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Beatus RhenanusNama dalam bahasa asli(la) Beatus Rhenanus(fr) Beatus Rhenanus BiografiKelahiran(und) Beat Bild 22 Agustus 1485 Sélestat Kematian20 Juli 1547 (61 tahun)Strasbourg Data pribadiNama samaranLicentius Evangelus Pendidikancollège du Cardinal-Lemoine (en) KegiatanPekerjaanPublisher (en), sejarawan, filsuf, classical philologist (en) dan ahli hukum Murid dariJacques Lefèvre d'Étaples dan Charles de Bovelles (en) Karya kreatifKarya terkenal Rerum Germanicarum libri tres (en) Beatus...

You can help expand this article with text translated from the corresponding article in German. (October 2020) Click [show] for important translation instructions. View a machine-translated version of the German article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikip...

American sociologist (born 1951) Doug McAdam Doug McAdam (born August 31, 1951)[1] is Professor of Sociology at Stanford University. He is the author or co-author of over a dozen books and over fifty articles, and is widely credited as one of the pioneers of the political process model in social movement analysis.[citation needed] He wrote one of the first books on the theory in 1982 when analyzing the U.S. Civil Rights Movement: Political Process and the Development of the Bl...

Elections 2006 United States House of Representatives elections in Arkansas ← 2004 November 7, 2006 (2006-11-07) 2008 → All 4 Arkansas seats to the United States House of Representatives   Majority party Minority party   Party Democratic Republican Last election 3 1 Seats won 3 1 Seat change Popular vote 456,569 306,442 Percentage 59.8% 40.2% Swing 5.9% 6.5% Congressional district resultsCounty results Democratic   5...

Chicago Pile-1PrésentationType Pile atomiqueConcepteur Enrico FermiMise en service 2 décembre 1942Mise à l’arrêt définitif 28 février 2023CaractéristiquesCaloporteur airModérateur graphiteNeutrons thermiquesLocalisationLocalisation Illinois  États-UnisCoordonnées 41° 47′ 32″ N, 87° 36′ 03″ Omodifier - modifier le code - modifier Wikidata L'équipe de la Chicago Pile-1Rangée à l'arrière : Norman Hilberry (en), Samuel Alliso...

Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (décembre 2008). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les références utiles à sa vérifiabilité et en les liant à la section « Notes et références ». En pratique : Quelles sources sont attendues ?...

Membabi ButaIndeks kartuSutradaraJoel FadlyProtagonisPrisia NasutionIvanka SuwandiLenny CharlotteProduksi seni pertunjukanDevi MonicaPenampilan perdana4 Mei 2017Bahasa asli (film atau acara televisi)Indonesia Lokasi pemfilmanIndonesia DeskripsiGenrefilm horor Latar tempatIndonesia lbs Membabi Buta (digayakan sebagai Membabi-Buta) merupakan film hantu-seru Indonesia yang dirilis pada 4 Mei 2017 dan disutradarai oleh Joel Fadly. Film ini dibintangi oleh Prisia Nasution, Ivanka Suwandi, dan Len...

acido γ-linolenico Nome IUPACacido (6Z,9Z,12Z)-ottadeca-6,9,12-trienoico Nomi alternativiacido gamma-linolenico, acido gamolenico Caratteristiche generaliFormula bruta o molecolareC18H30O2 Massa molecolare (u)278.4296 g/mol Numero CAS506-26-3 Numero EINECS624-740-4 Codice ATCD11AX02 PubChem5280933 DrugBankDB13854 SMILESCCCCCC=CCC=CCC=CCCCCC(=O)O Indicazioni di sicurezzaModifica dati su Wikidata · Manuale L'acido γ-linolenico (GLA) è un acido grasso che si trova principalmente negli o...

This article is about the aviator. For the stadium, see Stadio Tommaso Dal Molin. Tommaso Dal MolinBorn(1902-01-03)3 January 1902Altissimo, ItalyDied18 January 1930(1930-01-18) (aged 28)Lake Garda, ItalyOccupation(s)Fighter pilotAir racerAerobatic pilot Tommaso Dal Molin (3 January 1902 – 18 January 1930) was an Italian fighter pilot and internationally prominent seaplane air racer and aerobatic pilot of the 1920s. Biography Dal Molin was born on 3 January 1902 in Molino di Altissimo, ...

Museo dell'olivo e dell'olio UbicazioneStato Italia LocalitàTorgiano Indirizzovia Garibaldi, 10 Coordinate43°01′31″N 12°26′03.5″E / 43.025278°N 12.434306°E43.025278; 12.434306Coordinate: 43°01′31″N 12°26′03.5″E / 43.025278°N 12.434306°E43.025278; 12.434306 CaratteristicheTipoEtnografia, Archeologia, Arti applicate Istituzione2000 FondatoriFondazione Lungarotti Apertura2000 DirettoreMaria Grazia Marchetti Lungarotti Visitatori500 (2...

Численность населения республики по данным Росстата составляет 4 003 016[1] чел. (2024). Татарстан занимает 8-е место по численности населения среди субъектов Российской Федерации[2]. Плотность населения — 59,00 чел./км² (2024). Городское население — 76,72[3] % (20...

斯洛博丹·米洛舍维奇Слободан МилошевићSlobodan Milošević 南斯拉夫联盟共和国第3任总统任期1997年7月23日—2000年10月7日总理拉多耶·孔蒂奇莫米尔·布拉托维奇前任佐兰·利利奇（英语：Zoran Lilić）继任沃伊斯拉夫·科什图尼察第1任塞尔维亚总统任期1991年1月11日[注]—1997年7月23日总理德拉古京·泽莱诺维奇（英语：Dragutin Zelenović）拉多曼·博若维奇（英语：Radoman Bo...

Single malt Scotch whiskies distilled in Strathspey Whisky producing regions of Scotland Speyside single malts are single malt Scotch whiskies, distilled in Strathspey, the area around the River Spey in Moray and Badenoch and Strathspey, in northeastern Scotland. The two best-selling single malt whiskies in the world, The Glenlivet and Glenfiddich, come from Speyside. Strathspey has the greatest number of distilleries of any of the whisky-producing areas of Scotland.[1] Dufftown alon...

Ethnic group French JewsJuifs français (French)יהדות צרפת (Hebrew)פֿראַנצויזישע יידן (Yiddish)Total populationCore Jewish population:480,000–550,000[1][2][3][4][5] Enlarged Jewish population(includes non-Jewish relatives of Jews):600,000[6][7]Regions with significant populations LanguagesTraditional Jewish languagesHebrew, Yiddish, Ladino, and other Jewish languages (most endangered and some n...

Disambiguazione – Se stai cercando altri significati, vedi Purgatorio (disambigua). Anime del Purgatorio, gruppo statuario in cartapesta, scuola leccese, secolo XX. Chiesa Madre di Santa Maria di Licodia. Il Purgatorio è il processo o il luogo di purificazione o di pena temporanea in cui, secondo la credenza cattolica, le anime di coloro che muoiono in uno stato di grazia sono preparate per il Paradiso .[1] Nella teologia cattolica è la condizione di coloro che, morti nella grazi...

For the Chekhov story, see Anyuta (short story). For the asteroid, see 3575 Anyuta. This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (August 2013) (Learn how and when to remove this message) Chinese Theatre in Tsarskoe Selo, c. 1900 Anyuta (Russian: Аню́та) is a one-act comic opera to a libretto by Mikhail Popov. First p...

Welsh v. Boy Scouts of AmericaCourtUnited States Court of Appeals for the Seventh CircuitFull case nameMark G.A. Welsh, a minor, and Elliott A. Welsh, his father and next friend v. Boy Scouts of America and Boy Scouts of America West Suburban Council # 147ArguedNov. 13, 1992DecidedMay 17, 1993Citation993 F.2d 1267 (7th Cir. 1993)Case historyPrior history742 F. Supp. 1413 (N.D. Ill. 1990)787 F. Supp. 1511 (N.D. Ill. 1992)Court membershipJudges sittingWalter J. Cummings, Jr., John Louis Coffey...

Turkish politician (born 1966) Ahmet Zenbilci (born 1 October 1966 in Adana, Turkey) is a Turkish politician and member of the Turkish Parliament. He is a member of the Justice and Development Party and deputy for Adana.[1][2][3][4] References ^ TÜRKİYE BÜYÜK MİLLET MECLİSİ. www.tbmm.gov.tr. Retrieved 2021-05-07. ^ AK PARTİ. www.akparti.org.tr. Retrieved 2021-05-07. ^ Ahmet Zenbilci kimdir?. Milli Gazete (in Turkish). Retrieved 2021-05-07. ^ 'Terörle m...

1941 Japanese surprise attack on the US December 7, 1941 redirects here. For the date, see December 1941 § December 7, 1941 (Sunday). Attack on Pearl HarborPart of the Asiatic-Pacific Theater of World War IIPhotograph of Battleship Row taken from a Japanese plane at the beginning of the attack. The explosion in the center is a torpedo strike on USS West Virginia. Two attacking Japanese planes can be seen: one over USS Neosho and one over the Naval Yard.DateDecember 7, 194...

Continuous function on an interval takes on every value between its values at the ends Intermediate value theorem: Let f {\displaystyle f} be a continuous function defined on [ a , b ] {\displaystyle [a,b]} and let s {\displaystyle s} be a number with f ( a ) < s < f ( b ) {\displaystyle f(a)<s<f(b)} . Then there exists some x {\displaystyle x} between a {\displaystyle a} and b {\displaystyle b} such that f ( x ) = s {\displaystyle f(x)=s} . In mathematical analysis, the intermedi...