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Cleomaceae Cleome hassleriana Klasifikasi ilmiah Kerajaan: Plantae Upakerajaan: Trachaeophyta Divisi: Magnoliophyta Kelas: Magnoliopsida Ordo: Brassicales Famili: CleomaceaeBercht. & J.Presl[1] Genus Lihat teks Cleomaceae atau Keluarga bunga laba-laba adalah famili kecil berbunga dalam ordo Brassicales.[2] Famili ini sebelumnya merupakan bagian dari famili Capparaceae, tetapi diangkat menjadi famili yang berbeda ketika bukti DNA menunjukkan bahwa genera yang termasuk di da...
ГоссельменGosselming Країна Франція Регіон Гранд-Ест Департамент Мозель Округ Саррбур-Шато-Сален Кантон Фенетранж Код INSEE 57255 Поштові індекси 57930 Координати 48°47′33″ пн. ш. 7°00′12″ сх. д.H G O Висота 232 - 285 м.н.р.м. Площа 10,15 км² Населення 568 (01-2020[1]) Густота...
لمعانٍ أخرى، طالع مسجد الإمام الحسين (توضيح). مسجد الإمام الحسين معلومات أساسيّة الموقع مدينة الكويت, الكويت الإحداثيات الجغرافية 29°22′11″N 47°58′42″E / 29.36972°N 47.97833°E / 29.36972; 47.97833 الانتماء الديني الشيعة نوع العمارة مسجد تاريخ الانتهاء 1986 السعة 6000 شخص القبا
Жолобниця Витік з болота Жалобниця на заході від села СелезівкаГирло БолотницяПохил, м/км 0,83 м/кмБасейн Прип'ятьКраїни: УкраїнаРегіон Житомирська областьДовжина 23 кмПлоща басейну: 98,7 Жоло́бниця — річка в Україні, в Овруцькому й Олевському районах Житомирської об...
Aquino, 2015 Marçal Aquino (* 28. Januar 1958 in Amparo) ist ein brasilianischer Schriftsteller, Journalist und Drehbuchautor. Inhaltsverzeichnis 1 Leben 2 Auszeichnungen 3 Werke 3.1 Prosa 3.2 Poesie 3.3 Jugendliteratur 3.4 Drehbücher 4 Weblinks 5 Einzelnachweise Leben Marçal Aquino wurde im Bundesstaat São Paulo geboren. Er arbeitete als Reporter und Redakteur der Zeitungen O Estado de São Paulo und Jornal da Tarde. Seit Mitte der 1990er Jahre besteht eine enge Zusammenarbeit mit dem Re...
Melisa Erkurt 2021 Melisa Erkurt (* 19. Februar 1991 in Sarajevo, SFR Jugoslawien, heute Bosnien und Herzegowina)[1] ist eine österreichische Journalistin und Publizistin. Inhaltsverzeichnis 1 Leben 2 Preise und Auszeichnungen 3 Werke 4 Weblinks 5 Einzelnachweise Leben Melisa Erkurt wurde als Kind bosnischer Eltern in Sarajevo geboren. Aufgrund des Bosnienkrieges floh ihre Mutter mit ihr, als sie noch ein Kleinkind war, nach Österreich. Sie besuchte ein Gymnasium in der Nähe von Wi...
The Code des Lois of 1771, an important record of Jersey laws The law of Jersey has been influenced by several different legal traditions, in particular Norman customary law, English common law and modern French civil law.[1] The Bailiwick of Jersey is a separate jurisdiction from that of the United Kingdom, and is also distinct from that of the other Channel Islands such as Guernsey, although they do share some historical developments. Jersey's legal system is 'mixed' or 'pluralistic...
Derek Jacobi awards and nominations Jacobi in 2013 Award Wins Nominations BAFTA Award 1 5 Laurence Olivier Award 2 3 Tony Award 1 2 Emmy Award 2 3 Screen Actors Guild Award 2 3 Derek Jacobi is an English actor of the stage and screen. Jacobi has received various awards for his work in film, television and the theatre including a Tony Award, two Primetime Emmy Awards, and two Screen Actors Guild Awards. For his work in theatre Jacobi received two Tony Award nominations winning for his performa...
United States Army general Pa WatsonWhite House Appointments SecretaryIn office1938–1945PresidentFranklin D. RooseveltPreceded byMarvin H. McIntyreSucceeded byMatthew J. Connelly Personal detailsBornEdwin Martin Watson(1883-12-10)December 10, 1883Eufaula, Alabama, U.S.DiedFebruary 20, 1945(1945-02-20) (aged 61)USS Quincy, North AtlanticResting placeArlington National CemeteryPolitical partyDemocraticEducationUnited States Military Academy (BS)Military serviceAllegiance United...
Turkey is a predominantly Muslim nation that has abolished polygamy, which was officially criminalized with the adoption of the Turkish Civil Code in 1926, a milestone in Atatürk's secularist reforms. Penalties for illegal polygamy are up to 2 years imprisonment.[1] Turkey has long been known for its promotion of secularism[2][3][4] and later introduced even stricter bars on polygamy. Even the ruling moderate AK Parti effectively banned polygamists from enteri...
GB & England international rugby league footballer Albert NaughtonPersonal informationFull nameAlbert NaughtonBorn19 January 1929Prescot, Merseyside, EnglandDied27 September 2013 (aged 84)Onchan, Isle of ManPlaying informationHeight6 ft 0 in (183 cm)Weight12 st 6 lb (79 kg)PositionCentre, Loose forward Club Years Team Pld T G FG P 1946/47–49 Widnes 95 21 1 0 65 1949–61 Warrington 348 167 0 0 501 Total 443 188 1 0 566 Representative Years Tea...
Vocal composition by Luciano Berio Cries of Londonby Luciano BerioLuciano Berio, at the time of the composition.Composed1973–4 (rev. 1976)PublishedUniversal EditionDuration15 minutesMovements7ScoringEight voicesPremiereDate1976LocationLa RochelleCries of London is a composition for eight voices by Italian composer Luciano Berio. Originally composed for six voices in 1974, it was expanded in 1976. Background 1974 version The preliminary version of Cries of London was composed between 1973 an...
هذه المقالة جزء من سلسلة:عليا الهجرة اليهودية إلى أرض الميعاد عليا قبل الصهيونية العودة إلى صهيون يشوب قديم صهيونية الأولى الثانية أثناء الحرب العالمية الأولى الثالثة الرابعة الخامسة عليا بت بريخا من الدول العربية والإسلامية اليمن العراق المغرب من الاتحاد السوفييتي من ر...
Senapan mesin kaliber .50 M2 Browning dikelilingi selongsong yang terpakai. Senapan mesin adalah senjata api tertanam maupun portabel, yang memiliki kemampuan menembak secara full-otomatis. Senapan mesin biasanya menembakkan peluru senapan yang diisi dari sabuk amunisi atau magazen berkapasitas besar. Senapan mesin lazim menembakkan beberapa ratus peluru per menit. Istilah senapan mesin juga sering dipakai oleh media massa dan oleh bidang hukum, untuk mendeskripsikan senjata api apapun yang b...
Nonsensical language For other uses, see Gibberish (disambiguation). Gobbledigook redirects here. For the Sigur Rós song, see Gobbledigook (song). Lorem ipsum is a placeholder text to use test. It is considered as gibberish. Gibberish, also called jibber-jabber or gobbledygook, is speech that is (or appears to be) nonsense: ranging across speech sounds that are not actual words,[1] pseudowords, language games and specialized jargon that seems nonsensical to outsiders.[2] Gibb...
For other uses, see Surakarta (disambiguation). City in Central Java, IndonesiaSurakarta SoloCityCity of SurakartaKota SurakartaOther transcription(s) • Javaneseꦯꦸꦫꦏꦂꦠ • PegonسوراكارتاStatue of Slamet RiyadiKraton Surakarta HadiningratBank of Indonesia officeSriwedari ParkCitywalk NgarsopuroGreat Mosque of SurakartaPasar Gede Hardjonagoro Coat of armsMotto: The Spirit of JavaLocation within Central JavaSurakartaLocation in Java and...
Микола НеділкоНародження 23 листопада 1902(1902-11-23)Сумська областьСмерть 12 травня 1979(1979-05-12) (76 років) Ґлен-Коув (Нью-Йорк), Нассау, Нью-Йорк, СШАДіяльність художник Микола Неділко (нар. 23 листопада 1902(19021123), с. Ющенівка, Сумська обл. — пом. 12 травня 1979, Глен Ков, шта...
For the Persian surname, see Al-Tusi. Indigenous chieftain regimes of China during Yuan, Ming and Qing dynasties TusiChiefdom of Lijiang's Palace ChamberChinese nameChinese土司Hanyu PinyinTǔsī TranscriptionsStandard MandarinHanyu PinyinTǔsīWade–Gilest'u3-szu1Tibetan nameTibetanཐོའུ་སིTranscriptionsWyliethovu siVietnamese nameVietnamese alphabetThổ tyChữ Hán土司Manchu nameManchu scriptᠠᡳᠮᠠᠨ ᡳ ᡥᠠᡶᠠᠨMöllendorffaiman i hafan Tusi, often transl...
Optional Islamic prayers 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 uses texts from within a religion or faith system without referring to secondary sources that critically analyze them. Please help improve this article. (February 2012) (Learn how and when to remove this template message) This article needs additional citations for verification. Please help improve this ...
Бинарная диаграмма решений (БДР) или программа с ветвлением является формой представления булевой функции f ( x 1 , x 2 , . . . , x n ) {\displaystyle f(x_{1},x_{2},...,x_{n})} от n {\displaystyle n} переменных в виде направленного ациклического графа, состоящего из внутренних узлов решений (помеченных x i {\disp...