현경 (신학자)
|
Read other articles:
Tiling by polygons whose reflections across edges are other tiles In geometry, an edge tessellation is a partition of the plane into non-overlapping polygons (a tessellation) with the property that the reflection of any of these polygons across any of its edges is another polygon in the tessellation. All of the resulting polygons must be convex, and congruent to each other. There are eight possible edge tessellations in Euclidean geometry,[1] but others exist in non-Euclidean geometry...
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 2016. Yayasan Sahabat Bangsal Anak (atau lebih dikenal dengan singkatan SABA) adalah yayasan yang fokus memperhatikan pasien anak di rumah sakit.[1] Yayasan ini telah diresmikan berdasarkan akta notaris Ashoya Ratam, S.H, nomor 5 tanggal 6 Februari 201...
Batalyon Infanteri 721/MakkasauLambang Yonif 721/MakkasauDibentuk12 Desember 1963NegaraIndonesiaCabangInfanteriTipe unitSatuan TempurPeranPasukan SenapanBagian dariBrigif 11/Badik SaktiMarkasPinrang, Sulawesi SelatanJulukanYonif 721 MakkasauMotoMakkasauBaretHijauMaskotKijangUlang tahun12 Desember Batalyon Infanteri 721/Makkasau (atau Yonif 721/Makkasau) adalah Batalyon Infanteri yang berada dibawah komando Brigif 11/Badik Sakti, Kodam XIV/Hasanuddin. Batalyon ini diresmikan pada 13 Desember 1...
Rec.Sport.Soccer Statistics FoundationURLhttp://www.rsssf.com/Tipeorganisasi internasional dan sports website (en) LangueInggrisPembuatLars Aarhus, Kent Hedlundh dan Karel StokkermansService entry (en)1994KeadaanAktif Rec.Sport.Soccer Statistics Foundation (RSSSF) adalah organisasi amatir internasional yang didedikasikan untuk mengumpulkan statistik tentang sepak bola. Yayasan ini bertujuan untuk membangun sebuah arsip lengkap informasi yang berhubungan dengan sepak bola dari seluruh dunia. S...
William Count Basie William Count Basie ( 21 Agustus 1904 – 26 April 1984) adalah seorang pianis jazz, pencipta lagu, dan pemimpin grup musik Count Basie's Big Band yang terdiri dari pemain-pemain musik jazz terkenal pada akhir tahun 1930 dan tahun 1940-an.[1] Count Basie belajar musik dengan ibunya sejak usia dini.[2] Count Basie juga mengambil dasar-dasar ragtime awal dari beberapa pianis Harlem dan belajar organ secara informal dengan Fats Waller.[2]...
Overview of marine occupations This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) 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: Seafarer's professions and ranks – news · newspapers · books · scholar · JST...
PT Industri Telekomunikasi Indonesia (Persero)JenisBadan usaha milik negaraIndustriTeknologi informasiDidirikan30 Desember 1974; 49 tahun lalu (1974-12-30)KantorpusatBandung, Jawa BaratWilayah operasiIndonesiaTokohkunciEdy Witjara[1](Direktur Utama)Unggul Priyanto[1](Komisaris Utama)JasaManufaktur dan perakitan peralatan telekomunikasiLayanan terkelolaDigitalisasiIntegrasi sistemPendapatan Rp 371,731 milyar (2021)[2]Laba operasi Rp -50,538 milyar (2021)[2]...
Geovanni Nazionalità Brasile Altezza 168 cm Peso 63 kg Calcio Ruolo Centrocampista Termine carriera 24 novembre 2013 Carriera Squadre di club1 1997-2001 Cruzeiro45 (11)1998-1999→ América-MG25 (4)2001-2003 Barcellona26 (1)2003-2006 Benfica118 (20)2006-2007 Cruzeiro12 (2)2007-2008 Manchester City19 (3)2008-2010 Hull City60 (11)2010 S.J. Earthquakes12 (1)2011-2012 Vitória36 (3)2012-2013 América-MG10 (1)2013 Bragantino11 (1) Naz...
Utahstato federatoState of Utah (dettagli) (dettagli) Utah – VedutaMonument Valley LocalizzazioneStato Stati Uniti AmministrazioneCapoluogoSalt Lake City GovernatoreSpencer Cox (R) dal 2021 Data di istituzione4 gennaio 1896 TerritorioCoordinatedel capoluogo40°45′N 111°53′W / 40.75°N 111.883333°W40.75; -111.883333 (Utah)Coordinate: 40°45′N 111°53′W / 40.75°N 111.883333°W40.75; -111.883333 (Utah) Altitudine664,4 - 4 1...
تازة كند شش مال تقسيم إداري البلد إيران إحداثيات 37°44′00″N 44°50′23″E / 37.7333°N 44.8397°E / 37.7333; 44.8397 تعديل مصدري - تعديل تازة كند شش مال هي قرية في مقاطعة أرومية، إيران. عدد سكان هذه القرية هو 50 في سنة 2006.[1] مراجع ^ تعداد سكان جمهورية إيران الإسلامية، 1385 / 200...
Runaway slave redirects here. For the 2012 film, see Runaway Slave (film). Eastman Johnson's A Ride for Liberty – The Fugitive Slaves, 1863, Brooklyn Museum In the United States, fugitive slaves or runaway slaves were terms used in the 18th and 19th centuries to describe people who fled slavery. The term also refers to the federal Fugitive Slave Acts of 1793 and 1850. Such people are also called freedom seekers to avoid implying that the enslaved person had committed a crime and that the s...
Epic Games, Inc.Markas Epic Games di Cary, Carolina Utara, 2016SebelumnyaPotomac Computer Systems(1991–1992)Epic MegaGames, Inc.(1992–1999)JenisSwastaIndustriPermainan videoDidirikan1991; 33 tahun lalu (1991) di Potomac, Maryland, ASPendiriTim SweeneyKantorpusatCary, Carolina Utara, ASWilayah operasiSeluruh duniaTokohkunciTim Sweeney (pengembang video) (CEO)Kim Libreri (CTO)Mark Rein (VP)Adam Sussman ( presiden)Donald Mustard (CCO)ProdukUnreal EngineEpic Games StoreSeri UnrealSeri Ge...
Family of mammals For other uses, see Echidna (disambiguation). EchidnasTemporal range: Miocene–Holocene PreꞒ Ꞓ O S D C P T J K Pg N Short-beaked echidna Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Monotremata Superfamily: Ornithorhynchoidea Family: TachyglossidaeGill, 1872 Type genus TachyglossusIlliger, 1811 Species Genus Tachyglossus T. aculeatus Genus Zaglossus Z. attenboroughi ...
1994 live album by Various artistsWoodstock DiaryLive album by Various artistsReleasedAugust 30, 1994RecordedAugust 15–18, 1969GenreRockLength68:05LabelAtlanticProducerAlan DouglasWoodstock albums chronology Woodstock: Three Days of Peace and Music(1994) ''Woodstock Diary''(1994) Woodstock 94(1994) Woodstock Diary is a live album recorded at the Woodstock Festival in 1969. It was released in 1994, at the same time as the 4-CD box set Woodstock: Three Days of Peace and Music, but con...
此条目页的主題是擁有中華民國國籍的人民。关于出生或居住於臺灣群島與澎湖群島的先民及人民,請見「臺灣人」。 國籍法Nationality Act狀態:施行中施行日期1929年2月5日修正次數7最新修正2021年12月15日法規類別母法中華民國憲法類行政部內政部目戶政目參考文獻所有條文國籍法沿革法規沿革立法歷程 1929年2月5日由國民政府簽署總統令公佈後,自1929年2月5日起施行...
French architect 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: Alexandre-Théodore Brongniart – news · newspapers · books · scholar · JSTOR (October 2012) (Learn how and when to remove this message) Alexandre-Théodore BrongniartAlexandre-Théodore Brongniart with his design for the Paris Bourse (1808)Born...
One of the 234 State Legislative Assembly Constituencies in Tamil Nadu in India SulurConstituency No. 116 for the Tamil Nadu Legislative AssemblyConstituency detailsCountryIndiaRegionSouth IndiaStateTamil NaduDistrictCoimbatoreLS constituencyCoimbatoreEstablished1957Total electors3,17,124[1]ReservationNoneMember of Legislative Assembly16th Tamil Nadu Legislative AssemblyIncumbent V. P. Kandasamy Party AIADMKElected year2021 Sulur (Tamil: சூலூர்) is a legislative...
French artist (1828–1906) Étienne CarjatSelf-portrait, c. 1865Born(1828-03-28)28 March 1828Fareins, FranceDied8 March 1906(1906-03-08) (aged 77)Paris, FranceOccupation(s)Journalist, caricaturist, photographer Étienne Carjat (French pronunciation: [etjɛn kaʁʒa]; 28 March 1828 – 8 March 1906) was a French journalist, caricaturist and photographer. He co-founded the magazine Le Diogène, and founded the review Le Boulevard. He is best known for his numerous portra...
Disambiguazione – Se stai cercando altri significati, vedi Teano (disambigua). Questa voce o sezione sull'argomento geografia ha problemi di struttura e di organizzazione delle informazioni. Motivo: La voce non segue Wikipedia:Modello di voce/Centro abitato nei contenuti. Contiene sezioni da ristrutturare o da eliminare. Diversi contenuti non sono enciclopedici. Risistema la struttura espositiva, logica e/o bibliografica dei contenuti. Nella discussione puoi collaborare con altri uten...
Geometric arrangements of points, foundational to Lie theory This article is about root systems in mathematics. For plant root systems, see Root. Lie groups and Lie algebras Classical groups General linear GL(n) Special linear SL(n) Orthogonal O(n) Special orthogonal SO(n) Unitary U(n) Special unitary SU(n) Symplectic Sp(n) Simple Lie groups Classical An Bn Cn Dn Exceptional G2 F4 E6 E7 E8 Other Lie groups Circle Lorentz Poincaré Conformal group Diffeomorphism Loop Euclidean Lie algebras Lie...