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Shangri-La's Far Eastern Plaza Hotel Taipei香格里拉台北遠東國際大飯店Shangri-La's Far Eastern Plaza Hotel Taipei at nightLocation within TaiwanInformasi umumStatusSelesaiJenisHotelGaya arsitekturPencakar langitAlamatNo. 201, Section 2, Dunhua South Road, Da'an District, Taipei, TaiwanKoordinat25°1′35″N 121°32′56″E / 25.02639°N 121.54889°E / 25.02639; 121.54889Koordinat: 25°1′35″N 121°32′56″E / 25.02639°N 121.54889°E&...

Contract giving a buyer the right to buy a security from the seller at a set price This article is about financial options. For call options in general, see Option (law). 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: Call option – news · newspapers · books · scholar · JSTOR (October 2011) (Learn how and wh...

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: Barja – news · newspapers · books · scholar · JSTOR (December 2016) (Learn how and when to remove this template message) Town in Mount LebanonBarja برجاBarja el-ChoufTownBarjaLocation within LebanonCoordinates: 33°38′59″N 35°26′36″E / ...

Japanese manga series This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (February 2019) (Learn how and when to remove this template message) Asunaro HakushoCover of Asunaro Hakusho volume 1 as published by Shogakukanあすなろ白書 MangaWritten byFumi SaimonPublished byShogakukanMagazineBig Comic SpiritsDemographicSeinenOriginal run1992 – 1993Volu...

تعد فلسفة اللغة العادية منهجية فلسفية ترى أن المشكلات الفلسفية التقليدية متجذرة في سوء الفهم الذي يتطوره الفلاسفة من خلال تشويه أو نسيان ما تقصده الكلمات في الاستخدام اليومي.  «مثل هذه الاستخدامات» الفلسفية «للغة، من هذا المنظور، تخلق المشاكل الفلسفية نفسها التي يتم ت...

Bupati SampangBadge Bupati SampangPetahanaSlamet Junaidisejak 30 Januari 2019Masa jabatan5 tahunDibentuk1929Pejabat pertamaR.T. Ario SosrowinotoSitus webSitus Resmi Pemkab Sampang Berikut adalah nama-nama Bupati Sampang dari masa ke masa. No. Bupati Mulai Menjabat Akhir Menjabat Prd. Ket. Wakil Bupati 1 R.T. Ario Sosrowinoto 1929 1948 1 — 2 R. Panji Muhammad Saleh Kusumowinoto 1948 1950 2 3 RT. Moh. Iksan 1950 1952 3 4 R. Suharjo 1953 1956 4 5 K.H. Achmad Zaini 1957 1959 5 6 M. Walihad...

L'accord parfait de ré bémol majeur se compose des notes suivantes : ré♭, fa, la♭. La tonalité de ré bémol majeur se développe en partant de la note tonique ré bémol. Elle est appelée D-flat major en anglais et Des-Dur en Europe centrale. L'armure coïncide avec celle de la tonalité relative si bémol mineur. Le prélude dit Goutte d'eau, ainsi que la Valse minute de Chopin de Chopin constituent globalement les morceaux les plus connus écrits dans cette tonalité, sans ou...

Lesia TsurenkoTsurenko di Kejuaraan Wimbledon 2019Nama lengkapLesia Viktorivna TsurenkoKebangsaan UkrainaTempat tinggalKyiv, UkrainaLahir30 Mei 1989 (umur 34)Volodymyrets, RSS Ukraina, Uni SovietTinggi174 m (570 ft 10 in)Memulai pro2007Tipe pemainTangan kanan (backhand dua tangan)PelatihDmytro Brichek (2013–2018)Adriano Albanesi (2018–sekarang)Total hadiahUS $5,354,799Situs web resmilesia-tsurenko.comTunggalRekor (M–K)473–308 (60.56%)Gelar4 WTA, 6 ITFPeringkat...

Town in Estonia 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: Räpina – news · newspapers · books · scholar · JSTOR (February 2020) (Learn how and when to remove this message) Town in Põlva County, EstoniaRäpina Räpinä (Võro)TownRäpinaLocation in EstoniaCoordinates: 58°5′52″N 27°27′51″...

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: Ministry of Education Thailand – news · newspapers · books · scholar · JSTOR (January 2018) (Learn how and when to remove this message) Ministry of EducationกระทรวงศึกษาธิการThe Seal of the Wheel of Law on the Boundary Sto...

Unicameral legislature of North Korea Supreme People's Assembly 최고인민회의最高人民會議Ch'oego Inmin Hoeŭi14th Supreme People's AssemblyTypeTypeUnicameral LeadershipChairman of the Standing CommitteeChoe Ryong-hae, WPK since 11 April 2019 ChairmanPak In-chol, WPK since 17 January 2023 StructureSeats687Political groups   Workers' Party (607)   Social Democratic Party (50)   Chondoist Chongu Party (22)   Ch'ongryŏn (6)   Independents (2) Committee...

Overview of economic developments in Pakistan Old city of Lahore Since independence in 1947, the economy of Pakistan has emerged as a semi-industrialized one, the on textiles, agriculture, and food production, though recent years have seen a push towards technological diversification. Pakistan's GDP growth has been gradually on the rise since 2012 and the country has made significant improvements in its provision of energy and security. However, decades of corruption and internal political co...

17th-century English Puritan church leader and theologian For other people named Richard Baxter, see Richard Baxter (disambiguation). Richard BaxterBorn12 November 1615Rowton, Shropshire, EnglandDied8 December 1691 (aged 76)London, EnglandOccupation(s)church leader, theologian, controversialist, poetTheological workTradition or movementPuritan, AmyraldianNotable ideasNeonomianism, Unlimited atonement Richard Baxter (12 November 1615 – 8 December 1691) was an English Nonconformist church lea...

Distance between wingtips For other uses, see Wingspan (disambiguation). The distance A to B is the wingspan of this Boeing 777-200ER The wingspan (or just span) of a bird or an airplane is the distance from one wingtip to the opposite wingtip. For example, the Boeing 777–200 has a wingspan of 60.93 metres (199 ft 11 in),[1] and a wandering albatross (Diomedea exulans) caught in 1965 had a wingspan of 3.63 metres (11 ft 11 in), the official record for a living bi...

Peta infrastruktur dan tata guna lahan di Komune Bailly-Romainvilliers.  = Kawasan perkotaan  = Lahan subur  = Padang rumput  = Lahan pertanaman campuran  = Hutan  = Vegetasi perdu  = Lahan basah  = Anak sungaiBailly-RomainvilliersNegaraPrancisArondisemenTorcyKantonThorigny-sur-MarneAntarkomuneVal-d'EuropePemerintahan • Wali kota (2008-2014) Arnaud de Belenet • Populasi13.393Kode INSEE/pos77018 / 2 Population sans doubles co...

Egyptian city on the northern end of the Suez Canal City in EgyptPort Said بورسعيدCityClockwise from top: Docks of Port Said, View from the Suez Canal, Obelisk of Museum of Modern Art, Mediterranean Sea, Port Said Hotel Gardens FlagSealNickname: The valiant cityPort SaidLocation in EgyptCoordinates: 31°15′45″N 32°18′22″E / 31.26250°N 32.30611°E / 31.26250; 32.30611CountryEgyptGovernoratePort SaidFounded1859Government • TypeCity-state...

American food and beverage company This article is about the company spun off following the 2012 split of the original and first Kraft Foods. For the original iteration of the company that became Mondelez International, see Kraft Foods Inc. For this company's parent, see Kraft Heinz. For other uses, see Kraft (disambiguation). This article needs to be updated. Please help update this article to reflect recent events or newly available information. (September 2023) Kraft Foods Group, Inc.Logo ...

Historic site in East Lothian, Scotland Keith MarischalNorthern facade and entrance of Keith Marischal HouseLocationHumbie, East LothianCoordinates55°52′11″N 2°52′55″W / 55.869722°N 2.881944°W / 55.869722; -2.881944 Listed Building – Category BOfficial nameKeith Marischal HouseDesignated5 February 1971Reference no.LB7752 Scheduled monumentOfficial nameKeith KirkDesignated20 June 1936Reference no.SM758 Location in East Lothian Keith Marischal is ...

1935年李森科在克里姆林宫讲话。后面从左到右是科西奥尔、米高扬、安德烈耶夫、斯大林 李森科主义（俄语：Лысенковщина，羅馬化：Lysenkovshchina）是特罗菲姆·邓尼索维奇·李森科反对遗传学及重科学的农业，于20世纪中叶开展的政治运动。该理论倾向拉马克主义並全盘否认自然选择理论，极力宣传春化现象和嫁接的优势。后来，李森科主义被定义为因政治、宗教或�...

Pour les articles homonymes, voir Entier. Les entiers naturels permettent de compter (une pomme, deux pommes, trois pommes…). En mathématiques, un entier naturel est un nombre permettant fondamentalement de compter des objets considérés comme des unités équivalentes : un jeton, deux jetons… une carte, deux cartes, trois cartes… Un tel nombre entier peut s'écrire avec une suite finie de chiffres en notation décimale positionnelle (sans signe et sans virgule). L’étude des ...