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Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. John Loudon McAdam John Loudon McAdam (21 September, 1756 - 26 November, 1836) adalah seorang insinyur dalam bidang pembuatan perkerasan jalan berkebangsaan Skotlandia. Dia menemukan sistem konstruksi perkerasan jalan dengan prinsip tumpang tindih den...

Pemandangan wilayah Fanarion, pusat sejarah komunitas Yunani di Konstantinopel pada zaman Utsmaniyah pada sekitar tahun 1900 Pemandangan lain wilayah Fanarion pada sekitar tahun 1900. Di bagian depan: Gereja Santo Stefanus Ortodoks Bulgaria; di atas bukit: Patriarkat Konstantinopel. Fanariotes (bahasa Yunani: Φαναριώτες, translit. Fanariótes, bahasa Rumania: Fanarioți, Turkish: Fenerlilercode: tr is deprecated ) adalah para anggota keluarga Yunani berpengaruh di Phana...

ناحية مركز الباب موقع ناحية مركز الباب في محافظة حلب تقسيم إداري البلد  سوريا[1] المحافظة محافظة حلب المسؤولون المنطقة منطقة الباب الناحية ناحية مركز الباب رمز الناحية SY020200 خصائص جغرافية إحداثيات 36°24′11″N 37°27′38″E / 36.403055555556°N 37.460555555556°E / 36.403055555556; 37.46055555...

Saint-Jean-sur-Richelieu transport en communFounded2003LocaleSaint-Jean-sur-RichelieuService typebus service, taxibusRoutes10 bus routes and taxibus areasStationsTerminus 700, rue BoucherOperatorTransdev[1]WebsiteTransport en communThis article needs to be updated. The reason given is: No sources cited since 2012. Please help update this article to reflect recent events or newly available information. (February 2023) Saint-Jean-sur-Richelieu public transit[2] (transport en com...

Not to be confused with Diffeology. In mathematics, a diffiety (/dəˈfaɪəˌtiː/) is a geometrical object which plays the same role in the modern theory of partial differential equations that algebraic varieties play for algebraic equations, that is, to encode the space of solutions in a more conceptual way. The term was coined in 1984 by Alexandre Mikhailovich Vinogradov as portmanteau from differential variety.[1] Intuitive definition In algebraic geometry the main objects of stu...

1856 novel by Charles Reade It Is Never Too Late to Mend (sometimes written as It's Never Too Late to Mend) is an 1856 novel by the British writer Charles Reade. It was later turned into a play. A ruthless squire becomes obsessed with a younger woman and conspires to have her lover framed and sent to jail. The book was partly based on an earlier play of Reade's Gold!.[1] The book is mentioned in Jack Black's 1926 book You Can't Win as an inspiration to Black while in prison. The Ven. ...

Ini adalah sebuah nama Kamboja; nama keluarganya adalah Sisowath. Sesuai dengan kebiasaan di Kamboja, tokoh ini harus disebut dengan nama depannya. Sisowath Sirik MatakSisowath Sirik Matak Tahun 1971 Perdana Menteri Kamboja ke-25Masa jabatan11 Maret 1971 – 18 Maret 1972PresidenCheng Heng Lon NolPendahuluLon NolPenggantiSon Ngoc ThanhDeputi Perdana Menteri KambojaMasa jabatan14 Agustus 1969 – 11 Maret 1971Perdana MenteriLon NolDuta Besar Kamboja untuk TiongkokMasa jabatan...

Former president of Intel. Currently CEO of Ampere Computing Renée JamesBornLos Angeles County, CaliforniaNationalityAmericanAlma materUniversity of Oregon (B.A. and M.B.A)Occupation(s)Founder, Chairman and CEO at Ampere Computing; Operating Executive at The Carlyle Group Renée J. James (born June 25, 1964) is an American technology executive, who was formerly the president of Intel. She founded Ampere Computing in October 2017, is currently its Chairman and CEO.[1] She is also...

Kalium ferate Nama Nama IUPAC Kalium ferate(VI) Nama lain Kalium ferat Dikalium ferat Penanda Nomor CAS 39469-86-8 3DMet {{{3DMet}}} Nomor EC Nomor RTECS {{{value}}} Sifat Rumus kimia K2FeO4 Massa molar 198.0392 g/mol Penampilan padatan ungu gelap Densitas 2.829 g/cm3, padatan Titik lebur >198 °C (terurai) Kelarutan dalam air larut dalam 1M KOH Kelarutan dalam kelarutan lainnya bereaksi dengan kebanyakan larutan Struktur Struktur kristal K2SO4 motif Ge...

Indigenous tribe in the US and Mexico Ethnic group Akimel O'odhamPimaO'odham portraitsTotal population19,921 ± 4,574 (2010)[1]Regions with significant populations United States ( Arizona)LanguagesO'odham, English, SpanishReligionRoman Catholicism, traditional tribal religion[2]Related ethnic groups Ak-Chin O'odham Hia C-ed O'odham Tohono O'odham The Akimel O'odham (O'odham for river people), also called the Pima, are a group of Native Americans living in an area consisting of...

2017 video game by Skydance Interactive 2017 video gameArchangelDeveloper(s)Skydance InteractivePublisher(s)Skydance InteractiveEngineUnreal Engine 4Platform(s)Oculus RiftMicrosoft WindowsPlayStation VRReleasePlayStation VRJuly 18, 2017Oculus Rift, PCAugust 2, 2017Genre(s)First-person shooterMode(s)Single-playerArchangel is a virtual reality first-person shooter game for Windows, PlayStation 4, and Oculus Quest, developed and published by Skydance Interactive.[1] A free update titled ...

Practice of throwing a coin in the air to choose between two alternatives Flipping a coin and Heads or tails redirect here. For the song by Billlie, see The Billage of Perception: Chapter One. For other uses, see Heads or Tails (disambiguation). For Heads and Tails, see Heads and Tails. For coin tossing in cricket, see Toss (cricket). Tossing a coin Coin flipping, coin tossing, or heads or tails is the practice of throwing a coin in the air and checking which side is showing when it lands, in...

Neighborhood of Tokyo, Japan Omotesando intersection on Aoyama-dori Aoyama (青山) is one of the wealthiest neighborhoods of Tokyo, located in the northwest portion of Minato Ward. The area is well known for its international fashion houses, cafes and restaurants. Kita-Aoyama (北青山, North Aoyama) refers to the area on the north side of Aoyama-dori (Aoyama Street) between the Akasaka Palace and Aoyama Gakuin University, while Minami-Aoyama (南青山, South Aoyama) refers to the area to ...

Municipality in Brandenburg, GermanyBriesen BrjazynaMunicipalityLocation of Briesen within Spree-Neiße district Briesen Show map of GermanyBriesen Show map of BrandenburgCoordinates: 51°49′N 14°15′E / 51.817°N 14.250°E / 51.817; 14.250CountryGermanyStateBrandenburgDistrictSpree-Neiße Municipal assoc.Burg (Spreewald)Government • Mayor (2024–29) Eva-Brigitta Schötzig[1]Area • Total9.04 km2 (3.49 sq mi)Elevat...

Lesley Ann Warren nel 2009 Lesley Ann Warren (New York, 16 agosto 1946[1]) è un'attrice statunitense. Attrice di teatro, cinema e televisione, Lesley venne candidata nel 1983 all'Oscar alla miglior attrice non protagonista per il film Victor Victoria. Indice 1 Biografia 1.1 Carriera 2 Filmografia 2.1 Cinema 2.2 Televisione 3 Riconoscimenti 4 Doppiatrici italiane 5 Note 6 Altri progetti 7 Collegamenti esterni Biografia Lesley Ann Warren nasce in una famiglia ebraica il cui cognome ori...

この項目では、韓国の茶礼について説明しています。日本茶道の原型である禅宗の飲茶礼法については「茶礼」をご覧ください。 茶礼（ちゃれい、茶禮）は、「茶を上げる礼」という意味の朝鮮語。 タレ（다례）は、高麗時代まで存在していた朝鮮半島における茶を飲む儀式。→#茶を飲む儀式の「茶礼」（タレ） チャレ（차례）は、朝鮮王朝時代以降の先祖を供養す...

Voce principale: Giochi della IV Olimpiade. Tennis aLondra 1908 Outdoor Singolare   uomini   donne Doppio   uomini     Indoor Singolare   uomini   donne Doppio   uomini     Le partite di tennis dei Giochi della IV Olimpiade si sono svolte tra il 6 maggio e l'11 luglio 1908 all'All England Lawn Tennis and Croquet Club di Londra. Per la prima nella storia del tennis olimpico sono stati disputati tornei a livello sia indoor che outdoor. Indice 1...

Pour les articles homonymes, voir Demoustier. Anaïs Demoustier Anaïs Demoustier au Festival du film de Cabourgle 15 juin 2018 pour la présentation de La Villa. Données clés Nom de naissance Anaïs Aude Marie Michèle Demoustier Naissance 29 septembre 1987 (37 ans)Lille Nationalité Française Profession Actrice Films notables Les Grandes PersonnesD’amour et d’eau fraîcheEllesLa VillaAlice et le MaireLes Amours d'Anaïs modifier Anaïs Demoustier, née le 29 septembre 1987 à L...

Leader of the Soviet Union from 1953 to 1964 Khrushchev redirects here. For the surname and other people with the surname, see Khrushchev (surname). Nikita KhrushchevНикита ХрущёвKhrushchev in 1962First Secretary of the Communist Party of the Soviet UnionIn office7 September 1953 – 14 October 1964Preceded byJoseph Stalin (as General Secretary)Succeeded byLeonid Brezhnev7th Premier of the Soviet UnionIn office27 March 1958 – 14 October 1964PresidentKliment Vor...

1956 Puerto Rican general election ← 1952 November 6, 1956 1960 → Gubernatorial electionTurnout80.37%   Nominee Luis Muñoz Marín Luis A. Ferré Francisco Susoni Party Popular Democratic PER Independence Popular vote 435,256 174,683 86,636 Percentage 62.51% 25.08% 12.44% Results by municipalityMuñoz:      40-50%      50-60%      60-70%      70-80%   ...