Aulonocnemidae

↑ ^1.0 ^1.1 ^1.2 ^1.3 Bisby F.A., Roskov Y.R., Orrell T.M., Nicolson D., Paglinawan L.E., Bailly N., Kirk P.M., Bourgoin T., Baillargeon G., Ouvrard D. (ed.) (2011). "Species 2000 & ITIS Catalogue of Life: 2011 Annual Checklist". Species 2000: Reading, UK. Ginkuhà 24 Septyembre 2012.CS1 maint: multiple names: authors list (link) CS1 maint: extra text: authors list (link)

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Tiandihui

Segel Hongmen, Amoy, abad ke-19.[1] Segel Hongmen, Guangdong abad ke-19. Tiandihui (天地會, Paguyuban Langit dan Bumi) sering juga disebut Hongmen (洪門 / 洪门 Keluarga Besar), adalah organisasi persaudaraan Tiongkok dan secara historis merupakan perkumpulan rahasia sekte agama rakyat Tiongkok yang meniru Sekte Teratai Putih, loyalis dinasti Ming yang dianggap sebagai organisasi leluhur Tiandihui.[2] Karena menyebar ke berbagai county dan provinsi, Tiandihui memiliki ba...

A. L. Philpott

American politician A. L. Philpott51st Speaker of the Virginia House of DelegatesIn officeJanuary 9, 1980 – September 28, 1991Preceded byJohn Warren CookeSucceeded byFord C. Quillen (acting)Majority Leader of the Virginia House of DelegatesIn officeJanuary 11, 1978 – January 9, 1980Preceded byJames M. ThomsonSucceeded byTom MossMember of the Virginia House of Delegatesfrom the 11th districtIn officeJanuary 12, 1983 – September 28, 1991Preceded byVa...

Robert Morris (financier)

American Founding Father and merchant (1734–1806) For other people named Robert Morris, see Robert Morris (disambiguation). Robert MorrisPortrait of Robert Morris, c. 1782, by Charles Willson PealeUnited States Senatorfrom PennsylvaniaIn officeMarch 4, 1789 – March 4, 1795Preceded bySeat establishedSucceeded byWilliam BinghamUnited States Agent of MarineIn officeAugust 12, 1781 – November 1, 1784Preceded byAlexander McDougall (Secretary of Marine)Succeeded byBenjamin S...

Arresto di Gesù

Voce principale: Gesù. Cattura di Cristo di Caravaggio, 1602. L'arresto di Gesù è un episodio della Passione di Gesù, descritto nei quattro Vangeli (Matteo 26,47-56[1]; Marco 14,43-52,15[2]; Luca 22,47-53[3] e Giovanni Gv18,1-11[4]). È l'episodio che segue l'Ultima Cena — con l'istituzione dell'eucaristia — e dà inizio alla Passione vera e propria, conclusasi il pomeriggio del giorno seguente con la morte in croce di Gesù. Dopo l'Ultima Cena (svolta...

Leave the Door Open

2021 single by Silk Sonic For other uses, see Leave the Door Open (disambiguation). Leave the Door OpenLimited-edition CD single coverSingle by Silk Sonicfrom the album An Evening with Silk Sonic ReleasedMarch 5, 2021 (2021-03-05)StudioShampoo Press & CurlGenre Philadelphia soul R&B pop Length4:02Label Aftermath Atlantic Songwriter(s) Bruno Mars Brandon Anderson Dernst Emile II Christopher Brody Brown Producer(s) Bruno Mars D'Mile Bruno Mars singles chronology Blow ...

Repubblica di Torriglia

Repubblica di TorrigliaDati amministrativiNome ufficialeVI Zona Liguria Lingue parlateItaliano CapitaleGorreto Dipendente daIII Divisione Garibaldi Cichero PoliticaForma di StatoRepubblica partigiana Nascitaestate 1944 Fineaprile-maggio 1945 Territorio e popolazioneEconomiaValutaLira italiana Evoluzione storicaPreceduto da Repubblica Sociale Italiana Ora parte di Italia Modifica dati su Wikidata · Manuale Repubblica di Torriglia[1] era il nome che i partigiani della Di...

Kilburn Grange Park

Not to be confused with Grange Park, Enfield. 51°32′38″N 0°11′51″W / 51.54389°N 0.19750°W / 51.54389; -0.19750 Kilburn Grange Park Kilburn Grange Park is a 3.2 hectares (7.9 acres) open space in Kilburn, north-west London adjacent to Kilburn High Road. It is administered by the London Borough of Camden and includes a children's playground, basketball court, outdoor gym equipment and tennis courts. The park first opened in 1913 having previously been part of...

卡立阿都沙末

这是马来族人名，“阿都沙末”是父名，不是姓氏，提及此人时应以其自身的名“卡立”为主。卡立·阿都沙末Khalid bin Abdul Samad2019年8月15日，卡立阿都沙末与美国驻马大使雷荷花（英语：Kamala Shirin Lakhdhir）会面马来西亚联邦直辖区部长任期2018年5月21日—2020年2月24日君主最高元首端姑莫哈末五世最高元首苏丹阿都拉首相马哈迪·莫哈末副职沙鲁丁前任东姑安南继任安努...

Divisor function

Robin's theorem redirects here. For Robbins' theorem in graph theory, see Robbins' theorem. Arithmetic function related to the divisors of an integer Divisor function σ0(n) up to n = 250 Sigma function σ1(n) up to n = 250 Sum of the squares of divisors, σ2(n), up to n = 250 Sum of cubes of divisors, σ3(n) up to n = 250 In mathematics, and specifically in number theory, a divisor function is an arithmetic function related to the divisors of an intege...

Fredrik (band)

FredrikBackground informationOriginMalmö, SwedenGenresIndie folk, baroque pop, folk rock, alternative rock, progressive rock, electronica, experimentalInstrument(s)Vocals, guitar, bass guitar, banjo, alto horn, piano, cello, clarinet, drumsYears active2008–2016LabelsThe Kora Records, BiografPast membersFredrik HultinOla LindefeltAnna Moberg Fredrik was a Swedish indie band from Malmö, Sweden. Its members were Fredrik Hultin, Ola Lindefelt, and Anna Moberg. History Fredrik started as a sid...

Rinat Akhmetshin

Russian-American lobbyist, former Soviet counterintelligence officer Rinat AkhmetshinРинат Рафкатович АхметшинBornRinat Rafkatovitch Akhmetshin1967 (age 56–57)Kazan, Tatar ASSR, Soviet UnionNationalityRussian-AmericanOccupationLobbyistKnown forAttendance at the Trump Tower meeting Rinat Rafkatovitch Akhmetshin[1] (Russian: Ринат Рафкатович Ахметшин,[2] born 1967) is a Russian-American[3] lobbyist and a forme...

Grants Pass High School

Public school in Grants Pass, Oregon, United States Grants Pass High SchoolAddress830 NE 9th StreetGrants Pass, (Josephine County), Oregon 97526United StatesCoordinates42°26′40″N 123°19′04″W / 42.444488°N 123.317663°W / 42.444488; -123.317663InformationTypePublicOpened1885School districtGrants Pass School DistrictPrincipalMichele Napier[1]Staff77.93 (on an FTE basis)[2]Grades9-12Number of students1,722 (2022–23)[2]Student to teache...

Surface integral

Integration over a non-flat region in 3D space It has been suggested that Volume element#Area element of a surface be merged into this article. (Discuss) Proposed since December 2023. The definition of surface integral relies on splitting the surface into small surface elements. Part of a series of articles aboutCalculus ∫ a b f ′ ( t ) d t = f ( b ) − f ( a ) {\displaystyle \int _{a}^{b}f'(t)\,dt=f(b)-f(a)} Fundamental theorem Limits Continuity Rolle's theorem Mean value...

Pio Rajna

«un esemplare di ciò che fu l’homo sapiens prima che la sapienza fosse peccato» (Eugenio Montale, A Pio Rajna, da Quaderno di quattro anni, 1977) Pio Rajna Pio Rajna (Sondrio, 8 luglio 1847 – Firenze, 25 novembre 1930) è stato un filologo e critico letterario italiano. Indice 1 Biografia 2 Omaggi 3 Onorificenze 4 Opere principali 4.1 Studi 4.2 Curatele 5 Note 6 Bibliografia 7 Altri progetti 8 Collegamenti esterni Biografia Pio Rajna Nacque da Eugenio Paolo Rajna e Costanza Simonetta....

Pievepelago

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1937 Irish general election

Election to the 9th Dáil 1937 Irish general election ← 1933 1 July 1937 1938 → ← outgoing memberselected members →138 seats in Dáil Éireann[a]70 seats needed for a majorityTurnout76.2% 5.1pp First party Second party Third party Leader Éamon de Valera W. T. Cosgrave William Norton Party Fianna Fáil Fine Gael Labour Leader since 26 March 1926 September 1934 19 July 1932 Leader's seat Clare Cork Borough Carlow�...

Ballon porte antenne

Cet article est une ébauche concernant le radioamateurisme, les télécommunications et les techniques, les sciences appliquées ou la technologie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Dès le début du XXe siècle, le ballon porte antenne était l'un des premiers dispositifs capables d'élever une antenne radioélectrique pour la réception des ondes radioélectriques des basse fréquence et mo...

37e cérémonie des Golden Globes

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List of political parties in Albania

Politics of Albania Constitution Human rights Executive President: Bajram Begaj (list) Prime Minister: Edi Rama (list) Deputy Prime Minister: Belinda Balluku (list) Cabinet Legislature Parliament Speaker: Lindita Nikolla (list) Committees Members Leader of the Opposition Judiciary Constitutional Court Administrative Court Court of Justice (ordinary jurisdiction) Supreme Court Administrative divisions Counties Municipalities CitiesVillages Elections Recent elections Presidential 201220172022 ...

Väinö Tanner

Väinö Tanner Perdana Menteri FinlandiaMasa jabatan13 Desember 1926 – 17 Desember 1927PresidenLauri Kristian RelanderPendahuluKyösti KallioPenggantiJuho Sunila Informasi pribadiLahir12 Maret 1881HelsinkiMeninggal19 April 1966(1966-04-19) (umur 85)HelsinkiPartai politikPartai Demokratik Sosial Sunting kotak info • L • B Väinö Tanner (12 Maret 1881 – 19 April 1966; nama belakang sampai 1895 Thomasson) adalah seorang figur utama dalam Partai Demokratik Sosial ...