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Diagram altruisme timbal balik Dalam biologi evolusi, altruisme timbal-balik adalah perilaku organisme yang pada kurun waktu tertentu mengurangi kebugarannya (fitness) selagi meningkatkan kebugaran organisme lain dengan harapan organisme lain tersebut akan berperilaku sama pada kemudian hari. Konsep ini dikembangkan oleh Robert Trivers, menjelaskan evolusi kerja sama sebagai contoh tindakan altruistik mutual. Konsep ini serupa dengan strategi tit for tat dalam teori permainan. Pada 1987 dalam...
Mitologi YunaniTitan 12 Titan Okeanos Hiperion Koios Kronos Krios Mnemosine Tethis Theia Foibe Rea Iapetos Themis Anak-anak Titan Anak-anak Hiperion Eos • Helios • Selene Anak-anak Koios Leto • Asteria Anak-anak Iapetos Atlas • Prometheus • Epimetheus • Menoitios Anak-anak Krios Astraios • Pallas • Perses Daftar tokoh mitologi Yunanilbs Phoebe, Asteria, [Altar Pergamon]Foibe adalah Titan bulan dan kebrilianan. Ia menerima Orakel Delfi da...
2018 single by Nicky Jam featuring Will Smith and Era IstrefiLive It UpSingle by Nicky Jam featuring Will Smith and Era IstrefiLanguageEnglishSpanishReleasedMay 25, 2018 (2018-05-25)GenreTechnoreggaeLength3:28LabelSony LatinSongwriter(s)Marty JamesWill SmithJean-BaptisteThomas Wesley PentzNick Rivera CamineroQuavious MarshallJocelyn DonaldClement PicardJuan Diego Medina VélezMaxime PicardEra IstrefiMichael McHenryProducer(s)DiploThe Picard BrothersFree SchoolNicky Jam sing...
أحمد بلقرشي معلومات شخصية تاريخ الميلاد سنة 1952 [1] تاريخ الوفاة 4 أغسطس 2021 (68–69 سنة)[2] الجنسية المغرب المسيرة الاحترافية1 سنوات فريق م. (هـ.) الكوكب المراكشي المنتخب الوطني المغرب 1 عدد مرات الظهور مع الأندية وعدد الأهداف تحسب للدوري المحلي فقط 2 عدد مرات ا�...
Naji HabraFonctionRecteurUniversité de Namurdepuis septembre 2017BiographieNaissance 7 juin 1957 (66 ans)DamasNationalités syrienne (jusqu'en 1987)belge (depuis 1987)Formation UCLouvainUniversité de NamurUniversité de DamasActivité Professeur d'universitéAutres informationsA travaillé pour Université de NamurUCLouvainmodifier - modifier le code - modifier Wikidata Naji Habra, né le 7 juin 1957 à Damas (Syrie), est un universitaire belge, ingénieur civil et docteur en informati...
Pemilihan umum istimewa Senat Amerika Serikat di New York 2010200620122 November 2010Kandidat Calon Kirsten Gillibrand Joe DioGuardi Partai Demokrat Republik Suara rakyat 2.837.589 1.582.603 Persentase 63,0% 35,1% Peta persebaran suara HasilGillibrand: 40–50% 50–60% 60–70% 70–80% 80–90%DioGuardi: ...
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Early-to-mid-1980s music cultural movement This article is about the Second British Invasion. For the 1960s British music movement, see British Invasion. Second British InvasionPart of the 1980s in the United States and United KingdomDuration1982–mid-1980sLocationUnited States, United KingdomCauseRise of British synth-pop and new wave artists in U.S. pop music charts The Second British Invasion was a sharp increase in the popularity of British synth-pop and new wave artists in the United S...
Cinema of Bangladesh List of Bangladeshi films 1928–1947 India 1948–1958 East Pakistan 1959–1970 East Pakistan 1959 1960 1961 1962 1963 1964 1965 1966 1967 1968 1969 1970 1971–1979 1971 1972 1973 1974 1975 1976 1977 1978 1979 1980s 1980 1981 1982 1983 1984 1985 1986 1987 1988 1989 1990s 1990 1991 1992 1993 1994 1995 1996 1997 1998 1999 2000s 2000 2001 2002 2003 2004 2005 2006 2007 2008 2009 2010s 2010 2011 2012 2013 2014 2015 2016 2017 2018 2019 2020s 2020 2021 2022 2023 vte A list o...
For the equivalent women's tournament, see 2023–24 LEN Women's Euro Cup. Sports season2023–24 LEN Euro CupLeagueLEN Euro CupSportWater poloDuration21 September 2023 – 18 May 2024Number of teams36 LEN Euro Cup seasons← 2022–232024–25 → The 2023–24 LEN Euro Cup is the 32nd edition of the water polo competition organised by the Ligue Européenne de Natation (LEN). This is the first season under the new changes made by LEN.[1] The defending champions are A-Híd V...
Suntana Kepala Badan Intelijen dan Keamanan PolriPetahanaMulai menjabat 24 Juni 2023PendahuluWahyu WidadaPenggantiPetahanaWakil Kepala Badan Siber dan Sandi Negara ke-4Masa jabatan27 Maret 2023 – 24 Juni 2023PendahuluLuki HermawanPenggantiPutu Jayan Danu PutraKepala Kepolisian Daerah Jawa BaratMasa jabatan31 Oktober 2021 – 27 Maret 2023PendahuluAhmad DofiriPenggantiAkhmad WiyagusWakil Kepala Badan Intelijen dan Keamanan PolriMasa jabatan13 Agustus 2018 –...
Medical conditionCollagenous colitisMicrograph of collagenous colitis. H&E stain.SpecialtyGastroenterology Collagenous colitis is an inflammatory condition of the colon. Together with the related condition lymphocytic colitis, it is a subtype of microscopic colitis, which is characterized by inflammation that specifically affects the colon (i.e. colitis), and a clinical presentation that involves watery diarrhea but a lack of rectal bleeding. Microscopic colitis does not usually cause mac...
American college basketball season 2020–21 Toledo Rockets men's basketballMAC Regular Season championsNIT, First RoundConferenceMid-American ConferenceDivisionWest DivisionRecord21–9 (15–4 MAC)Head coachTod Kowalczyk (11th season)Assistant coaches Jeff Massey Walter Offutt Justin Ingram Home arenaSavage ArenaSeasons← 2019–202021–22 → 2020–21 Mid-American Conference men's basketball standings vte Conf Overall Team W L PCT W L ...
In matematica, e precisamente nella teoria degli anelli, un ideale primo è un ideale che ha alcune proprietà che lo rendono simile ad un numero primo nell'anello degli interi. Sarà dapprima presentata la definizione in un anello commutativo, poiché in questo caso gli ideali primi hanno una caratterizzazione più semplice, poi la generalizzazione in un anello qualsiasi. Indice 1 Storia 2 Caso commutativo 2.1 Definizione formale 2.2 Esempi 2.3 Proprietà 2.4 Applicazioni 3 Caso non commutat...
Former population control policy in China A propaganda painting in Guangdong Province promotes the idea of a nuclear family with a single child. The text reads Planned child birth is everyone's responsibility. Birth rate in China, 1950–2015 The one-child policy (Simplified Chinese: 一孩政策) was a population planning initiative in China implemented between 1979 and 2015 to curb the country's population growth by restricting many families to a single child. The program had wide-ranging s...
Scare TacticsCover of issue #1; art by Anthony Williams and Andy Lanning.Publication informationPublisherDC ComicsPublication dateDecember 1996 – March 1998No. of issues12Creative teamWritten byLen Kaminski Scare Tactics is a comic book series published by DC Comics. A total of twelve issues were published, dated from December 1996 to March 1998. The series, written by Len Kaminski, was a part of DC's Weirdoverse group of titles. Fictional biography The series focused on the band Scar...
14th National People's Congress 14th National People's Congress第十四届全国人民代表大会← 13th15th →National Emblem of the People's Republic of China5 March 2023(1 year, 105 days) – OverviewTypeSupreme organ of state powerElectionNational electionsLeadershipChairmanZhao LejiVice ChairmenLi Hongzhong, Wang Dongming, Xiao Jie, Zheng Jianbang, Ding Zhongli, Hao Mingjin, Cai Dafeng, He Wei, Wu Weihua, Tie Ning, Peng Qinghua, Zhang Qingwei, Losang ...
This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Legislative Chamber of the Federal District – news · newspapers · books · scholar · JSTOR (October 2013) (Learn how and when to remove this message) Legislative Chamber of Federal District Câmara Legislativa do Distrito Federal8th Legislature of the Legislative ChamberTypeTypeUnicameral Term limitsNoneHis...
Scottish sculptor (1828–1892) For other people named Rhind, see Rhind. Medallion head of John Rhind and his wife on his grave in Warriston Cemetery Edinburgh Golden statue of Fame on top of the main dome, Bank of Scotland Head Office, Edinburgh, by John Rhind John Rhind's signature John Rhind ARSA (1828–1892) was a Scottish sculptor, based in Edinburgh. He was born in Banff the son of a master mason. He was trained under Alexander Handyside Ritchie[1] (1804–1870). He served this...
This article is about the Rubik's Cube method. For the thin film fabrication technique, see Layer by layer. The Layer by Layer method, also known as the beginners' method, is a method of solving the 3x3x3 Rubik's Cube. Many beginners' methods use this approach, and it also forms the basis of the CFOP speedcubing technique. History The Layer by Layer Method was pioneered by David Singmaster in his 1980 book Notes on Rubik's Magic Cube.[1][2] The same idea was adopted by James G...