Read other articles:

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 Februari 2023. Reaktor pembatas arus adalah jenis reaktor yang dapat membatasi arus listrik ketika terjadi gangguan listrik. Tujuan pemasangan reaktor pembatas arus adalah mencegah jatuh tegangan dengan selisih penurunan yang sangat besar. Jenis arus listrik yang di...

Historiografi Skotlandia mengacu pada sumber dan metode kritis yang digunakan para cendekiawan dalam memahami sejarah Skotlandia. Abad Pertengahan dan Renaisans Historiografi Skotlandia dimulai dengan Chronicles of the Picts dan Scots, yang banyak ditulis oleh para biarawan menggunakan bahasa Latin. Orang pertama yang mengadopsi pendekatan kritis yang bertujuan mengatur materi ini juga seorang biarawan, yaitu Andrew dari Wyntoun pada abad ke-14. Koneksi dengan biarawan yang lain memberinya ak...

Disambiguazione – Disney rimanda qui. Se stai cercando altri significati, vedi Disney (disambigua). The Walt Disney CompanyLogo Entrata principale dei Walt Disney Studios, sede principale dell'azienda, a Burbank, in California, dopo il restauro del 2016 Stato Stati Uniti Forma societariaSocietà ad azionariato diffuso Borse valoriNYSE: DIS ISINUS2546871060 Fondazione16 ottobre 1923 a Burbank Fondata da Walt Disney Roy Oliver Disney Sede principaleBurbank ControllateDivisio...

Pantai LovinaPantai Lovina pada pagiPantai LovinaLetak di BaliKoordinat: 8°9′45.01″S 115°1′32.38″E / 8.1625028°S 115.0256611°E / -8.1625028; 115.0256611Koordinat: 8°9′45.01″S 115°1′32.38″E / 8.1625028°S 115.0256611°E / -8.1625028; 115.0256611NegaraIndonesiaProvinsiBaliKabupatenBuleleng Pantai Lovina atau Lovina adalah pesisir pantai yang terletak sekitar 9 km sebelah barat kota Singaraja. Daerah ini merupakan salah s...

Bagian dari seri mengenai Sejarah Indonesia Prasejarah Manusia Jawa 1.000.000 BP Manusia Flores 94.000–12.000 BP Bencana alam Toba 75.000 BP Kebudayaan Buni 400 SM Kerajaan Hindu-Buddha Kerajaan Kutai 400–1635 Kerajaan Tarumanagara 450–900 Kerajaan Kalingga 594–782 Kerajaan Melayu 671–1347 Kerajaan Sriwijaya 671–1028 Kerajaan Sunda 662–1579 Kerajaan Galuh 669–1482 Kerajaan Mataram 716–1016 Kerajaan Bali 914–1908 Kerajaan Kahuripan 1019&#...

Condition making it difficult or impossible to see in relatively low light Medical conditionNyctalopiaOther namesNight blindnessEffect of night-blindness. Left: normal night vision. Right: night-blind.SpecialtyOphthalmology  Nyctalopia (/ˌnɪktəˈloʊpiə/; from Ancient Greek νύκτ- (núkt-) 'night', ἀλαός (alaós) 'blind, invisible', and ὄψ (óps) 'eye'),[1] also called night-blindness, is a condition making it difficult or imp...

Screenshot of Georgian Wikipedia's Main Page displaying its logo in Ukrainian national colors in February 2022 The Russian invasion of Ukraine is extensively covered on Wikipedia across many languages.[1] This coverage includes articles on and related to the invasion itself, and updates of previously existing articles to take the invasion into account.[1] Wikipedia and other Wikimedia projects' coverage of the conflict – and how the volunteer editing community achieved that...

2017 film score by Marco BeltramiLogan: Original Motion Picture SoundtrackFilm score by Marco BeltramiReleasedMarch 3, 2017Recorded2017GenreFilm scoreLength57:31LabelLakeshoreSony ClassicalProducerMarco BeltramiBuck SandersX-Men soundtrack chronology X-Men: Apocalypse(2016) Logan(2017) Deadpool 2(2018) Marco Beltrami chronology Matilda(2017) Logan(2017) Little Evil(2017) Logan: Original Motion Picture Soundtrack is the score album to the 2017 film of the same name, featuring the Marve...

College women's volleyball team For information on all San Diego State University sports, see San Diego State Aztecs. San Diego State Aztecswomen's volleyballFounded1976UniversitySan Diego State UniversityHead coachBrent Hilliard (since 2020–21 season)ConferenceMountain WestLocationSan Diego, CaliforniaHome arenaAztec Court atPeterson Gymnasium (capacity: 2,000)NicknameAztecsColorsScarlet and black[1]   AIAW/NCAA Tournament semifinal1981, 1982AIAW/NCAA ...

Multi-sport event in Montreal, Canada Games of the XXI Olympiad redirects here. For the album by Black Cab, see Games of the XXI Olympiad (album). Games of the XXI OlympiadEmblem of the 1976 Summer OlympicsHost cityMontreal, CanadaMottoLong Life to the Montréal Games(French): Longue vie aux Jeux de MontréalNations92Athletes6,073 (4,813 men, 1,260 women)Events198 in 21 sports (27 disciplines)OpeningJuly 17, 1976ClosingAugust 1, 1976Opened byQueen Elizabeth II[1]CauldronStéphane Pré...

此条目序言章节没有充分总结全文内容要点。 (2019年3月21日)请考虑扩充序言，清晰概述条目所有重點。请在条目的讨论页讨论此问题。 哈萨克斯坦總統哈薩克總統旗現任Қасым-Жомарт Кемелұлы Тоқаев卡瑟姆若马尔特·托卡耶夫自2019年3月20日在任任期7年首任努尔苏丹·纳扎尔巴耶夫设立1990年4月24日（哈薩克蘇維埃社會主義共和國總統） 哈萨克斯坦 哈萨克斯坦政府...

سارة الخولي معلومات شخصية الميلاد 15 فبراير 1988 (36 سنة)  القاهرة  مواطنة مصر  الطول 175 سنتيمتر  الحياة العملية المدرسة الأم الجامعة الأمريكية في الشارقة  المهنة عارضة،  ومتسابقة ملكة الجمال  اللغة الأم العربية  اللغات العربية  تعديل مصدري - تعديل   سا�...

Abédi Pelé Informasi pribadiNama lengkap Abédi AyewTanggal lahir 5 November 1964 (umur 59)Tempat lahir Domé, GhanaPosisi bermain GelandangKarier junior1970–1978 Great FalconsKarier senior*Tahun Tim Tampil (Gol)1980–1982 Real Tamale United 46 (21)1982–1983 Al Sadd 8 (7)1983–1984 Zürich 18 (9)1984 Dragons l'Ouémé 8 (11)1985 Real Tamale United 19 (7)1986–1987 Chamois Niort 32 (14)1987 Mulhouse 16 (5)1987–1989 Marseille 9 (0)1988–1990 Lille 61 (16)1990–1993 Marseille ...

Nonprofit executive Darren WalkerBorn (1959-08-28) August 28, 1959 (age 64)Lafayette, Louisiana, U.S.EducationUniversity of Texas, Austin (BA, BS, JD)OccupationPresident of the Ford FoundationPartnerDavid Beitzel (died 2019) Darren Walker OBE (born August 28, 1959)[1] currently serves as 10th president of the Ford Foundation, a private foundation dedicated to human welfare. In June 2020, Walker led the Ford Foundation to issue a $1 billion designated social bond to stabilize non-...

Gtkmm TipeGTK software binding (en) , Pustaka perangkat lunak, perangkat lunak bebas dan Peralatan gawit Versi stabil 4.14.0 (17 Maret 2024) GenrePengikat bahasaLisensiGNU Lesser General Public LicenseKarakteristik teknisSistem operasimirip Unix, Microsoft Windows dan macOS Bahasa pemrogramanC++ Sumber kode Kode sumberPranala Debianlibgtkmm-3.0-1v5 Arch Linuxgtkmm3 Ubuntulibgtkmm-3.0-1v5 Gentoodev-cpp/gtkmm Fedoragtkmm30 Informasi tambahanSitus webwww.gtkmm.org Sunting di Wikidata  • ...

2016 Medicine Hat—Cardston—Warner federal by-election ← 2015 October 24, 2016 (2016-10-24) 2019 → Riding of Medicine Hat—Cardston—WarnerRegistered76,911Turnout44.54% ( 21.57%)   First party Second party   LPC Candidate Glen Motz Stan Sakamoto Party Conservative Liberal Popular vote 23,932 8,778 Percentage 69.85% 25.62% Swing 1.05% 7.68% MP before election Jim Hillyer Conservative Elected MP Glen Motz Conservative A by-election was h...

Legislative, executive and judiciary authority of India Government of IndiaEmblem of the Government of IndiaFormation28 August 1833; 190 years ago (1833-08-28)Current constitutionIndian Constitution of 1950Country Republic of IndiaWebsiteindia.gov.in Legislative branchLegislatureParliamentMeeting placeParliament HouseExecutive branchLeaderPresident of India along with Union Council of Ministers headed by the Prime Minister of IndiaHeadquartersCentral SecretariatDepartme...

Location of Marne in France Following is a list of senators of Marne, people who have represented the department of Marne in the Senate of France. Third Republic Senators for Marne under the French Third Republic were:[1] Alfred Boissonnet (1876–1879) Simon Dauphinot (1876–1888) Désiré Médéric Le Blond (1879–1886) Victor Diancourt (1886–1906) Camille Margaine (1888–1893) Alfred Poirrier (1894–1898) Ernest Vallé (1898–1920) Léon Bourgeois (1905–1925) Ernest Monfe...

System of ordinary differential equations whose current state solely determines its evolution Stability diagram classifying Poincaré maps of linear autonomous system x ′ = A x , {\displaystyle x'=Ax,} as stable or unstable according to their features. Stability generally increases to the left of the diagram.[1] Some sink, source or node are equilibrium points. 2-dimensional case refers to Phase plane. In mathematics, an autonomous system or autonomous differential equation is ...

Nathalia TimbergTimberg pada tahun 2003.LahirNathalia Elisa Timberg5 Agustus 1929 (umur 94)Rio de Janeiro, BrasilKebangsaanBrasilPekerjaanPemeranTahun aktif1954–sekarangSuami/istriSilvan Paezzo ​ ​(m. 1966; c. 1980)​ (2009) Ordem do Mérito Cultural (en) Nathalia Timberg (lahir 5 Agustus 1929) adalah pemeran Brasil. Dia dirayakan sebagai salah satu pemeran film, teater, dan televisi Brasil yang paling terkenal dan terbaik.[1]...