gempa ini adalah gempa bumi lintas lempeng yang paling kuat di planet ini, dengan besaran momen (Mw) yang dapat melebihi 9,0. Sejak tahun 1900, gempa bumi berkekuatan 9,0 atau yang lebih besar dianggap sebagai Gempa bumi berdorongan besar. Tidak ada jenis lain yang dikenal sumber terestria...
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: Hankai Uemachi Line – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this message) Uemachi LineUemachi Line tramOverviewLocaleOsakaTerminiTennoji-ekimaeSumiyoshiStations10ServiceTypetramServices2Operator(s)Hankai Tramw...
Запрос «Питти» перенаправляется сюда; см. также другие значения. Палаццо Питтиитал. Palazzo Pitti 43°45′55″ с. ш. 11°15′00″ в. д.HGЯO Тип Палаццо Страна Италия[1] Местоположение Флоренция, Тоскана Тип здания резиденция банкира Архитектурный стиль архитектура В�...
Manufacture of banned in 1978 though widely used because of its durability. Lead paint on a porch in 2018 Lead-based paint was widely used in the United States because of its durability. The United States banned the manufacture of lead-based house paint in 1978 due to health concerns. Lead has long been considered to be a harmful environmental pollutant. Cited cases of lead poisoning date back to the early 20th century.[1] In the July 1904 edition of its monthly publication, paint man...
Extralegal U.S. Territory of Jefferson that existed from 1859 to 1861 Not to be confused with Jefferson (proposed Southern state) or Jefferson (proposed Pacific state). Location of the extralegal Territory of Jefferson in the United States of America of 1861 The Provisional Government of the Territory of Jefferson was an extralegal and unrecognized United States territory that existed in the Pike's Peak mining region from October 24, 1859, until it yielded to the new Territory of Colorado on ...
Song composed by George M. Cohan 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: You're a Grand Old Flag – news · newspapers · books · scholar · JSTOR (July 2018) (Learn how and when to remove this message) You're a Grand Old FlagCover of 1906 sheet musicSongPublished1906 (1906)GenrePatriotic, American ...
RiverCranberry RiverCranberry River in South Spencer, MassachusettsPhysical characteristicsSource • locationCranberry Meadow Pond Spencer, Massachusetts • coordinates42°11′24″N 72°00′04″W / 42.190°N 72.001°W / 42.190; -72.001 • elevation755 feet (230 m) Mouth • locationSeven Mile River • coordinates42°13′45″N 72°01′01″W / 42.2293°...
Voce principale: Unione Sportiva Alessandria Calcio 1912. Alessandria Unione SportivaStagione 1930-1931Sport calcio Squadra Alessandria Allenatore Béla Révész Presidente Ladislao Rocca Serie A13º posto Maggiori presenzeCampionato: Avalle (32) Miglior marcatoreCampionato: Banchero II (15) StadioCampo del Littorio 1929-1930 1931-1932 Si invita a seguire il modello di voce Questa voce raccoglie le informazioni riguardanti l'Alessandria Unione Sportiva nelle competizioni ufficiali della...
Les Wharenui (en) dans les marae sont des lieux importants pour la tikanga. La tikanga Māori, parfois appelée « First Law[1] », est le droit des nations maori. Elle repose sur le système de parenté et les valeurs maori. Terminologie Le terme peut se traduire par « la manière maori de faire les choses ». Il dérive du mot tika, signifiant « correct ». Institutions Les cinq normes de la tikanga qui semblent les plus stables historiquement sont le ta...
Pour les articles homonymes, voir Marin. Cet article est une ébauche concernant un pape. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Marin II Portrait imaginaire. Basilique Saint-Paul-hors-les-Murs (mosaïque du milieu du XIXe siècle). Biographie Naissance ? , RomeRome Décès Mai 946 Rome Pape de l'Église catholique Élection au pontificat 30 octobre 942 Fin du pontificat mai 946 Étienne VIII Agape...
Геометрическое представление первых пятиугольных чисел Пятиугольные числа — один из классов классических многоугольных чисел. Последовательность пятиугольных чисел имеет вид (последовательность A000326 в OEIS): 1, 5, 12, 22, 35, 51, 70, 92, 117, 145, 176, 210, 247, 287, 330, 376, 425, 477… Общая формула дл...