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Municipal election 1931 Chicago Mayoral election← 19271935 →Turnout82% Nominee Anton Cermak William Hale Thompson Party Democratic Republican Popular vote 671,189 476,922 Percentage 58.4% 41.5% Results by ward Mayor before election William Hale Thompson Republican Elected Mayor Anton Cermak Democratic Elections in Illinois Federal government U.S. Presidential elections 1820 1824 1828 1832 1836 1840 1844 1848 1852 1856 1860 1864 1868 1872 1876 1880 1884 1888 1...
ネオリアリズム 2016年マイルチャンピオンシップ出走時欧字表記 Neorealism[1]香港表記 新寫實派[2]品種 サラブレッド性別 牡[3]毛色 栗毛[3]生誕 2011年3月22日(12歳)[3]抹消日 2018年12月26日[4][5]父 ネオユニヴァース[3]母 トキオリアリティー[3]母の父 Meadow Lake[3]生国 日本(北海道安平町)生産者 ノーザンファーム[...
Pour les autres articles nationaux ou selon les autres juridictions, voir Conseil national. Conseil nationalde la République slovaque(sk) Národná radaSlovenskej republiky IXe législature Logo du Conseil national.Présentation Type Monocaméral Création 18481993 (forme actuelle) Lieu Bratislava Durée du mandat 4 ans Présidence Président Peter Pellegrini (HLAS-SD) Élection 25 octobre 2023 Structure Membres 150 conseillers nationaux Composition actuelle.Données clés Groupes ...
Кансіньоріо делла Скала Народився 5 березня 1340(13400305)ВеронаПомер 18 жовтня 1375ВеронаПоховання ВеронаНаціональність італієцьДіяльність кондотьєрТитул синьйор ВерониТермін 1359—1375 рокиПопередник Кангранде IIНаступник Антоніо IБартоломео IIКонфесія католицтвоРід Ска...
Para otros usos de este término, véase Mérida. Municipio de Mérida Municipio Palacio municipal Escudo Mapa interactivoCoordenadas 20°57′00″N 89°37′00″O / 20.95, -89.616666666667Cabecera municipal MéridaEntidad Municipio • País México • Estado YucatánPresidente municipal Renán Barrera Concha (2021-2024)[1]Superficie • Total 883.4 km² [2]Altitud • Media 10 m s. n. m. • Máxima 9 m ...
Reformierte Kirche Die evangelisch-reformierte Kirche in Oldersum, einem Ortsteil der ostfriesischen Gemeinde Moormerland, wurde 1922/1923 erbaut, nachdem die Vorgängerkirche aus dem frühen 15. Jahrhundert 1916 bei einem Brand zerstört wurde. Inhaltsverzeichnis 1 Geschichte 2 Ausstattung 3 Orgel 4 Siehe auch 5 Literatur 6 Weblinks 7 Einzelnachweise Geschichte Innenraum Wann die erste Kirche in Oldersum errichtet wurde, ist bis dato unbekannt. Um 1400 errichteten die Einwohner des Ortes auf...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أكتوبر 2020) الموت الغريب لأوروبامعلومات عامةالمؤلف دوغلاس موري اللغة الإنجليزية البلد المملكة المتحدة الناشر دار بلومزبري تاريخ الإصدار 4 مايو 2017 المعرفاتOCLC 1027567742 تعد
American basketball player and coach This article is about the basketball person. For the American politician, see Steve Alford (politician). For the professor of British history, see Stephen Alford. Steve AlfordAlford coaching the New Mexico Lobos in 2009Nevada Wolf PackPositionHead coachLeagueMountain West ConferencePersonal informationBorn (1964-11-23) November 23, 1964 (age 59)Franklin, Indiana, U.S.Listed height6 ft 2 in (1.88 m)Listed weight183 lb (83 kg)Ca...
Graça MachelDBEGraça Machel pada 2010Ibu Negara Afrika SelatanMasa jabatan18 Juli 1998 – 14 Juni 1999PresidenNelson MandelaPendahuluWinnie Madikizela-Mandela*PenggantiZanele MbekiIbu Negara MozambikMasa jabatan11 November 1975 – 19 Oktober 1986PresidenSamora MachelPendahulutidak adaPenggantiMarcelina Chissano Informasi pribadiLahir17 Oktober 1945 (umur 78)Incadine, Mozambik (kemudian Afrika Timur Portugis)Suami/istriSamora Machel(m. 1975–1986; kematiannya)Nelson...
This article is about the municipality in India. For its namesake district, see Raichur district. 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: Raichur – news · newspapers · books · scholar · JSTOR (January 2019) (Learn how and when to remove this template message) City in Karnataka, IndiaRaichur Rayachoor...
Миньківці Козятинська дирекція Південно-Західна залізниця зупинний пунктРозташуванняРозташування с. МіньківціКоординати 49°59′32″ пн. ш. 29°07′35″ сх. д. / 49.99222° пн. ш. 29.12639° сх. д. / 49.99222; 29.12639СтруктураЛінія(ї) Брівки — АндрушівкаПлатфор...
For the sculpture in Salisbury, North Carolina, United States, see Gloria Victis (Confederate monument). Gloria VictisA casting in Washington, DCArtistAntonin MerciéYear1874TypeBronze Gloria Victis (glory to the vanquished) is a sculpture by Antonin Mercié. Many casts, with different finishes, exist of the group. That pictured here is seen at the National Gallery of Art in Washington DC. Another example of the statue can be found in Bordeaux, France, where it faces Saint André's Cathedral....
Canadian government commission The Commission of Inquiry into the Non-Medical Use of Drugs, often referred to as the Le Dain Commission after its chair Dean Gerald Le Dain, was a Canadian government commission that was begun in 1969 and completed its work in 1972. The recommendations of Gerald Le Dain, Heinz Lehmann and J. Peter Stein included legalization of the simple possession of cannabis and cultivation for personal use.[1] Marie-Andrée Bertrand, writing for a minority view, rec...
German cyclist Emma HinzeHinze in 2022Personal informationBorn (1997-09-17) 17 September 1997 (age 26)Hildesheim, GermanyHeight1.68 m (5 ft 6 in)Weight63 kg (139 lb)Team informationDisciplineTrackRoleRider Medal record Women's track cycling Representing Germany Olympic Games 2020 Tokyo Team sprint World Championships 2020 Berlin Sprint 2020 Berlin Keirin 2020 Berlin Team sprint 2021 Roubaix Sprint 2021 Roubaix Team sprint 2022 Saint-Quentin-en-Yvelines Team...
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: Middle East nuclear weapon free zone – news · newspapers · books · scholar · JSTOR (February 2014) (Learn h...
American children's animated television series This article is about the animated series. For the character, see Krypto. Krypto the SuperdogGenreComedySuperheroBased onKryptoby Otto BinderCurt SwanDeveloped byAlan BurnettPaul DiniDirected byScott JeraldsTerry Klassen (voice)Voices ofSam VincentBrian DrummondScott McNeilEllen KennedyKelly SheridanMichael DobsonDale WilsonPeter KelamisTerry KlassenTrevor DevallAlberto GhisiTabitha St. GermainNicole OliverMark OliverNicole BoumaTheme music compo...
Species of lizard Forest gecko Conservation status Gradual Decline (NZ TCS)[1] CITES Appendix III (CITES)[2] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Reptilia Order: Squamata Family: Diplodactylidae Genus: Mokopirirakau Species: M. granulatus Binomial name Mokopirirakau granulatusGray, 1845 Synonyms Naultinus granulatus Naultinus pacificus Naultinus brevidactylus Naultinus sylvestris Naultinus versicolor Naultinus sil...
2014 studio album by Taking Back SundayHappiness IsStudio album by Taking Back SundayReleasedMarch 18, 2014 (2014-03-18)RecordedJune–July, August–October 2013StudioRancho Recordo, Fenton, MichiganSapone Productions, Long Island, New YorkGenreAlternative rock, pop rockLength40:58LabelHopelessProducerMarc Jacob Hudson, Mike SaponeTaking Back Sunday chronology Taking Back Sunday(2011) Happiness Is(2014) Tidal Wave(2016) Singles from Happiness Is Flicker, FadeReleased: ...
American sitcom (2017-18) DisjointedGenreSitcomCreated by David Javerbaum Chuck Lorre Starring Kathy Bates Aaron Moten Elizabeth Alderfer Tone Bell Elizabeth Ho Dougie Baldwin Betsy Sodaro Chris Redd Opening themeJack, I'm Mellow by Trixie SmithComposerJoseph LoDucaCountry of originUnited StatesOriginal languageEnglishNo. of seasons1No. of episodes20ProductionExecutive producers David Javerbaum Chuck Lorre Camera setupMulti-cameraRunning time23–31 minutesProduction companies Chuck Lorre Pro...
Algorithm for counting perfect matchings in planar graphs The Fisher–Kasteleyn–Temperley (FKT) algorithm, named after Michael Fisher, Pieter Kasteleyn, and Neville Temperley, counts the number of perfect matchings in a planar graph in polynomial time. This same task is #P-complete for general graphs. For matchings that are not required to be perfect, counting them remains #P-complete even for planar graphs. The key idea of the FKT algorithm is to convert the problem into a Pfaffian comput...