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Vườn quốc định Iki-Tsushima壱岐対馬国定公園Vịnh AsōVị tríNagasaki, Nhật BảnTọa độ34°19′41″B 129°20′24″Đ / 34,328°B 129,34°Đ / 34.328; 129.34[1]Diện tích119,50 km2 (46,14 dặm vuông Anh)Thành lập22 tháng 7 năm 1968 Vườn quốc định Iki-Tsushima (壱岐対马国定公园 Iki-Tsushima Kokutei Koen ?) là một Vườn quốc gia dự kiến nằm trên đảo Iki và Tsushima, Na...
Empirical measure describing wind speed based on observed conditions Violent storm redirects here. For the video game, see Violent Storm. A ship in a force 12 (hurricane-force) storm at sea, the highest rated on the Beaufort scale The Beaufort scale /ˈboʊfərt/ is an empirical measure that relates wind speed to observed conditions at sea or on land. Its full name is the Beaufort wind force scale. History The scale was devised in 1805 by the Irishman Francis Beaufort (later Rear Admiral), an...
2005 video by Kaiser ChiefsEnjoymentVideo by Kaiser ChiefsReleasedNovember 28, 2005RecordedVarious film setsGenreIndie rock[1]Length206:00 (approx.)LabelB-UniqueDirectorDick Carruthers Enjoyment is the follow-up DVD release to indie band Kaiser Chiefs' highly successful debut album Employment, released on November 28, 2005. The main focus of the DVD is an approximately 90 minute documentary directed by Walpole-based artist Cally Callomon (who is responsible for much of the ban...
(196256) 2003 EH1Discovery[1][2]Discovered byLONEOSDiscovery date6 March 2003DesignationsMPC designation(196256) 2003 EH1Minor planet categoryNEO · Amor[1]extinct cometOrbital characteristics[1]Epoch 13 January 2016 (JD 2457400.5)Uncertainty parameter 0Observation arc4035 days (11.05 yr)Aphelion5.055446 AU (756.2840 Gm) (Q)Perihelion1.190060 AU (178.0304 Gm) (q)Semi-major axis3.12275 AU (467.157 Gm...
NaskahMinuscule 544Halaman pertama Injil Matius; hiasan headpieceHalaman pertama Injil Matius; hiasan headpieceTeksInjilWaktuabad ke-13Aksarabahasa YunaniKini diUniversitas MichiganUkuran13 cm kali 9 cmJenisteks Bizantin / campuranKategoritidak adaTanganditulis rapiCatatanmarginalia Minuscule 544 (penomoran Gregory-Aland ), 557 (penomoran Scrivener), ε 337 (penomoran Soden),[1] adalah sebuah naskah kuno Perjanjian Baru bahasa Yunani dengan huruf minuscule, pada perkame...
Jannis Kounellis (2004) Jannis Kounellis (griechisch Γιάννης Κουνέλλης, * 23. März 1936 in Piräus; † 16. Februar 2017 in Rom) war ein in Italien lebender griechischer Künstler. Der Mitbegründer der Arte-Povera-Bewegung gilt als einer der international bedeutendsten zeitgenössischen griechischen Künstler. Inhaltsverzeichnis 1 Leben und Werk 2 Öffentliche Sammlungen 3 Ausstellungen (Auswahl) 4 Auszeichnungen 5 Literatur 6 Weblinks 7 Einzelnachweise Leben und Werk Kounel...
Euphemism for the play Macbeth This article is about the euphemism for the play Macbeth. For other plays, see The Scottish Play (Lee Blessing play) and The Scottish Play (Graham Holliday play). 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: The Scottish play – news · newspapers · books · scholar · JSTOR (Ma...
بي بي كند تقسيم إداري البلد إيران [1] إحداثيات 36°40′54″N 46°26′24″E / 36.68166667°N 46.44°E / 36.68166667; 46.44 الرمز الجغرافي 3592 تعديل مصدري - تعديل بي بي كند هي قرية في مقاطعة شاهين دج، إيران. عدد سكان هذه القرية هو 277 في سنة 2006.[2] مراجع ^ صفحة بي بي كند في GeoName...
Tempestade de vento europeia Klaus A tempestade Klaus às 03:28 de 24 janeiro, sobre o Golfo da Biscaia. Dados Formado: 23 de janeiro de 2009 Dissipado: 28 de janeiro de 2009 Pressão mínima: 980 mbar (hPa) Ventos máximos:[1] França: Formiguères : 193 km/h Espanha: Portbou: 200 km/h[2] Andorra: Port d'Envalira: 216 km/h Países afetados Andorra França Alemanha Itália Espanha Suíça Efeitos Fatalidades: 27[3] Prejuízos: Desconhecido A tempestade no Golfo da Biscaia ...
Rokok filter Rokok filter juga dikenal dengan rokok putih adalah jenis rokok yang diartikan sebagai rokok tanpa campuran cengkih seperti pada rokok kretek.[1] Klasifikasi ini didasarkan pada jenisnya, di mana rokok dapat dibedakan menjadi rokok putih dan rokok kretek.[1] Perbedaan di antara kedua jenis rokok tersebut yakni didasarkan pada bahan campuran (blend) kandungannya dan juga keberadaan filter di ujung batang rokok tersebut.[1] Sejarah Pertama kali rokok putih d...
United States historic placeSadie Thompson BuildingU.S. National Register of Historic Places Apparently a bed and breakfast inn, in 2007LocationAlong main road, Malaloa, American SamoaCoordinates14°16′35″S 170°41′35″W / 14.27639°S 170.69306°W / -14.27639; -170.69306AreaLess than one acreNRHP reference No.03000582[1]Added to NRHPJuly 2, 2003 The Sadie Thompson Inn is a historic building in Malaloa, one of the constituent villages of Pago Pa...
ميت غمر ميت غمرعلم ميت غمرشعار تقسيم إداري البلد مصر[1] المحافظة محافظة الدقهلية المسؤولون المحافظ عمر الشوادفي خصائص جغرافية إحداثيات 30°43′00″N 31°15′00″E / 30.7167°N 31.2500°E / 30.7167; 31.2500 الارتفاع 19 متر[2] السكان التعداد السكاني 121039 (11 نوفمبر 2006)[3] م...
Philippine pay television channel Television channel TAP MoviesCountryPhilippinesBroadcast areaNationwideHeadquartersMandaluyong, Metro ManilaProgrammingLanguage(s)EnglishPicture format1080i (HDTV)(downscaled to 480i for the SDTV feed)OwnershipOwnerTAP Digital Media Ventures CorporationSister channels Premier Football Premier Sports Premier Tennis TAP Edge TAP Sports TAP TV HistoryLaunchedSeptember 20, 2021 (test broadcast)October 1, 2021 (full launch)LinksWebsitewww.tapdmv.comAvailabilityStr...
2009 crime horror drama SoulPromotional poster for SoulAlso known asHonPossessedGenreHorrorCrimeRomanceWritten byIn Eun-ahGo Eun-nimPark Young-sookDirected byKim Sang-hoKang Dae-sunStarringLee Seo-jinLim Ju-eunCountry of originSouth KoreaOriginal languageKoreanNo. of episodes10Original releaseNetworkMunhwa Broadcasting CorporationReleaseAugust 5 (2009-08-05) –September 3, 2009 (2009-09-03) Soul (Korean: 혼; Hanja: 魂; RR: Hon; lit....
Tancredi dari Sisilia - dari Liber ad honorem Augusti, 1196 Tancredi (meninggal 20 Februari 1194) merupakan Raja Sisilia yang bertakhta dari tahun 1189 sampai 1194. Ia dilahirkan di Lecce putra haram Ruggero III dari Apulia (putra sulung Raja Ruggero II) dan gundiknya Emma, putri Accardo II dari Lecce. Ia menjadi ahli waris Comte Lecce dari kakeknya dan oleh karena itu ia sering disebut sebagai Tancredi dari Lecce. Sejarah Pada tanggal 9 Maret 1161, Tancredi bergabung dengan pamandanya Simone...
1958 novel by M.T. Vasudevan Nair Naalukettu AuthorM. T. Vasudevan NairCountryIndiaLanguageMalayalamGenreNovelPublisherCurrent Books, DC BooksPublication date1958 (1958)Published in English1975Media typePrintPages204Awards1959: Kerala Sahitya Akademi AwardISBN978-81-226-0727-7 Naalukettu is a Malayalam novel written by M. T. Vasudevan Nair. Published in 1958, it was MT's first major novel.[1] The title attributes to Nālukettu, a traditional ancestral home (Taravad) of ...
بطولة ويمبلدون 2012 جزء من بطولة ويمبلدون رقم الفعالية 126 البلد المملكة المتحدة التاريخ 2012 الرياضة كرة المضرب الفعاليات بطولة ويمبلدون 2012 - فردي الرجال، وبطولة ويمبلدون 2012 - فردي السيدات، وبطولة ويمبلدون 2012 - زوجي الرجال، وبطولة ويمبلدون 2012 - زوجي ال...
Gerhana matahari 1 Juni 2011PetaJenis gerhanaJenisParsialGamma1.213Magnitudo0.601Gerhana maksimumKoordinat67°48′N 46°48′E / 67.8°N 46.8°E / 67.8; 46.8Waktu (UTC)(P1) Partial begin19:25:17Puncak gerhana21:17:18(P4) Partial end23:06:57ReferensiSaros118 (68 of 72)Katalog # (SE5000)9532 Gerhana Matahari 1 Juni 2011 adalah gerhana matahari sebagian dengan magnitudo 0.601. Gerhana matahari terjadi ketika Bulan melintas antara Bumi dan Matahari, oleh karenanya menghad...
A magic graph is a graph whose edges are labelled by the first q positive integers, where q is the number of edges, so that the sum over the edges incident with any vertex is the same, independent of the choice of vertex; or it is a graph that has such a labelling. The name magic sometimes means that the integers are any positive integers; then the graph and the labelling using the first q positive integers are called supermagic. A graph is vertex-magic if its vertices can be labelled so that...
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