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Sistem penentuan seks haplodiploid dapat ditemui dalam lebah dan tawon. Haplodiploid adalah sistem penentuan seks yang menghasilkan jantan dari telur yang belum difertilisasi (sehingga haploid) dan betina dari telur yang telah difertilisasi (sehingga diploid).[1] Sistem penentuan seks ini dapat ditemui dalam semua anggota ordo serangga Hymenoptera (lebah, semut, dan tawon),[2] Coccidae,[3] dan Thysanoptera.[4] Sistem ini juga dapat ditemui dalam beberapa Tetran...
Asghar FarhadiFarhadi di Festival Film Cannes 2013Lahir7 Mei 1972 (umur 51)[1]Homāyūnshahr, Provinsi Isfahan, IranKebangsaanIranAlmamaterUniversitas Tarbiat ModaresUniversitas TehranPekerjaanSutradara film, penulis latar, produser filmTahun aktif1997–sekarangKarya terkenalA SeparationAbout EllySuami/istriParisa BakhtavarAnakSarinaSaaghar Asghar Farhadi (Persia: اصغر فرهادیcode: fa is deprecated , pengucapan Persia: [æsɢæɾ ɛ fæɾhɑdiː]; kelahiran 7...
German States by fertility rate as of 2020 This is a list of German states by fertility rate as of 2022 according to the Federal Statistical Office of Germany. States Fertility rate per woman[1] Number of births[2] Lower Saxony 1.52 71,289 Rhineland-Palatinate 1.52 36,731 Bremen 1.51 6,720 North Rhine-Westphalia 1.49 164,496 Bavaria 1.49 124,897 Baden-Württemberg 1.49 104,549 Brandenburg 1.47 17,439 Hesse 1.46 57,360 Schle...
Pour les articles homonymes, voir Ministère de la Défense. Ministère japonais de la Défense (ja)防衛省HistoireFondation 9 janvier 2007Prédécesseur Defense Agency (d)CadreType Ministère japonaisForme juridique Agence publiqueSiège 5-1 Ichigaya Honmura-cho, Shinjuku, TokyoPays JaponCoordonnées 35° 41′ 35″ N, 139° 43′ 41″ ELangue JaponaisOrganisationEffectif 268 125 employésMinistre Minoru KiharaOrganisation mère Gouvernement japo...
Group of people who undermine a larger group from within For other uses, see Fifth Column (disambiguation). World War II poster from the United States denouncing fifth columnists Part of a series onWar History Prehistoric Ancient Post-classical Early modern napoleonic Late modern industrial fourth-gen Military Organization Command and control Defense ministry Army Navy Air force Marines Coast guard Space force Reserves Regular / Irregular Ranks Specialties: Staff Engineers Intelligence Reconn...
Indian politician from Gujarat state Bharti ShiyalShiyal in 2019National Vice President of BJPIn office2020 - 2023PresidentJagat Prakash NaddaMember of Parliament, Lok SabhaIncumbentAssumed office 16 May 2014Preceded byRajendrasinh RanaConstituencyBhavnagarMember of the Gujarat Legislative AssemblyIn office2012–2014Preceded byBhavanaben MakwanaSucceeded byShivabhai GohilConstituencyTalaja Personal detailsBorn (1964-03-23) 23 March 1964 (age 60)Bhavnagar, Gujarat, IndiaPolitical par...
内華達州 美國联邦州State of Nevada 州旗州徽綽號:產銀之州、起戰之州地图中高亮部分为内華達州坐标:35°N-42°N, 114°W-120°W国家 美國建州前內華達领地加入聯邦1864年10月31日(第36个加入联邦)首府卡森城最大城市拉斯维加斯政府 • 州长(英语:List of Governors of {{{Name}}}]]) • 副州长(英语:List of lieutenant governors of {{{Name}}}]])喬·隆巴爾多(R斯塔...
Constituency of Bangladesh's Jatiya Sangsad Dhaka-16Constituencyfor the Jatiya SangsadDistrictDhaka DistrictDivisionDhaka DivisionElectorate374,154 (2018)[1]Current constituencyCreated2008Parliamentary PartyBangladesh Awami LeagueMember of ParliamentElias Uddin MollahCity Council areaDhaka North City CorporationPrev. ConstituencyDhaka-15Next ConstituencyDhaka-17 Dhaka-16 is a constituency represented in the Jatiya Sangsad (National Parliament) of Bangladesh since 2008 by Elias Uddin M...
烏克蘭總理Прем'єр-міністр України烏克蘭國徽現任杰尼斯·什米加尔自2020年3月4日任命者烏克蘭總統任期總統任命首任維托爾德·福金设立1991年11月后继职位無网站www.kmu.gov.ua/control/en/(英文) 乌克兰 乌克兰政府与政治系列条目 宪法 政府 总统 弗拉基米尔·泽连斯基 總統辦公室 国家安全与国防事务委员会 总统代表(英语:Representatives of the President of Ukraine) 总...
1974 live album by Richard PryorThat Nigger's CrazyLive album by Richard PryorReleasedMay 1974 (Partee/Stax) November 10, 1975 (Reprise)RecordedEarly 1974VenueSoul Train nightclub (San Francisco)GenreStand-up comedyLength33:38ProducerRon de Blasio & Richard PryorRichard Pryor chronology Craps (After Hours)(1971) That Nigger's Crazy(1974) ...Is It Something I Said?(1975) Professional ratingsReview scoresSourceRatingAllmusic[1]Christgau's Record GuideA[2] That Nigger...
Subfield of computer science and mathematics This article is about the branch of computer science and mathematics. For the journal, see Theoretical Computer Science (journal). Theoretical computer science is a subfield of computer science and mathematics that focuses on the abstract and mathematical foundations of computation, such as the theory of computation, formal language theory, the lambda calculus and type theory.[1] It is difficult to circumscribe the theoretical areas precise...
Medical technique that intentionally leaves a person unable to reproduce This article is about sterilization of humans. For other forms of sterilization, see Sterilization (disambiguation).For sterilization of other animals, see Neutering. SterilizationBackgroundTypeSterilizationFirst useAncientFailure rates (first year)Perfect useunder 1%Typical useunder 1%UsageDuration effectPermanentReversibilityDifficult and expensive, vasectomy reversal & tubal reversal may be possibleUser reminders3...
25°12′51″N 55°16′53″E / 25.21417°N 55.28139°E / 25.21417; 55.28139 مركز دبي المالي العالميDubai International Financial Centreالشعارمعلومات عامةالبلد الإمارات العربية المتحدة التأسيس 2002،[1] بدأ العمل في 2004[2]النوع مجمع الأعمال المقر الرئيسي دبي، الإمارات العربية المتحدة الإمارات ال�...
New Zealand cricket club Grafton United Cricket Clubrooms in Victoria Park, New Zealand Grafton United Cricket Club is one of New Zealand's oldest and largest cricket clubs, catering for around 700 senior members and 600 juniors (as of October 2017) from its clubrooms at Victoria Park, in central Auckland. The club was founded as the United Cricket Club, on 18 September 1862 by players from existing Auckland clubs and was often referred to as 'the United' because of this. The club aimed to ac...
多腺苷酸化(英語:Poly-adenylation)是指多聚腺苷酸與信使RNA(mRNA)分子的共價鏈結。在蛋白質生物合成的過程中,這是產生準備作轉譯的成熟mRNA的方式的一部份。在真核生物中,多聚腺苷酸化是一種機制,令mRNA分子於它們的3'端中斷。多聚腺苷酸尾(Poly-A Tail)保護mRNA,免受核酸外切酶攻擊,並且對轉錄終結、將mRNA從細胞核輸出及進行翻譯都十分重要。一些原核生物的mRN...
Carlo Maria Giulini Carlo Maria Giulini (Barletta, 9 maggio 1914 – Brescia, 14 giugno 2005) è stato un direttore d'orchestra italiano. Indice 1 Biografia 2 Discografia parziale 3 Onorificenze 4 Presidenze Onorarie 5 Note 6 Bibliografia 7 Altri progetti 8 Collegamenti esterni Biografia Giulini nacque a Barletta da una famiglia originaria di Ponti sul Mincio, il padre lavorava nello stabilimento Feltrinelli di Barletta. Nel 1920 la famiglia si trasferì a Gries, che pochi anni dopo venne inc...
Term in the sport of Australian rules football Luke Hodge preparing to execute a handball. In a properly executed handball, the player holds the ball with one hand and punches the ball away with the clenched fist of the other hand. Neville Jetta handballing with his left. Australian rules players use opposite fists to pass to the left or right. Heath Scotland executes a right hand rocket handpass to a teammate while under pressure. The handball or handpass is a ball-passing skill in the sport...
Pour les articles homonymes, voir Vallette d'Osia. Jean Vallette d'Osia Jean Vallette d'Osia Naissance 16 août 1898Rennes (France) Décès 28 février 2000 (à 101 ans)Annecy-le-Vieux (France) Origine Français Allégeance France Grade Général de corps d'armée Années de service 1916 – 1958 Conflits Première Guerre mondiale Seconde Guerre mondiale Distinctions Grand-croix de la Légion d'honneur Croix de guerre 1914–1918 Croix de guerre 1939–1945 Médaille de la Résist...
この項目では、女優について説明しています。1954年の映画については「ローズ・マリー (1954年の映画)」をご覧ください。 ローズ・マリーRose Marie 1979年(47歳時)撮影 1969年から1971年まで主演した[1]CBSのシチュエーション・ホームコメディ番組『ドリスデイショー(原題:The Doris Day Show)』[1]におけるテレビ局の宣材写真。本名 Rose Marie Mazzetta別名義 Baby Rose ...
When a structure's static equilibrium equations have no unique solution In statics and structural mechanics, a structure is statically indeterminate when the equilibrium equations – force and moment equilibrium conditions – are insufficient for determining the internal forces and reactions on that structure.[1][2] Mathematics Based on Newton's laws of motion, the equilibrium equations available for a two-dimensional body are:[2] ∑...