Harald Jäger
|
Read other articles:
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 Oktober 2022. Berikut beberapa dialek dalam Bahasa Persia. Dialek ini memiliki ciri khas dan logat masing-masing. Dilarang melakukan vandalisme terhadap artikel ini, jika ingin menambahkan silakan tambahkan.[1][2] Daftar Dialek Dialek Abşeron Dialek...
George WaldKinderen praten bertemu Nobelprijswinnaars di Amsterdam; George Wald, 1987Lahir(1906-01-18)18 Januari 1906New York CityMeninggal12 April 1997(1997-04-12) (umur 91)Cambridge, MassachusettsKebangsaanAmericanDikenal atasPigments in the retinaPenghargaanPenghargaan Nobel (1967)Penghargaan Lasker (1953)Karier ilmiahBidangNeurobiologiInstitusiHarvard University George Wald (18 Januari 1906 – 12 April 1997) ialah seorang ilmuwan Amerika Serikat. Saat meneliti biokimi...
Overview of space research concerning non-human animals Space pioneer Miss Baker, a squirrel monkey, rode a Jupiter IRBM (scale model of rocket shown) into space in 1959. Landmarks for animals in space 1947: First animals in space (fruit flies) 1949: First primate and first mammal in space 1950: First mouse in space 1951: First dogs in space 1957: First animal in orbit 1959: First rabbit in space 1960: First animals to survive Earth orbit 1961: First ape in space 1961: First guinea pig in spa...
Human-like decoy or mannequin placed in fields For other uses, see Scarecrow (disambiguation). For the characters, see Scarecrow (Oz), Scarecrow (DC Comics), and Scarecrow (Marvel Comics). A grouping of scarecrows in a rice paddy in Japan A scarecrow is a decoy or mannequin that is often in the shape of a human. Humanoid scarecrows are usually dressed in old clothes and placed in open fields to discourage birds from disturbing and feeding on recently cast seed and growing crops.[1] Sc...
Governorate of Yemen 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: Raymah Governorate – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this template message) You can help expand this article with text translated from the corresponding article in Arabic. (Dece...
Nikolaus Kratzer Nikolaus Kratzer (1487 – 1550) è stato un matematico tedesco. Artefice e matematico nativo di Monaco, lavorò a Londra dal 1524 fino alla morte. Durante il regno di Enrico VIII, che manifestò forte interesse per la cosmografia e per le imprese di oltremare, fu nominato astronomo e orologiaio regale. Insegnò all'Università di Oxford astronomia e dottrina della sfera. Gli orologi solari che costruì ne mostrano la competenza geometrica e l'abilità di orologiaio. Si offr�...
Berikut ini merupakan daftar episode musim pertama dari seri Detektif Conan. Daftar episode EP# Judul Funimation Entertainment/Terjemahan judul bahasa JepangJudul bahasa Jepang Tanggal mengudara Tanggal mengudara (versi bahasa Inggris) Orig.Jp. Funi.Eng. 0101The Big Shrink / Kasus Pembunuhan Roller CoasterJet Coaster Satsujin Jiken (ジェットコースター殺人事件)8 Januari 199624 Mei 2004[1] 0202The Kidnapped Debutante / Kasus Penculikan Anak Perempuan Presiden...
Права Права людини громадянські та політичні економічні, соціальні та культурні три покоління Права бенефіціарів ЛГБТ (трансгендери)глухігромадянидітижінкикоролікорінні народикредиторилюдименшиниобвинуваченіроботирослиниселяниспоживачітвариничоловікиінваліди...
Annual cycle race hosted in Cape Town, South Africa Cape Town Cycle TourRace detailsDateSecond Sunday in MarchRegionCape Town, South AfricaDisciplineRoad raceTypeOne-dayOrganiserCape Town Cycle Tour TrustWeb sitewww.capetowncycletour.comHistoryFirst edition1978; 46 years ago (1978)Editions45 (as of 2023)First winner Lawrence Whittaker (RSA) Most wins Willie Engelbrecht (RSA) (5 wins) Most recent Chris Jooste (RSA) Sun Va...
SDN Pondok Kelapa 11 PetangInformasiJenisSekolah Dasar NegeriNomor Statistik Sekolah101016403168Kepala SekolahEko Lestariyanti, M.Pd [1]Jumlah kelasKelas I sampai kelas VIJumlah siswa231 orang[1]AlamatLokasiKomplek Perumkar Pemda DKI Pondok KelapaKecamatan Duren SawitJakarta Timur, Jakarta Timur, Jakarta, IndonesiaTel./Faks.+62-21-8652-341Koordinat6°14′24″S 106°56′21″E / 6.24011666667°S 106.93908333°E / -6.24011666667; 106.939...
此條目可能包含不适用或被曲解的引用资料,部分内容的准确性无法被证實。 (2023年1月5日)请协助校核其中的错误以改善这篇条目。详情请参见条目的讨论页。 各国相关 主題列表 索引 国内生产总值 石油储量 国防预算 武装部队(军事) 官方语言 人口統計 人口密度 生育率 出生率 死亡率 自杀率 谋杀率 失业率 储蓄率 识字率 出口额 进口额 煤产量 发电量 监禁率 死刑 国债 ...
Estoril Open 2003 Sport Tennis Data 7 aprile – 14 aprile Edizione 14a Superficie Terra rossa Località Oeiras, Portogallo Campioni Singolare maschile Nikolaj Davydenko Singolare femminile Magüi Serna Doppio maschile Mahesh Bhupathi / Maks Mirny Doppio femminile Petra Mandula / Patricia Wartusch 2002 2004 L'Estoril Open 2003 è stato un torneo di tennis giocato sulla terra rossa. È stata la 14ª edizione dell'Estoril Open, che fa parte della categoria International Series nell'ambit...
For the American rock band, see Brownsville Station (band). Miami-Dade Transit metro station ● BrownsvilleMetrorail metro stationBrownsville Transit Village in 2012General informationLocation5200 NW 27th AvenueMiami, FloridaCoordinates25°49′19″N 80°14′26″W / 25.82194°N 80.24056°W / 25.82194; -80.24056Owned byMiami-Dade CountyPlatforms2 side platformsTracks2Connections Metrobus: 27, 54ConstructionParkingPark and ride (423 spaces)AccessibleYesOther informat...
Term in mathematical logic The parallels axiom (P) is independent of the remaining geometry axioms (R): there are models (1) that satisfy R and P, but also models (2,3) that satisfy R, but not P. In mathematical logic, independence is the unprovability of a sentence from other sentences. A sentence σ is independent of a given first-order theory T if T neither proves nor refutes σ; that is, it is impossible to prove σ from T, and it is also impossible to prove from T that σ is false. Somet...
此條目缺少有關频率 (统计学)的信息。 (2024年5月29日)請擴充此條目相關信息。討論頁可能有詳細細節。 三個閃動的光圓,從最低頻率(上端)至最高頻率(下端)。 频率(frequency)又稱週率,是物理学上描述某具规律週期性的现象或事件,在每单位时间内(即每秒)重复发生的次数(週期數,即循环次数);通常以符号 f {\displaystyle f} 或 ν {\displaystyle \nu } 表示。频率�...
American politician (born 1950) Patty MurrayOfficial portrait, 2013President pro tempore of the United States SenateIncumbentAssumed office January 3, 2023Preceded byPatrick LeahyChair of the Senate Appropriations CommitteeIncumbentAssumed office January 3, 2023Preceded byPatrick Leahy Committee positions2011–2023 Chair of the Senate Health, Education, Labor and Pensions CommitteeIn officeFebruary 3, 2021 – January 3, 2023Preceded byLamar AlexanderSucceeded byBern...
Questa voce sull'argomento contee dell'Indiana è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Contea di MarionconteaLocalizzazioneStato Stati Uniti Stato federato Indiana AmministrazioneCapoluogoIndianapolis Data di istituzione1822 TerritorioCoordinatedel capoluogo39°46′48″N 86°08′24″W39°46′48″N, 86°08′24″W (Contea di Marion) Superficie1 044 km² Abitanti903 393 (2010) Densità865,32 ab./km² Altre inform...
Perea dan wilayah-wilayah disekitarnya pada abad ke-1 Perea adalah sebuah wilayah dari kerajaan Herodes Agung yang berada di bagian timur lembah Sungai Jordan Secara tradisional, tempat ini dianggap berbatasan dengan tepi timur Sungai Jordan antara sungai Arnon (Wadi Mujib) dan Hieromax (Sungai Yarmouk). [1] Diarsipkan 2012-09-24 di Wayback Machine. Lihat pula Transjordan (Alkitab) Transjordan (wilayah) Pranala luar Perea entry in historical sourcebook by Mahlon H. Smith
Frekuensi dasar suatu senar dan enam frekuensi di atasnya. Frekuensi dasar adalah frekuensi terendah suatu bentuk gelombang periodik. Frekuensi dasar biasanya disingkat f0 (or FF), menunjukkan frekuensi terendah dihitung dari nol.[1][2][3] Dalam konteks lain, frekuensi dasar disingkat f1, harmonik yang pertama.[4][5][6][7][8] (harmonik yang kedua adalah f2 = 2⋅f1, dll. Dalam konteks ini, harmoni nol adalah 0 Hz.) Kita dapa...
Part of a series onAnarchism History Outline Schools of thought Capitalist Feminist Green Primitivist Social ecology Total liberation Individualist Egoist Free-market Naturist Philosophical Mutualism Postcolonial African Black Queer Religious Christian Jewish Social Collectivist Parecon Communist Magonism Without adjectives Methodology Agorism Illegalism Insurrectionary Communization Expropriative Pacifist Platformism Especifismo Relationship Syndicalist Synthesis Theory Practice Anarchy Ana...