ויקטור פרנקנשטיין (סרט)
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Hurricane season in the Pacific Ocean 1998 Pacific hurricane seasonSeason summary mapSeasonal boundariesFirst system formedJune 11, 1998Last system dissipatedOctober 26, 1998Strongest stormNameHoward • Maximum winds150 mph (240 km/h)(1-minute sustained) • Lowest pressure932 mbar (hPa; 27.52 inHg) Seasonal statisticsTotal depressions16Total storms13Hurricanes9Major hurricanes(Cat. 3+)6Total fatalities54 totalTotal damage$760 million (1998 USD)Related articles 1998 Atlan...
For the 2022 game sometimes referred to as the Minneapolis Miracle or Minneapolis Miracle II, see 2022 Indianapolis Colts–Minnesota Vikings game. For legislative session sometimes referred to as the Minnesota Miracle or Minnesota Miracle 2.0, see 93rd Minnesota Legislature. 2018 American football playoff game Minneapolis MiracleU.S. Bank Stadium, the site of the game. New Orleans Saints (4)(11–5) Minnesota Vikings (2)(13–3) 24 29 Head coach:Sean Payton Head coach:Mike Zimmer 1234 Total ...
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: Zamboanga del Sur – news · newspapers · books · scholar · JSTOR (July 2014) (Learn how and when to remove this template message) Province in Zamboanga Peninsula, PhilippinesZamboanga del SurProvinceProvince of Zamboanga del Sur(from top: left to right) Santa Cr...
For other uses, see Ilium (disambiguation). 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: Ilium novel – news · newspapers · books · scholar · JSTOR (September 2007) (Learn how and when to remove this template message) 2003 science fiction novel by Dan Simmons Ilium Cover to the 2003 first editionAutho...
Location of Jamaica Jamaica is an island country situated in the Caribbean Sea, consisting of the third-largest island of the Greater Antilles. Jamaica is a mixed economy with both state enterprises and private sector businesses. Major sectors of the Jamaican economy include agriculture, mining, manufacturing, tourism, and financial and insurance services. Tourism and mining are the leading earners of foreign exchange. Half the Jamaican economy relies on services, with half of its income comi...
ラモーンズ USA.ニューヨーク公演 (1976年9月)基本情報出身地 アメリカ合衆国 ニューヨーク州 ニューヨークジャンル ニューヨーク・パンク[1]パンク・ロック[1]オルタナティヴ・ロック[1]ニュー・ウェイヴ[1]活動期間 1974年 - 1996年レーベル レディオアクティブ（英語版）ワーナー・ブラザース サイアー ベガーズ・バンケットクリサリス フィリップ...
Martin Brian Mulroney Mulroney en 1984 18.° Primer ministro de Canadá 17 de septiembre de 1984-24 de junio de 1993Monarca Isabel IIPredecesor John Napier TurnerSucesor Kim Campbell Información personalNacimiento 20 de marzo de 1939 (84 años) Baie-Comeau, Quebec, CanadáResidencia Westmount Nacionalidad CanadienseReligión CatólicoFamiliaCónyuge Mila MulroneyEducaciónEducado en Faculté de droit de l'Université LavalUniversidad de DalhousieUniversidad de San Francis XavierSt. Thom...
Touching the VoidWritten byDavid GreigDate premiered18 September 2018 (2018-09-18)Place premieredBristol Old VicOriginal languageEnglishSubjectSurvivalSetting1985, Peruvian Andes Touching the Void is a play written by David Greig, based on the book of the same name by Joe Simpson. It made its world premiere at the Bristol Old Vic in September 2018, before embarking on a short UK and international tour. The play centres on the true story of Joe Simpson and Simon Yates, climb of ...
Juan Sabeata (1645–1692) era un dirigente indio Jumano en Texas que intentó forjar una alianza con los españoles o franceses de ayudar su pueblo contra las incursiones de los apaches en su territorio. Vida Mapa de las tribus indígenas de América del Norte en tiempos de Sabeata Sabeata (también escrito Xaviata) nació después de 1640 en Las Humanas, en la actual Gran Quivira. Sabeata emigró más tarde a la ciudad de Parral en México del norte. Allí, fue bautizado como católico de a...
American comic character This article is about the Top Cow character. For the Buffyverse character, see Angel (Buffy the Vampire Slayer). 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. (June 2014) This article needs additional citations for verification...
2000 Spanish filmCascabelFilm posterDirected byDaniel CebriánScreenplay byDaniel CebriánManuel MatjíStory byRicardo FrancoAugusto Martínez TorresStarringIrene VisedoPilar PunzanoAntonio DechentChete LeraJavier AlbaláAitor MerinoJosé CoronadoCinematographyPedro del ReyEdited byGuillermo RepresaMusic byEva GancedoPedro GuerraProductioncompaniesAlma Ata International PicturesGaliardo ProduccionesXaloc ProduccionesDistributed byWarner SogefilmsRelease date 11 February 2000 (2...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (مايو 2021) اثنان غرباء بعيدين (بالإنجليزية: Two Distant Strangers) الصنف دلراما - خيال علمي الموضوع صدام بين شاب أمريكي من أصل أفريقي مع الشرطة تاريخ الصدور 20 نوفمبر 2020 مدة الع...
KENSOプロフィールリングネーム KENSOKENZOケンゾー・スズキ鈴木 健想鈴木 健三本名 鈴木健三ニックネーム ミスター・パッション極悪ワールド・スタンダード暗闇の総帥ライジングサンスーパールーキー身長 191cm体重 118kg誕生日 (1974-07-25) 1974年7月25日（49歳）出身地 愛知県碧南市所属 フリースポーツ歴 ラグビートレーナー 佐々木健介山本小鉄デビュー 2000年1月4日テンプ...
3-MeO-PCMoIUPAC ime4-[1-(3-metoksifenil)cikloheksil]morfolinPravni statusPravni status CA: Plan I DE: NpSG UK: PSA IdentifikatoriCAS broj138873-80-0PubChemCID 132605908ChemSpider58191437UNII96QW73BA62Hemijski podaciFormulaC17H25NO2Molarna masa275,39 g·mol−1 SMILES COC1=CC(C2(N3CCOCC3)CCCCC2)=CC=C1 InChI InChI=1S/C17H25NO2/c1-19-16-7-5-6-15(14-16)17(8-3-2-4-9-17)18-10-12-20-13-11-18/h5-7,14H,2-4,8-13H2,1H3Key:BOGOEDFWPOXWQE-UHFFFAOYSA-N 3-MeO-PCMo je di...
Norwegian politician (born 1978) Siri Hall Arnøy. Siri Hall Arnøy (born 28 November 1978, in Oslo) is a former Norwegian politician for the Socialist Left Party. She was elected to the Norwegian Parliament from Akershus in 2001, but was not re-elected in 2005. She then served in the position of deputy representative during the term 2005–2009. Arnøy is openly lesbian.[1] In 2012, she took the PhD at the Norwegian University of Science and Technology with the thesis The Hopeful...
Aveinte municipio de España Iglesia parroquial de Santo Tomas apóstol. AveinteUbicación de Aveinte en España AveinteUbicación de Aveinte en la provincia de Ávila País España• Com. autónoma Castilla y León• Provincia Ávila• Comarca Comarca de Ávila• Partido judicial ÁvilaUbicación 40°46′56″N 4°50′15″O / 40.782222222222, -4.8375• Altitud 1002[1][2] mSuper...
Pour les articles homonymes, voir Siège d'Ostende. Siège d'Ostende Le siège d'Ostende par Pieter Snayers Informations générales Date 4 juillet 1601 - 22 septembre 1604 Lieu Ostende (Belgique) Issue Victoire pyrrhique espagnole[1] Belligérants Provinces-Unies Royaume d'Angleterre Monarchie espagnole Commandants Maurice de NassauFrancis VereDaniel de Hertaing Albert de HabsbourgAmbrogio Spinola Pertes 30 000 morts ou blessés 3 000 prisonniers 55 000 m...
Dieser Artikel beschreibt die französische Gemeinde Houdemont. Houdemont heißt auch ein Ortsteil der belgischen Gemeinde Habay. Houdemont Houdemont (Frankreich) Staat Frankreich Region Grand Est Département (Nr.) Meurthe-et-Moselle (54) Arrondissement Nancy Kanton Jarville-la-Malgrange Gemeindeverband Grand Nancy Koordinaten 48° 39′ N, 6° 11′ O48.6469444444446.1755555555556Koordinaten: 48° 39′ N, 6° 11′ O Höhe 226–400 m Fläche 3...
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314 Rosalia Genus Asteroides Cinguli Principalis Res orbitales epochae 4 Ianuarii 2010 Excentricitas 0.1785168 Axis semimaior perihelionaphelion 3.1505033 UA 2.5880855 UA3.7129211 UA Inclinatio orbitalis 12.56437° Longitudo nodi ascendentis 170.34695° Argumentum perihelii 190.00639° Anomalia media 54.60110° Periodus orbitalis 5.5921411370294 anni Res physicae Diameter km Massa kg Densitas media g/cm3 Periodus rotationis h m Classis spectralisTholenSMASS —— Magnitudo absoluta ...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!