蛇池神社
|
Read other articles:
Ilza Mayuni Koordinator Kopertis Wilayah III JakartaMasa jabatan2010–2014 Informasi pribadiLahir22 Juni 1959 (umur 64)Lawang, Agam, Sumatera BaratSuami/istriErman SyamsuddinAnakGita HandayaniRidha GhassinyAlma mater- Universitas Negeri Jakarta- Macquarie University, Sydney, Australia- IKIP PadangSunting kotak info • L • B Prof. Dr. Ilza Mayuni, M.A. (lahir 22 Juni 1959)[1] adalah seorang pengajar Indonesia. Ia berkarier sebagai Dekan Fakultas Bahasa dan Seni Unive...
Tikus gemuk Afrika Pousargues Steatomys opimus Status konservasiRisiko rendahIUCN136513 TaksonomiKerajaanAnimaliaFilumChordataKelasMammaliaOrdoRodentiaFamiliMuridaeGenusSteatomysSpesiesSteatomys opimus Pousargues, 1894 lbs Tikus gemuk Afrika Pousargues (Steatomys opimus) adalah sebuah spesies hewan pengerat. Spesies tersebut berasal dari Republik Afrika Tengah, Kamerun dan Republik Demokratik Kongo. Referensi ^ Hoffmann, M.; Cox, N. (2008). Steatomys opimus. Diakses tanggal 12 August 2012....
American politician (born 1984) Joe NeguseHouse Assistant Democratic LeaderIncumbentAssumed office March 20, 2024LeaderHakeem JeffriesPreceded byJim ClyburnChair of the House Democratic Policy and Communications CommitteeIn officeJanuary 3, 2021 – March 20, 2024LeaderNancy PelosiHakeem JeffriesPreceded byDavid CicillineSucceeded byDebbie DingellMember of the U.S. House of Representativesfrom Colorado's 2nd districtIncumbentAssumed office January 3, 2019Preceded ...
Major League Baseball (MLB)National Basketball Association (NBA)National Football League (NFL)National Hockey League (NHL)Major League Soccer (MLS)Canadian Football League (CFL) Major professional sports leagues in the United States and Canada traditionally include four leagues: Major League Baseball (MLB), the National Basketball Association (NBA), the National Football League (NFL), and the National Hockey League (NHL). Other prominent leagues include Major League Soccer (MLS) and the Cana...
Sceaux 行政国 フランス地域圏 (Région) イル=ド=フランス地域圏県 (département) オー=ド=セーヌ県郡 (arrondissement) アントニー郡小郡 (canton) 小郡庁所在地INSEEコード 92071郵便番号 92330市長(任期) フィリップ・ローラン(2008年-2014年)自治体間連合 (fr) メトロポール・デュ・グラン・パリ人口動態人口 19,679人(2007年)人口密度 5466人/km2住民の呼称 Scéens地理座標 北緯48度4...
哈比卜·布尔吉巴الحبيب بورقيبة第1任突尼斯总统任期1957年7月25日—1987年11月7日(30年105天)总理巴希·拉德加姆(英语:Bahi Ladgham)(1969年-1970年)赫迪·努伊拉(英语:Hedi Nouira)(1970年-1980年)穆罕默德·姆扎利(英语:Mohammed Mzali)(1980年-1986年)拉希德·斯法尔(英语:Rachid Sfar)(1986年-1987年)宰因·阿比丁·本·阿里(1987年)继任宰因·阿比丁·本·...
Skadron Pendidikan 802/PutratWing Pendidikan 800/KopasgatNegara IndonesiaCabang TNI Angkatan UdaraTipe unitKomando PendidikanBagian dari Wingdik 800/KopasgatSitus webkopasgat.tni-au.mil.id/ Skadron Pendidikan 802/Tempur Darat (Skadik 802/Purrat) sebelumnya bernama Satuan Pendidikan Tempur Darat disingkat (Satdik Purrat) adalah satuan pelaksana di bawah kendali Wing Pendidikan 800/Kopasgat melaksanakan pendidikan dan latihan dibidang pertempuran darat yang meliputi Kursus Komando (Dikko),...
وزارة الثقافة العراقية تفاصيل الوكالة الحكومية البلد العراق الإدارة منصب المدير وزير الثقافة والسياحة والآثار [لغات أخرى] الوزراء المسؤولون أحمد فكاك البدراني موقع الويب mocul.gov.iq الموقع الرسمي تعديل مصدري - تعديل وزارة الثقافة العراقية هي إحدى وزا�...
Relationships among bond yields of different maturities This article is about relationships among bond yields of different maturities. For other uses, see Yield curve (disambiguation). 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: Yield curve – news · newspapers · books · scholar · JSTOR (June 2011) (Learn...
العلاقات المجرية المغربية المجر المغرب المجر المغرب تعديل مصدري - تعديل العلاقات المجرية المغربية هي العلاقات الثنائية التي تجمع بين المجر والمغرب.[1][2][3][4][5] جدد وزير الشؤون الخارجية والتجارة الهنغاري، بيتر زيجارتو، في 15 نونبر 2023 بال...
American former National Guard soldier and political candidate (born 1992) Alek SkarlatosBornAleksander Reed Skarlatos (1992-10-10) October 10, 1992 (age 31)Castro Valley, California, U.S.CitizenshipUnited States (1992–present)France (2018–present)Alma materUmpqua Community CollegePolitical partyRepublicanMilitary careerAllegiance United StatesService/branch United States ArmyYears of service2012–2017Rank SpecialistUnit Oregon Army National GuardBattles/warsWar ...
Disused railway station in South Yorkshire, England Hazlehead BridgeSite of Hazlehead railway station, DunfordGeneral informationLocationDunford Bridge, BarnsleyEnglandCoordinates53°31′20″N 1°42′33″W / 53.52220°N 1.70910°W / 53.52220; -1.70910Grid referenceSE193028Platforms2Other informationStatusDisusedHistoryOriginal companySheffield, Ashton-under-Lyne and Manchester RailwayPre-groupingGreat Central RailwayPost-groupingLondon and North Eastern RailwayKey ...
State highway in Fairfield County, Connecticut, US Route 53Map of Fairfield County in southwestern Connecticut with Route 53 highlighted in redRoute informationMaintained by CTDOTLength23.57 mi[1] (37.93 km)Existed1932–presentMajor junctionsSouth end US 1 in NorwalkMajor intersections Route 57 in Weston Route 107 in ReddingNorth end I-84 / US 6 / US 7 / US 202 / Route 37 / Route 39 in Danb...
Pour les articles homonymes, voir Simon. Émilie Simon Émilie Simon en 2012Informations générales Nom de naissance Émilie Marie Simon Naissance 17 juillet 1978 (46 ans) Montpellier Activité principale Auteure-compositrice-interprète, productrice Genre musical Musique électronique, synthpop, trip hop Instruments Guitare électrique Fender Jagstang et acoustique Little Martin LXK2, Piano, Tenori-on, BRAAHS (Brissot Radio Acquisition For A Cappella Hand Selector) Années actives 200...
Artikel ini memiliki beberapa masalah. Tolong bantu memperbaikinya atau diskusikan masalah-masalah ini di halaman pembicaraannya. (Pelajari bagaimana dan kapan saat yang tepat untuk menghapus templat pesan ini) Artikel biografi ini ditulis menyerupai resume atau daftar riwayat hidup (Curriculum Vitae). Tolong bantu perbaiki agar netral dan ensiklopedis. Artikel ini berisi daftar yang lebih baik ditulis dalam bentuk prosa. Anda dapat membantu Wikipedia dengan mengubah artikel ini ke dalam bent...
Logo Het voormalige hoofdkantoor van ICI in Londen Imperial Chemical Industries (ICI) is een van oorsprong Brits bedrijf en was een van de grootste chemische concerns ter wereld. Het heeft bestaan van 1926 tot 2007, toen het werd overgenomen door AkzoNobel. Oprichting In 1926 werd op een schip, de RMS Aquitania, een overeenkomst gesloten tussen vier Britse chemieconcerns, en wel:[1] Brunner, Mond & Co, een producent van alkali, De Britse tak van Nobel Industries, United Alkali Com...
Analysis of facts to form a judgment For the American drama film, see Critical Thinking (film). Not to be confused with Critical theory. Critical thinking is the analysis of available facts, evidence, observations, and arguments in order to form a judgement by the application of rational, skeptical, and unbiased analyses and evaluation.[1] In modern times, the use of the phrase critical thinking can be traced to John Dewey, who used the phrase reflective thinking.[2] The appli...
United States historic placeBilly Simpson's House of Seafood and SteaksU.S. National Register of Historic PlacesD.C. Inventory of Historic Sites Billy Simpson's (third building from the left), 2012Show map of the District of ColumbiaShow map of the United StatesLocation3815 Georgia Ave., NW., Washington, D.C.Coordinates38°56′17″N 77°01′27″W / 38.93806°N 77.02417°W / 38.93806; -77.02417NRHP reference No.09000152[1]Significant datesAdded to ...
Soviet mathematician (1901–1975) Pyotr NovikovПётр Но́виковNovikovBorn(1901-08-15)15 August 1901Moscow, Russian EmpireDied9 January 1975(1975-01-09) (aged 73)Moscow, Soviet UnionAlma materMoscow UniversityKnown forNovikov–Boone theoremSpouseLyudmila KeldyshChildrenSergei NovikovScientific careerFieldsMathematicsInstitutionsSteklov Institute of MathematicsMoscow State Teachers Training InstituteMoscow D. Mendeleev Institute of Chemical TechnologyDoctoral students...
For locally approximating a function with a polynomial, see Taylor series. For graphs with sparse shallow minors, see Bounded expansion. In mathematics, an expansion of a product of sums expresses it as a sum of products by using the fact that multiplication distributes over addition. Expansion of a polynomial expression can be obtained by repeatedly replacing subexpressions that multiply two other subexpressions, at least one of which is an addition, by the equivalent sum of products, contin...