2000 Open Telefonica by Nissan
|
Read other articles:
δ Cassiopeiae Lokasi δ Cassiopeiae (dilingkari) Data pengamatan Epos J2000 Ekuinoks J2000 Rasi bintang Cassiopeia Asensio rekta 01j 25m 48,95147d[1] Deklinasi +60° 14′ 07,0225″[1] Magnitudo tampak (V) 2,68[2] Ciri-ciri Kelas spektrum A5 IV[3] Indeks warna U−B +0,13[2] Indeks warna B−V +0,13[2] Jenis variabel Algol[4] AstrometriKecepatan rad...
National Stadium, Karachi. The National Bank Cricket Arena is a cricket ground in Karachi, Pakistan.[1] The first Test match played at the National Stadium was in 1955 between Pakistan and India.[2] The most recent Test match hosted by the ground, was played in March 2021 between Pakistan and Australia.[3] The ground has also hosted 48 One Day Internationals (ODIs), the first of these was in 1980 between Pakistan and the West Indies.[4] 90 Test centuries have ...
Pour les articles homonymes, voir Donnedieu de Vabres. Renaud Donnedieu de Vabres Renaud Donnedieu de Vabres en 2006. Fonctions Ministre de la Culture et de la Communication 31 mars 2004 – 15 mai 2007(3 ans, 1 mois et 14 jours) Président Jacques Chirac Premier ministre Jean-Pierre RaffarinDominique de Villepin Gouvernement Raffarin IIIVillepin Prédécesseur Jean-Jacques Aillagon Successeur Christine Albanel Ministre délégué aux Affaires européennes 6 mai – 17 juin 20...
Main article: 2008 Summer Olympics venues The Bicycle Moto Cross Field at Laoshan. The Laoshan Bicycle Moto Cross (BMX) (simplified Chinese: 老山小轮车赛场; traditional Chinese: 老山小輪車賽場; pinyin: Lǎoshān Xiǎolúnchē Sàichǎng) was one of 9 temporary venues used for the 2008 Summer Olympics. It was located in Laoshan, Shijingshan District, Beijing. The venue was used for the men's and women's BMX racing events. The arena has in recent years been transformed...
此條目介紹的是拉丁字母中的第2个字母。关于其他用法,请见「B (消歧义)」。 提示:此条目页的主题不是希腊字母Β、西里尔字母В、Б、Ъ、Ь或德语字母ẞ、ß。 BB b(见下)用法書寫系統拉丁字母英文字母ISO基本拉丁字母(英语:ISO basic Latin alphabet)类型全音素文字相关所属語言拉丁语读音方法 [b][p][ɓ](适应变体)Unicode编码U+0042, U+0062字母顺位2数值 2歷史發...
Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Stitch! The Movie – berita · surat kabar · buku · cendekiawan · JSTOR Stitch! The MovieSampul DVD Stitch!SutradaraTony CraigBobs GannawayProduserTony CraigJess WinfieldBobs GannawayDitulis olehBobs Ganna...
Pour les articles homonymes, voir 84e division. Cet article est une ébauche concernant une unité ou formation militaire allemande. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. 84e division d'infanterie84. Infanterie-Division Création Février 1944 Dissolution Mai 1945 Pays Allemagne Branche Wehrmacht Type Division d'infanterie Rôle Infanterie Guerres Seconde Guerre mondiale modifier La 84e divi...
Peta pendukung dua faksi pengklaim Kepausan yang sah semasa Skisma Barat: Avignon (merah) dan Roma (biru). Peta ini berlaku hingga berlangsungnya Konsili Pisa (1409), yang menimbulkan pengklaim ketiga. Skisma Besar Kekristenan Barat atau Skisma Kepausan (juga dikenal sebagai Skisma Barat) adalah perpecahan di dalam Gereja Katolik Roma selama periode tahun 1378 hingga 1417. Pada waktu berakhirnya, ada tiga orang yang secara bersama-sama mengklaim dirinya sebagai Paus yang sah. Skisma ini terja...
For the Marvel comics character, see Bakuto (comics). Bakuto (博徒) were itinerant gamblers active in Japan from the 18th century to the mid-20th century. They were one of two forerunners (the other being tekiya, or peddlers) to modern Japanese organized crime syndicates called yakuza.[1][2][3] History Beginning around the 17th century, bakuto plied their trade in towns and highways in feudal Japan, playing traditional games such as hanafuda and dice.[citation ne...
Українська гімназія № 1 Тип гімназіяКраїна Україна 48°56′41″ пн. ш. 24°41′17″ сх. д. / 48.944588° пн. ш. 24.688167° сх. д. / 48.944588; 24.688167Девіз Scientia vinces (Знаннями переможемо)Засновано 1905 (відновлено 1992)Закрито 1944Директор Дейчаківський Ігор ІвановичУч...
Улётный экипаж Жанр комедия Режиссёры Марюс Вайсберг (1 сезон)Ольга Липатова (1 сезон)Дмитрий Губарев (2 сезон) Сценаристы Зина ИткинаТимур ЛевченкоЭмиль Аскеров (1 сезон) В главных ролях Алексей ЧадовНаталья БардоКатрин АссиДарья СагаловаЮлия ТопольницкаяАндрей РоднойН...
American college football season 2020 Oklahoma State Cowboys footballCheez-It Bowl championCheez-It Bowl, W 37–34 vs. Miami (FL)ConferenceBig 12 ConferenceRankingCoachesNo. 19APNo. 20Record8–3 (6–3 Big 12)Head coachMike Gundy (16th season)Offensive coordinatorKasey Dunn (1st season)Offensive schemeSpread optionDefensive coordinatorJim Knowles (3rd season)Base defense4–2–5Home stadiumBoone Pickens StadiumSeasons← 20192021 →...
New York state lawSullivan ActNew York State LegislatureFull nameAN ACT to amend the penal law, in relation to the sale and carrying of dangerous weaponsSenate votedMay 10, 1911Signed into lawMay 25, 1911Sponsor(s)Sen. Timothy SullivanGovernorJohn Alden DixWebsitehdl.handle.netStatus: Partially struck down (New York State Rifle & Pistol Association, Inc. v. Bruen)Firearm legal topics of theUnited States Amendment II Assault weapon Assault weapons legislation Bipartisan Safer Communities A...
1 Tawarikh 20Kitab Tawarikh (Kitab 1 & 2 Tawarikh) lengkap pada Kodeks Leningrad, dibuat tahun 1008.KitabKitab 1 TawarikhKategoriKetuvimBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen13← pasal 19 pasal 21 → 1 Tawarikh 20 (atau I Tawarikh 20, disingkat 1Taw 20) adalah bagian dari Kitab 1 Tawarikh dalam Alkitab Ibrani dan Perjanjian Lama di Alkitab Kristen. Dalam Alkitab Ibrani termasuk dalam bagian Ketuvim (כְּתוּבִים, tulisan).[1][2] Te...
Lake in British Columbia, Canada Tatlayoko LakeTatlayoko LakeLocationChilcotin District, British ColumbiaCoordinates51°33′N 124°24′W / 51.550°N 124.400°W / 51.550; -124.400Primary inflowsHomathko RiverPrimary outflowsHomathko RiverBasin countriesCanadaSurface area9,880.8 acres (39.986 km2)Average depth349.2 ft (106.4 m)Max. depth688 ft (210 m)Water volume4.26 cubic kilometres (1.02 cu mi)Residence time17.9 yearsShore...
1998 unique amphibious assault ship of the Royal Navy For other ships with the same name, see HMS Ocean. HMS Ocean during Operation Ellamy and the 2011 military intervention in Libya History United Kingdom NameHMS Ocean OperatorRoyal Navy Ordered11 May 1993 BuilderVickers Shipbuilding and Engineering Ltd, Kværner (Govan) Laid down30 May 1994 Launched11 October 1995 Sponsored byQueen Elizabeth II of the United Kingdom Commissioned30 September 1998 Decommissioned27 March 2018[1] R...
Hendrik IV zendt een leger om Salomon te helpen, maar zijn leger keert terug zonder Béla II verslagen te hebben. 1074 Eeuwen: 10e eeuw · 11e eeuw · 12e eeuw Decennia: 1060-1069 · 1070-1079 · 1080-1089 Jaren: << · < · 1073 · 1074 · 1075 · > · >> Jaartelling in verschillende culturen Ab urbe condita: 1827 MDCCCXXVII Armeense jaartelling: 522 – 523ԹՎ ՇԻԲ – Շ�...
Theorem in homological algebra The snake lemma is a tool used in mathematics, particularly homological algebra, to construct long exact sequences. The snake lemma is valid in every abelian category and is a crucial tool in homological algebra and its applications, for instance in algebraic topology. Homomorphisms constructed with its help are generally called connecting homomorphisms. Statement In an abelian category (such as the category of abelian groups or the category of vector spaces ove...
Aldeboarnvillaggio(FY) Aldeboarn/(NL) Oldeboorn Aldeboarn – Veduta LocalizzazioneStato Paesi Bassi Provincia Frisia ComuneHeerenveen TerritorioCoordinate53°02′52″N 5°53′34″E53°02′52″N, 5°53′34″E (Aldeboarn) Abitanti1 470 (2012) SottodivisioniPoppenhúzen, Warniahúzen Altre informazioniLingueOlandese, Frisone Cod. postale8495 Prefisso(+31) 0566 Fuso orarioUTC+1 Nome abitantiBoornsters CartografiaAldeboarn Aldeboarn – Mappa Modifica dati su Wikidata...
The mathematics of smooth surfaces Riemannian surface redirects here. Not to be confused with Riemann surface. Smooth surface redirects here. Not to be confused with Smooth function. Carl Friedrich Gauss in 1828 In mathematics, the differential geometry of surfaces deals with the differential geometry of smooth surfaces[a] with various additional structures, most often, a Riemannian metric.[b] Surfaces have been extensively studied from various perspectives: extrinsically, rel...