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Stami di HippeastrumIn primo piano le antere cariche di polline Androceo monoadelfo Gli stami costituiscono l'androceo (parte fertile maschile) del fiore delle Angiosperme e possono essere liberi o riuniti in gruppi. Sono inseriti nel ricettacolo. Uno stame è composto dal filamento col quale esso si inserisce sul supporto e dall'antera formata a sua volta dalle logge dove maturano i granuli pollinici. Tipologie Gli stami possono essere liberi o saldati per i filamenti: quando formano un solo...
Ini adalah nama India; nama Arora merupakan patronimik, bukan nama keluarga, dan tokoh ini dipanggil menggunakan nama depannya, Paras. Paras AroraLahirParas Arora10 Januari 1994 (umur 30)Bareilly, Uttar Pradesh, IndiaKebangsaan IndiaPekerjaanAktorTahun aktif2008-sekarangDikenal atasVeer Shivaji Paras Arora (Hindi: पारस अरोड़ा) (lahir 10 Januari 1994) adalah aktor asal India yang dikenal karena perannya sebagai Ksatria Maratha Agung, Chhatrapati Shivaji Bhosale, y...
Opioid analgesic drug DextromoramideClinical dataTrade namesPalfiumAHFS/Drugs.comInternational Drug NamesPregnancycategory AU: C Routes ofadministrationOral, Rectal, Intravenous, Insufflation[1]ATC codeN02AC01 (WHO) Legal statusLegal status AU: S8 (Controlled drug) BR: Class A1 (Narcotic drugs)[2] CA: Schedule I DE: Anlage II (Authorized trade only, not prescriptible) US: Schedule I Pharmacokinetic dataBioavailability>75%[3]Pr...
يوسف شعبان معلومات شخصية اسم الولادة يُوسُف شعبان شحاته شميس الميلاد 16 يوليو 1931 شبرا الوفاة 28 فبراير 2021 (89 سنة) [1] حي العجوزة سبب الوفاة مرض فيروس كورونا 2019 مواطنة المملكة المصرية (1931–1952) جمهورية مصر (1953–1958) الجمهورية العربية المتحدة (1958–1971) مصر (1971�...
La maja desnuda, Francisco Goya, c. 1797–1800. Museo del Prado, Madrid. 97cm × 190cm Maja telanjang[1] (Spanyol: La maja desnuda [la ˈmaxa ðezˈnuða]) adalah nama yang diberikan untuk lukisan minyak di atas kanvas karya seniman Spanyol Francisco Goya (c. 1797–1800). Lukisan ini menggambarkan seorang wanita telanjang berbaring di tempat tidur dan ditopang beberapa bantal. Lukisan ini mungkin dipesan oleh Manuel de Godoy, untuk digantung di koleksi pribadinya di lemari terpi...
Metropolitana di RomaInfoWilayahRomaJenisAngkutan cepatJumlah jalur2Jumlah stasiun73OperasiDimulai1955TeknisPanjang sistem60 km (37 mi) Kereta api Jalur A di Stasiun angkutan cepat Vittorio Emanuele Angkutan cepat di Roma (bahasa Italia: Metropolitana di Roma) adalah sisitem transportasi bawah tanah publik yang beroperasi di Roma, Italia. Jalur ini dibuka pada tahun 1955. Saat ini ada dua jalur yang beroperasi, Jalur A (warna oranye) dan Jalur B (biru). Jalur ketiga, Jalur C (hi...
German multilingual character GummibärBackground informationAlso known asGummy BearOriginGermanyGenresDancehousenoveltyEurodancepopbubblegum danceYears active2006 (2006)–presentLabelsGummybear InternationalWebsitethegummybear.comMusical artist Gummibär (pronounced [ˈɡʊmibɛːɐ̯] ⓘ; German for gummy bear) or Gummy Bear is a German Eurodance multilingual character and virtual musician that performs gummy bear-related songs on various albums, including I Am Your Gummy Bea...
Santa MonicaKotaPantai Negara Bagian Santa MonicaGeorgian HotelGereja St. MonicaHotel Casa del Mar LambangJulukan: SaMo[1]Motto: Populus felix in urbe felice[2]Tampilkan Santa MonicaTampilkan Los Angeles CountyTampilkan CaliforniaTampilkan the United StatesKoordinat: 34°01′19″N 118°28′53″W / 34.02194°N 118.48139°W / 34.02194; -118.48139Koordinat: 34°01′19″N 118°28′53″W / 34.02194°N 118.48139°W / ...
This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Summerside Western Capitals – news · newspapers · books · scholar · JSTOR (July 2019) (Learn how and when to remove this message) Ice hockey team in Prince Edward Island, CanadaSummerside Western CapitalsCitySummerside, Prince Edward Island, CanadaLeagueMaritime Junior Hockey Le...
关于与「友谊勋章 (俄罗斯)」標題相近或相同的条目页，請見「友谊勋章 (消歧义)」。 友谊勋章类型单级勋章（仅设有一个等级）授予原因加强各民族友谊、交流与合作国家／地区俄罗斯 颁发单位 俄羅斯颁授资格俄罗斯国民及世界各民族人民設立時間1994年3月2日[1]首次颁发康斯坦丁·蒂托夫（萨马拉州州长）绶带 优先顺序上等荣誉勋章下等光荣父母�...
German visual artist (born 1932) For the German Major in the Luftwaffe, see Gerhard Richter (pilot). Gerhard RichterRichter in 2017Born (1932-02-09) 9 February 1932 (age 92)Dresden, GermanyEducationDresden Art Academy, Kunstakademie DüsseldorfKnown forPaintingMovementabstract art, photo realism, conceptual art, capitalist realismWebsitewww.gerhard-richter.com Gerhard Richter (German: [ˈɡeːɐ̯haʁt ˈʁɪçtɐ]; born 9 February 1932[1]) is a German visual artist....
This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (February 2014) (Learn how and when to remove this message) Asbury Dickins4th Secretary of the United States SenateIn officeDecember 13, 1836 – July 15, 1861Preceded byWalter LowrieSucceeded byJohn Weiss Forney8th Chief Clerk of the Department of StateIn offic...
Карта государств, использующих название «народная республика»: Современные народные республики Бывшие народные республики Народная республика или народно-демократическая — официальное название, обычно используемое некоторыми нынешними или бывшими коммуни�...
Archive 2007 - 2011 Archive 2012 - 2014 Disambiguation link notification for January 23 Hi. Thank you for your recent edits. Wikipedia appreciates your help. We noticed though that when you edited Army creole, you added a link pointing to the disambiguation page Profane. Such links are almost always unintended, since a disambiguation page is merely a list of Did you mean... article titles. Read the FAQ • Join us at the DPL WikiProject. It's OK to remove this message. Also, to stop receivin...
Extinct baronetcy in the Baronetage of the United Kingdom Huntington baronetsEscutcheon of the Huntington baronets of Clock HouseCreation date1906[1]StatusextinctExtinction date1928[2]Seat(s)The Clock House, 8 Chelsea Embankment[3]MottoActa non verba, Deeds, not words[1] The Huntington Baronetcy, of Clock House in the Metropolitan Borough of Chelsea, was a title in the Baronetage of the United Kingdom. It was created on 20 July 1906 for Charles Huntington, prev...
PT Bank Raya Indonesia TbkLogo hingga tahun 2023SebelumnyaPT Bank Agro (1989-2003)PT Bank Agroniaga Tbk (2003-2012)PT Bank Rakyat Indonesia Agroniaga Tbk (2012-2021)JenisPerseroan terbatas terbukaKode emitenIDX: AGROIndustriJasa keuanganDidirikan27 September 1989; 34 tahun lalu (1989-09-27)KantorpusatJakarta, IndonesiaWilayah operasiIndonesiaTokohkunciKaspar Situmorang[1](Direktur Utama)Budi Satria[1](Komisaris Utama)ProdukTabunganGiroDepositoKreditMerekAgrotamaPinangJasa...
New Zealand news website This article is about the New Zealand news website. For the unrelated British magazine, see Stuff (magazine). StuffWordmarkScreenshot of the Stuff main page, taken on 5 April 2018Type of siteNewsAvailable inEnglishOwnerStuff LimitedCreated byIndependent NewspapersURLstuff.co.nzCommercialYesRegistrationOptionalLaunched27 June 2000; 23 years ago (2000-06-27)[1]Current statusOnline Stuff is a New Zealand news media website owned b...
新赫布里底群島共管地法語：Condominium des Nouvelles-Hébrides英語：New Hebrides Condominium1906年—1980年 旗帜 徽章 首都維拉港常用语言英語、法語、比斯拉马语历史时期新帝国主义、第一次世界大战、战间期、第二次世界大战、冷战• 建立 1906年• 獨立 1980年7月30日 面积1976年12,189平方公里人口• 1976年 100000 货币澳元新赫布里法郎 前身 继承 英法海军共管委员会 瓦努阿图...
Debbi Morgan nel 1984 Debbi Morgan, vero nome Deborah Morgan (Dunn, 20 settembre 1956), è un'attrice statunitense, vincitrice di un Emmy Award. È conosciuta per il ruolo di Angie Hubbard nelle soap opera La valle dei pini, Quando si ama e The City. Indice 1 Biografia 1.1 Vita personale 1.2 Carriera 2 Filmografia 2.1 Cinema 2.2 Televisione 3 Doppiatrici italiane 4 Altri progetti 5 Collegamenti esterni Biografia Vita personale Debbi Morgan nacque nella Carolina del Nord, da Lora, un'insegnant...
Axiom set used in first-order logic This article is about axioms for Euclidean geometry. For Tarski's axioms for the real numbers, see Tarski's axiomatization of the reals. For Tarski's axioms for set theory, see Tarski–Grothendieck set theory. Tarski's axioms are an axiom system for Euclidean geometry, specifically for that portion of Euclidean geometry that is formulable in first-order logic with identity (i.e. is formulable as an elementary theory). As such, it does not require an underl...