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Lilin makam dengan bunga-bunga Lilin makam, lentera makam, lilin kematian atau lentera kematian adalah sebuah jenis lilin atau lentera, yang dinyalakan dalam memperingati orang mati atau memperingati peristiwa-peristiwa besar. Bentuk lentera yang umum dipakai dalam Kekristenan, sementara lilin umum dipakai dalam Yudaisme (dimana lilin tersebut dikenal sebagai lilin Yahrzeit). Tradisi yang diadopsi oleh Kekristenan berasal dari tradisi pagan pada masa sebelumnya.[1] Lentera makam, yang...
Primulaceae Primula prolifera Klasifikasi ilmiah Kerajaan: Plantae Divisi: Magnoliophyta Kelas: Magnoliopsida Ordo: Ericales Famili: PrimulaceaeBatsch ex Borkh., nom. cons.[1][2] Genera Lihat teks Sinonim[3] Myrsinaceae R. Br. Prodr. Fl. Nov. Holland. 532. 1810 [27 Mar 1810] Theophrastaceae Primulaceae atau Keluarga Primrose adalah sebuah famili tumbuhan berbunga herba dan berkayu. Terdapat empat subfamili tumbuhan di dalam famili ini. Sebelumnya famili tumbuhan ini m...
Amberg–Schmidmühlen railwayOverviewLine number5063TechnicalLine length21.4 km (13.3 mi)Track gauge1,435 mm (4 ft 8+1⁄2 in) Route map Legend from Amberg (Amberg–Lauterhofen) 0,0 Drahthammer to Lauterhofen (Amberg–Lauterhofen) 1,5 Haselmühl 3,3 Lengenfeld (Oberpf) 5,7 Theuern 9,3 Wolfsbach 10,7 Leidersdorf 12,7 Ensdorf (Oberpf) 14,7 Rieden (Oberpf) 17,9 Vilshofen (Oberpf) 21,3 Schmidmühlen The Amberg–Schmidmühlen railway was a 21 kilome...
Budi Irawan Kepala Staf Komando Daerah Militer IV/DiponegoroPetahanaMulai menjabat 19 Januari 2024 PendahuluUjang DarwisPenggantiPetahanaDirjianbang SecapaadMasa jabatan31 Mei 2023 – 26 Juni 2023 PendahuluGrandy MangiwaPenggantiAkhmad Yani Informasi pribadiLahir24 Desember 1969 (umur 54)Semarang, Jawa TengahKebangsaan IndonesiaAlma materAkademi Militer (1991)Karier militerPihak IndonesiaDinas/cabang TNI Angkatan DaratMasa dinas1991—SekarangPangkat Brigadir...
Bagian dari seri artikel mengenaiMekanika klasik F → = m a → {\displaystyle {\vec {F}}=m{\vec {a}}} Hukum kedua Newton Sejarah Garis waktu Cabang Benda langit Dinamika Kinematika Kinetika Kontinuum Statika Statistika Terapan Dasar Asas D'Alembert Daya mekanik Energi kinetik potensial Gaya Impuls Inersia / Momen inersia Kecepatan Kelajuan Kerangka acuan Usaha mekanik Kerja maya Massa Momen Momentum Momentum sudut Pasangan Percepatan Ruang Torsi Waktu Rumus padding-bottom:0.5...
Australian rules football league for women Victorian Women's Football LeagueSportAustralian rules footballFirst season1981Ceased2016Replaced byVFL Women's South Eastern Women's FootballNo. of teams31 (final season)CountryAustraliaHeadquartersMelbourne, AustraliaLastchampion(s)Deer Park (2016)Most titlesScorpions (11)TV partner(s)C31Official websiteVictorian Women's Football League The rucks reach for the ball after the umpire (in orange) has balled it up. A Melbourne University player jostles...
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 April 2017. Marcos Fernando NangInformasi pribadiTanggal lahir 16 Maret 1969 (umur 55)Tempat lahir BrasilPosisi bermain PenyerangKarier senior*Tahun Tim Tampil (Gol)1993 Shimizu S-Pulse * Penampilan dan gol di klub senior hanya dihitung dari liga domestik Marco...
Neighborhood of Cleveland, Ohio, United States Neighborhood of Cleveland in Cuyahoga County, Ohio, United StatesUniversity CircleNeighborhood of ClevelandCoordinates: 41°30′31″N 81°36′19″W / 41.50861°N 81.60528°W / 41.50861; -81.60528CountryUnited StatesStateOhioCountyCuyahoga CountyCityClevelandPopulation (2020)[1] • Total7,661Demographics[1] • White56.4% • Black21.6% • Hispanic (of any r...
County of the Kingdom of Hungary Komárom CountyComitatus Comaromiensis (Latin)Komárom vármegye (Hungarian)Komitat Komorn (German) County of the Kingdom of Hungary(11th century-1786, 1790-1923, 1938-1945) Coat of arms CapitalKomáromArea • Coordinates47°45′N 18°8′E / 47.750°N 18.133°E / 47.750; 18.133 • 19102,834 km2 (1,094 sq mi)Population • 1910 201,800 History • Established 11th...
Branch of the Navajo Nation government in the US Navajo Nation Council Béésh bąąh dah siʼání TypeTypeUnicameral HistoryFounded1923LeadershipCouncil SpeakerCrystalyne Curley StructureSeats24Length of term4 Years, no limitsElectionsLast electionNovember 8, 2022[1]Next electionNovember 3, 2026Meeting placeNavajo Nation Council Chamber, a National Historic LandmarkWebsitewww.navajonationcouncil.org Background Navajo Nation Alamo Ramah Tohajiilee Navajo Nation Council Cou...
Head of the Chinese Communist Party For a list of leaders of the Chinese Communist Party, see Leader of the Chinese Communist Party.Not to be confused with Secretary-general of the Chinese Communist Party. General Secretary of theCentral Committee of the Chinese Communist Party中国共产党中央委员会总书记Emblem of the Chinese Communist PartyFlag of the Chinese Communist PartyIncumbentXi Jinpingsince 15 November 2012Central Committee of the Chinese Communist PartySecretariat of...
American football coach and analyst (born 1962) American football player Rex RyanRyan while head coach of the Bills in 2015Personal informationBorn: (1962-12-13) December 13, 1962 (age 61)Ardmore, Oklahoma, U.S.Career informationHigh school:Stevenson(Lincolnshire, Illinois)College:Southwestern Oklahoma StateCareer history As a coach: Eastern Kentucky (1987–1988)Graduate assistant New Mexico Highlands (1989)Assistant head coach & defensive coordinator Morehead State (1990–1993)Def...
Immigration benefits agency of the United States government U.S. Citizenship and Immigration ServicesUSCIS LogoAgency overviewFormedMarch 1, 2003; 21 years ago (2003-03-01)JurisdictionFederal government of the United StatesHeadquarters5900 Capital Gateway DriveCamp Springs, MD, U.S.Employees21,253 (2021)[1]Annual budget$4.235 billion (2021)[1]Agency executiveUr Jaddou, Director[2]Parent agencyUnited States Department of Homeland SecurityKey documentUS...
密西西比州 哥伦布城市綽號:Possum Town哥伦布位于密西西比州的位置坐标:33°30′06″N 88°24′54″W / 33.501666666667°N 88.415°W / 33.501666666667; -88.415国家 美國州密西西比州县朗兹县始建于1821年政府 • 市长罗伯特·史密斯 (民主党)面积 • 总计22.3 平方英里(57.8 平方公里) • 陸地21.4 平方英里(55.5 平方公里) • ...
Politics of Denmark Constitution Fundamental laws Act of Succession Freedom of Speech Freedom of the Press The Crown Monarch Frederik X Crown Prince Christian Royal family Privy Council Purveyors to the Royal Court The unity of the Realm Denmark proper Faroe Islands Greenland Executive Government Frederiksen II Prime Minister (list) Mette Frederiksen Government Offices Ministries High Commissioners Faroe Islands Greenland Legislature Folketinget (parliament) Speaker: Søren Gade Members Judi...
German mathematician Siegfried GottwaldSiegfried Gottwald, 2004Born(1943-03-30)30 March 1943Limbach, Saxony, GermanyDied20 September 2015(2015-09-20) (aged 72)NationalityGermanEducationUniversity of LeipzigOccupation(s)mathematician, logician, historian of scienceKnown forfuzzy sets, history of mathematicsSpousemarriedChildren3 Siegfried Johannes Gottwald (30 March 1943 – 20 September 2015) was a German mathematician, logician and historian of science.[1] Life and work Got...
This is a list of the major current and former bridges in the United States. For a more expansive list, see List of bridges in the United States by state. Major bridges This table presents a non-exhaustive list of the road and railway bridges with spans greater than 300 metres (984 ft). Name Span Length Type CarriesCrosses Opened Location State Ref. 1 Verrazzano-Narrows Bridge 1,298 m (4,260 ft) 4,176 m (13,701 ft) Suspension2 levels steel truss deck, steel pylons7+6...
Light-sensitive paper used to make photographic prints This article is about light-sensitive photographic media. For digital printing media, see Photo printer and Inkjet paper. Advertisement for Ansco Cyko photographic paper, 1922.Photographic paper is a paper coated with a light-sensitive chemical formula, like photographic film, used for making photographic prints. When photographic paper is exposed to light, it captures a latent image that is then developed to form a visible image; with mo...
حضارة كانيغراتيتعديل - تعديل مصدري - تعديل ويكي بيانات كانت حضارة كانيغراتي حضارة تابعة لإيطاليا ما قبل التاريخ، وتطورت منذ العصر البرونزي الحديث (القرن الثالث عشر قبل الميلاد) وحتى العصر الحديدي، في المناطق التي أصبحت الآن لومبارديا الغربية وشرق بيمنتة وكانتون تيسينو. كا...
Bagian dari serial artikel mengenaie Artikel mengenai e 2.718 281 828 459 045 235 360 287 … {\displaystyle 2.718\,281\,828\,459\,045\,235\,360\,287\dots } Penggunaan Bunga majemuk Identitas Euler Rumus Euler Waktu paruh (pertumbuhan dan peluruhan eksponensial) Sifat Logaritma alami Fungsi eksponensial Nilai Bukti bahwa e irasional Representasi dari e Teorema Lindemann-Weierstrass Tokoh John Napier Leonhard Euler Topik terkait Konjektur Schanuel Portal Matematikalbs Dalam matematika, ru...