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Serealia (dikenal juga sebagai sereal atau biji-bijian) adalah sekelompok tanaman yang ditanam untuk dipanen biji atau bulirnya sebagai sumber karbohidrat/pati. Kebanyakan serealia merupakan anggota dari suku padi-padian dan disebut sebagai serealia sejati. Anggota yang paling dikenal dan memiliki nilai ekonomi tinggi, sehingga dikenal sebagai serealia utama adalah padi, jagung, gandum, gandum durum, jelai, haver, dan gandum hitam. Beberapa tanaman penghasil bijian yang bukan padi-padian juga...
У этого термина существуют и другие значения, см. Киевская городская дума (значения). Киевская городская дума Вид думы со стороны Крещатика в конце XIX века Ки́евская городска́я ду́ма — выборный распорядительный орган городского самоуправления в Киеве, сформированны
Yustinus IIKaisar BizantiumSolidus Yustinus IIBerkuasa15 November 565 – 578PendahuluYustinianus IPenerusTiberius II KonstantinusNama lengkapFlavius Yustinus Junior AugustusAyahDulcidio (atau Dulcissimus)IbuVigilantiaPermaisuriSofiaAnakArabia Yustinus II (bahasa Latin: Flavius Yustinus Junior Augustus; bahasa Yunani: Φλάβιος Ἰουστίνος ὁ νεότερος; skt. 520 – 5 Oktober 578) merupakan seorang Kaisar Romawi Timur (Bizantium) dari tahun 565 hingga 578. Ia adal...
Railway station in Ōita, Ōita Prefecture, Japan Ōita-Daigaku-mae Station大分大学前駅Ōita-Daigaku-mae Station in 2006General informationLocationJapanCoordinates33°10′38″N 131°37′08″E / 33.17722°N 131.61889°E / 33.17722; 131.61889Operated by JR KyushuLine(s)■ Hōhi Main LineDistance138.8 km from KumamotoPlatforms1 side platformTracks1ConstructionStructure typeAt gradeBicycle facilitiesDesignated parking area for bikesAccessibleYes - ramp to platfo...
2015 Canadian filmThe Weirdo HeroDirected byRyan Curtis[1]Written byTheo FranconProduced byDerek Hird[2][3]StarringTheo Francon[4][5]Release date 31 August 2015 (2015-08-31) Running time40 minutes[5][1]CountryCanadaLanguageEnglish The Weirdo Hero is a 2015 Canadian independent theatrically released short film about a professional wrestler dealing with depression.[6][7][8][9] The film uses an...
Japanese admiral (1878–1944) Morio MatsudairaJapanese Admiral Morio MatsudairaBornDecember 6, 1878Tokyo, JapanDiedJanuary 19, 1944(1944-01-19) (aged 65)[1]Allegiance Empire of JapanService/branch Imperial Japanese NavyYears of service1900–1925Rank Rear AdmiralCommands heldIbuki, Settsu Viscount Morio Matsudaira (松平 保男, Matsudaira Morio, 6 December 1878 – 19 January 1944) was an admiral in the Imperial Japanese Navy. Biography Morio Matsudaira was the ...
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 needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Goes TV Tower – news · newspapers · books · scholar · JSTOR (December 2022) (Learn how and when to remove t...
In probability theory, the Gillespie algorithm (or the Doob–Gillespie algorithm or Stochastic Simulation Algorithm, the SSA) generates a statistically correct trajectory (possible solution) of a stochastic equation system for which the reaction rates are known. It was created by Joseph L. Doob and others (circa 1945), presented by Dan Gillespie in 1976, and popularized in 1977 in a paper where he uses it to simulate chemical or biochemical systems of reactions efficiently and accurately usi...
Sports bar and restaurant in Portland, Oregon, U.S. The Fields Bar and GrillThe restaurant's exterior, 2023Restaurant informationFood typeAmericanStreet address1139 Northwest 11th AvenueCityPortlandCountyMultnomahStateOregonPostal/ZIP Code97209CountryUnited StatesCoordinates45°31′53″N 122°40′57″W / 45.5313°N 122.6826°W / 45.5313; -122.6826Websitethefieldspdx.com The Fields Bar and Grill is a sports bar and restaurant in Portland, Oregon's Pearl District, in...
Pemilihan umum Majelis Legislatif Tamil Nadu 19911989199624 Juni 1991Seluruh 234 kursi di Majelis Legislatif Tamil NaduKandidat Partai pertama Partai kedua Ketua J. Jayalalithaa M. Karunanidhi Partai AIADMK Dravida Munnetra Kazhagam Aliansi Aliansi Kongres Front Nasional (India) Kursi ketua Bargur Harbour Kursi yang dimenangkan 225 7 Perubahan kursi 172 164 Suara rakyat 14,738,042 7,405,935 Persentase 59.79% 30.05% Peta persebaran suara Peta pemilihan 19...
Football stadium in Dolný Kubín, Slovakia The topic of this article may not meet Wikipedia's notability guideline for sports and athletics. Please help to demonstrate the notability of the topic by citing reliable secondary sources that are independent of the topic and provide significant coverage of it beyond a mere trivial mention. If notability cannot be shown, the article is likely to be merged, redirected, or deleted.Find sources: Štadión MUDr. Ivana Chodáka – news&...
Discography of Indian singer Hariharan 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: Hariharan discography – news · newspapers · books · scholar · JSTOR (October 2019) (Learn how and when to remove this template message) Hariharan discographyHariharan at A. R. Rahman Concert in Sydney, 2010Studio albums27Live albums3Compila...
DameOlivia Newton-JohnAC DBENewton-John pada tahun 1978Lahir(1948-09-26)26 September 1948Cambridge, InggrisMeninggal8 Agustus 2022(2022-08-08) (umur 73)Santa Ynez Valley, California, Amerika SerikatKebangsaanAustraliaBritaniaPekerjaanPenyanyiaktrisaktivisTahun aktif1963–2022Suami/istri Matt Lattanzi (m. 1984; c. 1995) John Easterling (m. 2008) PasanganLee Kramer (1973–1979)AnakChloe LattanziKarier...
Typeface Freestyle ScriptCategoryScriptDesigner(s)Martin WaitDate released1981 Text of Freestyle Script Freestyle Script is an informal display script typeface that was designed by Colin Brignall in 1969 and Martin Wait in 1981, by Letraset. Freestyle Script is famously used for commercials in 1980s, birthday cards, decorative, logos and many others. The bold version was designed in 1986. The publishers of this font are Adobe, ITC, Monotype Imaging, Elsner+Flake, Esselte Corporation (in 1997)...
Road in Ireland This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (February 2020) (Learn how and when to remove this template message) N80 roadBóthar N80N80 through Stradbally, County LaoisRoute informationLength114.683 km (71.261 mi)LocationCountryIrelandPrimarydestinations County Offaly Tullamore - starts at a roundabout on the N52 Killeigh Clo...
Contoh perilaku konsumen sebelum membuat keputusan pembelian Perilaku konsumen adalah proses dan aktivitas ketika seseorang berhubungan dengan pencarian, pemilihan, pembelian, penggunaan, serta pengevaluasian produk dan jasa demi memenuhi kebutuhan dan keinginan.[1] Perilaku konsumen merupakan hal-hal yang mendasari konsumen untuk membuat keputusan pembelian.[2] Untuk barang berharga jual rendah (low-involvement) proses pengambilan keputusan dilakukan dengan mudah, sedangkan u...
Den här artikeln har skapats av Lsjbot, ett program (en robot) för automatisk redigering. (2012-10)Artikeln kan innehålla fakta- eller språkfel, eller ett märkligt urval av fakta, källor eller bilder. Mallen kan avlägsnas efter en kontroll av innehållet (vidare information) NaufragellaSystematikDomänEukaryoterEukaryotaRikeSvamparFungiDivisionSporsäcksvamparAscomycotaKlassSordariomycetesOrdningMicroascalesFamiljHalosphaeriaceaeSläkteNaufragellaVetenskapligt namn§ Naufragella Naufr...
この項目では、公園について説明しています。同じ名称の地名については「モエレ沼公園 (地名)」をご覧ください。 モエレ沼公園MOERENUMA PARK モエレ山（2012年8月） 分類 総合公園[1]所在地 日本札幌市東区モエレ沼公園、中沼町[1]座標 北緯43度07分21秒 東経141度25分52秒 / 北緯43.12250度 東経141.43111度 / 43.12250; 141.43111座標: 北緯43度07分21秒 東経14...
In matematica, e in particolare in teoria dei numeri, il teorema di Eulero (detto anche teorema di Fermat-Eulero) afferma che se n {\displaystyle n} è un intero positivo ed a {\displaystyle a} è coprimo rispetto ad n {\displaystyle n} , allora: a ϕ ( n ) ≡ 1 mod n {\displaystyle a^{\phi (n)}\equiv 1{\bmod {n}}} dove ϕ ( n ) {\displaystyle \phi (n)} indica la funzione phi di Eulero e ≡ {\displaystyle \equiv } la relazione di congruenza modulo n {\displaystyle n} ....
Fantasy–adventure book series written by Garth Nix For other uses, see Keys to the Kingdom (disambiguation). The Keys to the KingdomScholastic Inc. Covers for Mister Monday, Grim Tuesday, Drowned Wednesday and Sir Thursday.Mister MondayGrim TuesdayDrowned WednesdaySir ThursdayLady FridaySuperior SaturdayLord SundayAuthorGarth NixCountryUnited KingdomLanguageEnglishGenreFantasy, thriller, Young adult fictionPublisherScholastic PublishingPublished1 July 2003 - 2010Media typePrint (hardcover a...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!