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Digital oscilloscope dan pembangkit fungsi Generator fungsi atau pembangkit fungsi adalah bagian dari peralatan atau peranti lunak uji coba elektronik yang digunakan untuk menciptakan gelombang listrik. Gelombang ini dapat berulang-ulang atau satu kali yang mana dalam kasus ini diperlukan semacam sumber pemicu, secara internal ataupun eksternal. Tipe lain dari generator fungsi adalah sub-sistem yang menyediakan keluaran sebanding terhadap beberapa masukan fungsi matematika. Contohnya, keluara...

Badan Olahraga Profesional Indonesia BOPIGambaran umumSingkatanBOPIDasar hukum pendirianUndang-undang Nomor 3 Tahun 2005Dibubarkan26 November 2020Dasar hukum pembubaranPeraturan Presiden Nomor 112 Tahun 2020SifatLembaga mandiri dan bertanggung jawab kepada Menteri Negara Pemuda dan OlahragaStrukturKetua UmumRichard Sam BeraSekretaris JenderalSandi Suwardi HasanBendahara UmumWahyu Andre MaryonoKetua IM. KusnaeniKantor pusatGedung PPITKON Lantai 1, Kemenpora RI, Jl. Gerbang Pemuda No. 3 Senayan...

Deep TrapPoster teatrikalSutradaraKwon Hyung-jinProduserChoe Seon-miDitulis olehHan Soo-bongPemeranMa Dong-seok Jo Han-sun Kim Min-kyungPenyuntingChoe Steven MTanggal rilis 10 September 2015 (2015-09-10) Durasi96 menitNegaraKorea SelatanBahasaKorea Deep Trap (Hangul: 함정; RR: Ham-jeong) (sebelumnya dikenal sebagai Exchange) adalah sebuah film kejahatan seru Korea Selatan tahun 2015 garapan Kwon Hyung-jin. Film tersebut dibintangi oleh Ma Dong-seok, Jo Han-sun dan...

Papa Ilario46º papa della Chiesa cattolicaElezione17 novembre 461 Insediamento19 novembre 461 Fine pontificato29 febbraio 468(6 anni e 104 giorni) Predecessorepapa Leone I Successorepapa Simplicio  NascitaSardegna, ? MorteRoma, 29 febbraio 468 SepolturaBasilica di San Lorenzo fuori le mura Manuale Sant'Ilario Papa  NascitaSardegna, ? MorteRoma, 29 febbraio 468 Venerato daChiesa cattolica Santuario principaleBasilica di San Lorenzo fuori le mura Ricorrenza29...

Włodzimierz AntoniewiczBorn(1893-07-15)July 15, 1893Sambir, Austrian Empire (now Ukraine)Died(1973-05-20)May 20, 1973Warsaw, PolandNationalityPolishHonours, , , , Scientific careerFieldsArchaeologyInstitutionsVilnius University, University of WarsawThesis (1918)Doctoral advisorJagiellonian University Włodzimierz Antoniewicz's grave at the cemetery in Milanówek Włodzimierz Antoniewicz (July 15, 1893 – May 20, 1973) was a Polish archaeologist of Armenian descent, rector of the Univer...

TittiTitti nel corto Mi è semblato di vedele un gatto (2011) Nome orig.Tweety Bird, Tweety Pie, Tweety Lingua orig.Inglese AutoreBob Clampett StudioWarner Bros. 1ª app.21 novembre 1942 1ª app. inDue gatti contro Titti Voci orig.Mel Blanc (1942-1989) Jeff Bergman, Bob Bergen (dal 1990) Eric Bauza (dal 2020) Voci italianeLoretta Goggi (anni 60/70) Flora Carosello, Roberta Paladini (anni 70/80) Liliana Sorrentino (1981) Ilaria Latini (dagli anni '80) Donatella Fanfani in (I...

У этого термина существуют и другие значения, см. Горностай (значения). Горностай Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:Челюстнороты...

الكنيسة الرومانية الكاثوليكية هي أكبر الكنائس المسيحية، رأسها هو البابا أسقف روما وبحسب تقليدها الكنسي خليفة بطرس تلميذ يسوع المسيح. لقبها الرسمي هو الكنيسة المقدسة الكاثوليكية الرسولية. مثلت هذه الكنيسة القوة الروحية الأساسية في تاريخ الحضارة الغربية، إلى جانب الأرثو�...

Голубянки Самец голубянки икар Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ПервичноротыеБез ранга:ЛиняющиеБез ранга:PanarthropodaТип:ЧленистоногиеПодтип:ТрахейнодышащиеНадкласс:ШестиногиеКласс...

Unincorporated community in West Virginia, United StatesSmoke HoleUnincorporated communityPostmark from Smoke Hole, West VirginiaCountryUnited StatesStateWest VirginiaCountyPendletonTime zoneEastern (EST)FIPS code1547011[1] Smoke Hole's post office today Smoke Hole was an unincorporated community located in Pendleton County, West Virginia, USA. It was in Smoke Hole Canyon and has since ceased to exist. External links Smoke Hole West Virginia Post Office Photo West Virginia Division o...

Nasi Lemak 1.0Nama lainTionghoa辣死你妈传人 SutradaraNameweePemeran Namewee Karen Kong AC Mizal Yumi Wong Saiful Apek Delimawati Wak Doyok Sanjna Suri Yassin Yahya Vikar David Arumugam Dennis Lau PerusahaanproduksiNamewee Studio ProductionCumdy Cumdy ProductionMIG Beats Sdn BhdTanggal rilis 27 Januari 2022 (2022-01-27) Durasi111 menitNegaraMalaysiaBahasaMandarinMelayuTamilHokkienPendapatankotorMYR 2.4 juta di box office lokal selama dua minggu perilisan.[1] Nasi Lemak...

Political party or coalition holding a majority of elected positions For a list including ruling parties by country, see List of ruling political parties by country. Part of the Politics seriesParty politics Political spectrum Left-wing Far-leftCentre-left Centre Centre-leftRadical centreCentre-right Right-wing Centre-rightFar-right Platforms/Ideologies Anarchist Christian Democratic Communist Conservative Democratic Environmentalist Fascist Fundamentalist Globalist Green Internationalist Lib...

1964 series of paintings by Andy Warhol Shot Marilyns Publicity portrait of Marilyn Monroe for the 1953 film Niagara Shot Marilyns is a series of silkscreen paintings produced in 1964 by Andy Warhol, each canvas measuring 40 inches square, and each a portrait of Marilyn Monroe. History Pop artist Andy Warhol had a fascination with Hollywood and fame. A legend of the silver screen, Marilyn Monroe is widely considered to be the epitome of Hollywood glamour.[1] After her death at th...

Abugida used for writing Burmese For the script in general, see Mon–Burmese script. Burmeseမြန်မာအက္ခရာScript type Abugida Time periodc. 984 or 1035–presentDirectionLeft-to-right LanguagesBurmese, Rakhine, Pali and SanskritRelated scriptsParent systemsEgyptianProto-SinaiticPhoenicianAramaicBrahmi scriptKadamba[1] or Pallava script[2]Pyu or Old Mon[2]Mon–Burmese scriptBurmeseISO 15924ISO 15924Mymr (350), ​Myanmar (Burmese)U...

Dutch astronaut (1946–2014) 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: Wubbo Ockels – news · newspapers · books · scholar · JSTOR (August 2021) (Learn how and when to remove this message) Wubbo OckelsNASA portrait of Ockels in 1981.Born(1946-03-28)28 March 1946Almelo, NetherlandsDied18 May 2014(2014-0...

Italian politician This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Riccardo Nencini – news · newspapers · books · scholar · JSTOR (January 2010) (Learn how and when to remove this message) Ricca...

Mạch đảo dùng CMOS CMOS, viết tắt của Complementary Metal-Oxide-Semiconductor trong tiếng Anh, là thuật ngữ chỉ một loại công nghệ dùng để chế tạo mạch tích hợp. Công nghệ CMOS được dùng để chế tạo vi xử lý, vi điều khiển, RAM tĩnh và các cổng logic khác. Công nghệ CMOS cũng được dùng rất nhiều trong các mạch tương tự như cảm biến ảnh, chuyển đổi kiểu dữ liệu, và các vi mạch thu ph�...

Atur Atur Hành chính Quốc gia Pháp Vùng Nouvelle-Aquitaine Tỉnh Dordogne Quận Périgueux Tổng Saint-Pierre-de-Chignac Liên xã Cộng đồng các xã Isle Manoire en Périgord Xã (thị) trưởng Alain Cournil(2008-2014) Thống kê Độ cao 115–271 m (377–889 ft) Diện tích đất1 19,13 km2 (7,39 dặm vuông Anh) INSEE/Mã bưu chính 24013/ 24750 Atur (trong tiếng Occitan Astur) là một xã, nằm ở Dordogne trong vùng Aquitaine...

Counts 0s of a vector field on a differentiable manifold using its Euler characteristic In mathematics, the Poincaré–Hopf theorem (also known as the Poincaré–Hopf index formula, Poincaré–Hopf index theorem, or Hopf index theorem) is an important theorem that is used in differential topology. It is named after Henri Poincaré and Heinz Hopf. The Poincaré–Hopf theorem is often illustrated by the special case of the hairy ball theorem, which simply states that there is no smooth vect...

この項目では、「老人ホーム」の名称を含む高齢者施設について説明しています。各国の高齢者施設については「高齢者施設」をご覧ください。 老人ホーム（ろうじんホーム）とは、高齢者（老人）が入所する施設の総称[1]。高齢者福祉の居住面を担う一環である。また、高齢者施設以外でも、比喩的に高齢者が多く集まる場所を「老人ホーム」といい、高齢者�...