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Boy Lestari H. Boy Lestari Datuak Palindih (5 Mei 1958 – 9 Januari 2021) adalah seorang ulama dan pengusaha Indonesia. Ia mendirikan PT Buana Lestari Advertising yang bergerak di bidang percetakan dan periklanan. Ia menjabat Ketua DPW Persatuan Tarbiyah Islamiyah (Tarbiyah) Sumatera Barat periode 2007-2012 dan 2012-2017.[1] Setelah islah Tarbiyah-Perti, ia menjabat sebagai Sekretaris PD Tarbiyah-Perti Sumatera Barat. Ia juga memimpin Majelis Dzikir Babussalam dan Ketua...
IdahoNegara bagian BenderaLambangPeta Amerika Serikat dengan ditandaiNegaraAmerika SerikatSebelum menjadi negara bagianIdaho TerritoryBergabung ke Serikat3 Juli 1890 (43)Kota terbesarBoiseMetropolitan terbesarKawasan metropolitan BoisePemerintahan • GubernurC.L. Butch Otter (R) • Wakil GubernurBrad Little (R) • Majelis tinggi{{{Upperhouse}}} • Majelis rendah{{{Lowerhouse}}}Senator ASMike Crapo (R)Jim Risch (R)Delegasi DPR AS1-Walt Minnick (D)2-M...
Philosophical and theological school of thought For the type of dictatorship, see Dictatorship § Personalist, and Personalismo. See also: Personism and Theistic Personalism George HowisonMax SchelerJohn Paul II Personalism is an intellectual stance that emphasizes the importance of human persons. Personalism exists in many different versions, and this makes it somewhat difficult to define as a philosophical and theological movement.[1] Friedrich Schleiermacher first used th...
Orbit oskulasi (dalam, hitam) dan orbit perturbasi (merah) Dalam astronomi, dan khususnya dalam astrodinamika, orbit oskulasi suatu objek di ruang angkasa pada waktu tertentu adalah orbit Kepler gravitasi (yaitu orbit elips atau kerucut lainnya) yang akan ada di sekitar badan pusatnya jika tidak ada perturbasi.[1] Artinya, itu adalah orbit yang bertepatan dengan vektor keadaan orbit saat ini (posisi dan kecepatan). Etimologi Kata osculate adalah bahasa Latin untuk ciuman. Dalam matema...
Ini merupakan nama Spanyol. Nama keluarga pertamanya adalah Barreto dan nama keluarga keduanya adalah Cáceres. Édgar Barreto Informasi pribadiNama lengkap Édgar Osvaldo Barreto CáceresTanggal lahir 15 Juli 1984 (umur 39)Tempat lahir Asunción, ParaguayTinggi 1,78 m (5 ft 10 in)Posisi bermain GelandangInformasi klubKlub saat ini PalermoNomor 5Karier senior*Tahun Tim Tampil (Gol)2002–2003 Cerro Porteño 26 (4)2004–2007 NEC 95 (10)2007–2009 Reggina 68 (5)2009–2011...
Cet article est une ébauche concernant le Concours Eurovision de la chanson et la Lituanie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) ; pour plus d’indications, visitez le projet Eurovision. Lituanieau Concours Eurovision 2010 Données clés Pays Lituanie Chanson East european funk Interprète Inculto Compositeur InCulto Parolier InCulto Langue Anglais Sélection nationale Date 4 mars 2010 Concours Eurovision de la chanson 2010 Position en demi-...
此條目可参照英語維基百科相應條目来扩充。 (2021年5月6日)若您熟悉来源语言和主题,请协助参考外语维基百科扩充条目。请勿直接提交机械翻译,也不要翻译不可靠、低品质内容。依版权协议,译文需在编辑摘要注明来源,或于讨论页顶部标记{{Translated page}}标签。 约翰斯顿环礁Kalama Atoll 美國本土外小島嶼 Johnston Atoll 旗幟颂歌:《星條旗》The Star-Spangled Banner約翰斯頓環礁�...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) هذه مقالة غير مراجعة. ينبغي أن يزال هذا القالب بعد أن يراجعها محرر؛ إذا لزم الأمر فيجب أن توسم المقالة بقو...
Philosophical traditions from mainland Europe Continental Philosophy redirects here. For the 2005 book by William R. Schroeder, see Continental Philosophy: A Critical Approach. Part of a series onPhilosophy Philosophy portal Contents Outline Lists Glossary History Categories Disambiguation Philosophies By period Ancient Ancient Egyptian Ancient Greek Medieval Renaissance Modern Contemporary Analytic Continental By region African Egypt Ethiopia South Africa Eastern philosophy Chinese India...
High-level programming language first released in 1980 AdaParadigmMulti-paradigm: structured, imperative, object-oriented, aspect-oriented,[1] concurrent, array, distributed, generic, procedural, metaFamilyPascalDesigned by MIL-STD-1815, Ada 83: Jean Ichbiah Ada 95: Tucker Taft Ada 2005: Tucker Taft Ada 2012: Tucker Taft First appearedFebruary 1980; 44 years ago (1980-02)Stable releaseAda 2022 / May 2023 Typing disciplinestatic, strong, safe, nominalOS...
Cetruminantia Periode Eosen Awal - Masa kini Cetruminantia TaksonomiKelasMammaliaOrdoArtiodactylaTanpa nilaiCetruminantia Subkelompok Cetancodontamorpha Ruminantiamorpha Cetruminantia adalah sebuah klad yang terdiri dari Whippomorpha dan kerabat hidup terdekatnya, Ruminantia.[1] Posisi Cetruminantia pada Artiodactyla dapat diwakili pada kladogram dibawah:[2][3][4][5][6] Artiodactyla Tylopoda (unta) Artiofabula &...
Men's national association football team representing Nigeria This article is about the men's team. For the women's team, see Nigeria women's national football team. NigeriaNickname(s)Super EaglesAssociationNigeria Football Federation (NFF)ConfederationCAF (Africa)Sub-confederationWAFU (West Africa)Head coachFinidi GeorgeCaptainWilliam Troost-EkongMost capsAhmed Musa (109)Top scorerRashidi Yekini (37)Home stadiumMoshood Abiola National StadiumFIFA codeNGA First colours Second colours FIFA ran...
Алан ПінкертонAllan PinkertonПортрет 1861 рокуНародився25 серпня 1819(1819-08-25)Ґлазґо, Шотландія, Британська імперіяПомер1 липня 1884(1884-07-01) (64 роки)Чикаго, Іллінойс, США·гангренаПохованняҐрейсленд, ЧикагоКраїна США (з 1842 року) Британська імперіяНаціональністьшотландецьДіяльністьд...
Genus of carnivorous plants This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (November 2021) (Learn how and when to remove this message) Byblis Byblis liniflora Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Lamiales Family: ByblidaceaeDomin[1] Genus: ByblisSalisb. Byblis (/ˈbɪ...
Czechoslovak actor Svatopluk BenešBorn(1918-02-24)24 February 1918Raudnitz an der Elbe, Bohemia, Austria-Hungary (now Roudnice nad Labem, Czech Republic)Died27 April 2007(2007-04-27) (aged 89)Prague, Czech RepublicOccupationActorYears active1934–2003 Svatopluk Beneš (24 February 1918 – 27 April 2007) was a Czechoslovak film actor.[1] He appeared in 90 films and television shows between 1934 and 2003. Selected filmography Pacientka Dr. Hegla (1940) Pohádka máje (1...
United States historic placeFort MontgomeryU.S. National Register of Historic Places The remaining southern two bastions and curtain (wall) of Fort Montgomery, July 17, 2011. Note the numerous rifle loopholes on the lower level.Show map of New YorkShow map of the United StatesLocationRouses Point, Champlain, Clinton County, New York, USBuilt1844ArchitectMontgomery C. Meigs; Joseph TottenNRHP reference No.77000937Added to NRHPAugust 22, 1977[1] Fort Montgomery on Lake Champla...
Japanese geophysicist (1884–1958) Motonori MatuyamaProfessor Motonori Matuyama (right) and technical assistant Naoiti Kumagai (left) with Meinesz’s pendulum aboard submarine Ro 57 in 1934BornOctober 25, 1884Uyeda, JapanDiedJanuary 27, 1958 (1958-01-28) (aged 73)Yamaguchi, JapanNationalityJapaneseAlma materKyoto Imperial UniversityKnown forFirst evidence and time-scale for geomagnetic reversals; Matuyama reversed chronScientific careerFieldsGeophysicsInstitutionsKyoto I...
Pour les articles homonymes, voir Eisenstein. Julius EisensteinJulius EisensteinBiographieNaissance 12 novembre 1854Międzyrzec Podlaski (royaume du Congrès)Décès 17 mai 1956 (à 101 ans)New YorkSépulture QueensNom de naissance Yehuda Dovid EizensztejnSurnom בעל האוצרותNationalités royaume du Congrès (12 novembre 1854 - 1867)russe (1867-1872)américaine (1872 - 17 mai 1956)Domicile Międzyrzec PodlaskiActivités Écrivain, éditeur, traducteur, encyclopédistePère Zeev ...
Un cubo perfetto è un qualsiasi numero naturale la cui radice cubica corrisponde ad un numero intero. y=x³, per valori interi 1≤x≤25. In aritmetica e algebra, il cubo di un numero n è la sua terza potenza, cioè il risultato della moltiplicazione del numero per sé stesso tre volte: n3 = n × n × n. Si tratta anche della formula per calcolare il volume di un cubo il cui lato ha una lunghezza pari a n. Da qui il nome. La funzione inversa di trovare il numero il cui cubo è n è...
Naval conflict from 1665 to 1667 Second Anglo-Dutch WarPart of the Anglo-Dutch WarsThe Four Days' Battle, 1–4 June 1666, by Abraham StorckDate4 March 1665 – 31 July 1667 (1665-03-04 – 1667-07-31)LocationNorth Sea, English Channel, North America, West Africa, East Indies, The Guianas, and the CaribbeanResult Treaty of BredaTerritorialchanges Dutch Republic cedes New Amsterdam to England, England cedes English Guiana, Fort Cormantin, in the Gold Coast, a...