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Eragrostis curvula TaksonomiDivisiTracheophytaSubdivisiSpermatophytesKladAngiospermaeKladmonocotsKladcommelinidsOrdoPoalesFamiliPoaceaeSubfamiliChloridoideaeTribusEragrostideaeGenusEragrostisSpesiesEragrostis curvula Nees, 1841 Tata namaBasionimPoa curvula (en) lbs Eragrostis curvula adalah sebuah spesies rumput yang dikenal dengan nama umum weeping lovegrass. Nama-nama umum lainnya meliputi Boer lovegrass, curved lovegrass, Catalina lovegrass, dan African lovegrass. Tumbuhan tersebut berasal...
PenangNama lengkapPenang Football ClubJulukanThe Panthers(Harimau Kumbang)Berdiri1920; 104 tahun lalu (1920) (tak resmi) 21 October 1921; 102 tahun lalu (21 October 1921) (resmi)StadionStadion Kota Penang(Kapasitas: 20,000)PresidenDr. Amar Pritpal AbdullahPelatihManzoor Azwira Abdul WahidLigaLiga Utama Malaysia2019ke-7Situs webSitus web resmi klub Kostum kandang Kostum tandang Musim ini Penang Football Club (atau secara sederhana lebih dikenal sebagai Penang FC) adalah sebuah t...
إيست روكسواي الإحداثيات 40°38′37″N 73°40′01″W / 40.643611111111°N 73.666944444444°W / 40.643611111111; -73.666944444444 [1] تقسيم إداري البلد الولايات المتحدة[2][3] التقسيم الأعلى مقاطعة ناسو خصائص جغرافية المساحة 2.669849 كيلومتر مربع2.669851 كيلومتر مربع (1 أبريل 2010)&...
Pusat Data dan Informasi Kementerian Pertahanan biasa disingkat Pusdatin Kemhan adalah unsur pelaksana tugas tertentu di bawah Kementerian Pertahanan. Pusdatin Kemhan memiliki tugas melaksanakan pembinaan, pengembangan, dan standardisasi teknis serta evaluasi kebijakan di bidang sistem informasi dan persandian serta teknologi informasi dilingkungan Kementerian Pertahanan. Adapun fungsi Pusdatin Kemhan adalah:[1] Penyiapan rumusan kebijakan dan standardisasi teknis di bidang pengembang...
Natural plant wax from leaves of the carnauba palm Carnauba wax Carnauba (/kɑːrˈnɔːbə, -ˈnaʊ-, -ˈnuː-, -nɑːˈuː-/;[1][2] Portuguese: carnaúba [kaʁnaˈubɐ]), also called Brazil wax and palm wax, is a wax of the leaves of the carnauba palm Copernicia prunifera (synonym: Copernicia cerifera), a plant native to and grown only in the northeastern Brazilian states of Ceará, Piauí, Paraíba, Pernambuco, Rio Grande do Norte, Maranhão and Bahia.[3] It...
Ganesh ChaturthiLaalbaagcha Raja, MumbaiNama resmiChaturthi/Vinayaka Chaturthi/Vinayaka ChavithiNama lainChavathi, Chouthi, GaneshotsavDirayakan olehHinduJenisAgamaPerayaanNyanyian himne Veda dan teks-teks Hindu, doa, hari terakhir: prosesi, perendaman idolaMulaiBhadrapada Shukla ChaturthiBerakhir11 hari setelah dimulainyaTanggalBhadrapada (Agustus–September)FrekuensiTahunan Ganesh Chaturthi adalah festival Hindu yang merayakan kedatangan Ganesha ke bumi dari Kailash Parvat dengan ibunya De...
Chronologies La maîtresse reçoit de chaque écolier, pour les prisonniers, un point de leur carte de rationnement textile. Photo de presse, agence Trampus, bureau de Vichy, 25 novembre 1942.Chronologie de la Seconde Guerre mondiale Jan - Fév - Mar - Avr - Mai - Juin Juil - Aoû - Sep - Oct - Nov - Déc Chronologie dans le monde 1939 1940 1941 1942 1943 1944 1945Décennies :1910 1920 1930 1940 1950 1960 1970Siècles :XVIIIe XIXe XXe XXIe XXIIeM...
Development of systems that act as money Part of a series onNumismaticsthe study of currency Glossary Currency Coins Banknotes Forgery List ISO Circulating currencies Africa Asia Europe North America South America Oceania Local currencies Company scrip LETS Time dollars Fictional currencies Proposed currencies History of money Historical currencies Aksumite Achaemenid Byzantine Chinese Filipino Greek Indian Italian Japanese Roman Thai Tibetan Medieval currencies Production Mint Designers Coin...
Family of marine mammals Eared sealsTemporal range: Miocene–Holocene,[1] 17.1–0 Ma PreꞒ Ꞓ O S D C P T J K Pg N An Australian sea lion (Neophoca cinerea) Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Carnivora Clade: Pinnipedia Clade: Panotariidae Family: OtariidaeGray, 1825 Type genus OtariaPéron, 1816 Genera Arctocephalus Callorhinus †Eotaria Eumetopias Neophoca Otaria Phocarctos †Pithanotaria †Proterozetes �...
Ne doit pas être confondu avec Clara Novello. Pencerddes Morgannwg,BiographieNaissance 7 avril 1861CardiffDécès 7 février 1943 (à 81 ans)Nationalités britanniquegalloiseActivités Cheffe d'orchestre, chanteuse, cheffe de chœurEnfant Ivor NovelloAutres informationsGenre artistique Musique classiquemodifier - modifier le code - modifier Wikidata Clara Novello Davies, née le 7 avril 1861 et morte le 7 février 1943, est une célèbre chanteuse, enseignante et chef d'orchestre gallo...
Voce principale: Atletica leggera maschile ai Giochi della XXXI Olimpiade. Salto in alto maschileRio de Janeiro 2016 Informazioni generaliLuogoStadio Nilton Santos Periodo14 - 16 agosto 2016 Podio Derek Drouin Canada Mutaz Essa Barshim Qatar Bohdan Bondarenko Ucraina Edizione precedente e successiva Londra 2012 Tokyo 2020 Video ufficiale della Finale Atletica leggera aiGiochi olimpici diRio de Janeiro 2016 Corse piane 100 m piani uomini donne 200 m pian...
Ethnic groups NA‑classThis template is within the scope of WikiProject Ethnic groups, a collaborative effort to improve the coverage of articles relating to ethnic groups, nationalities, and other cultural identities on Wikipedia. If you would like to participate, please visit the project page, where you can join the discussion and see a list of open tasks.Ethnic groupsWikipedia:WikiProject Ethnic groupsTemplate:WikiProject Ethnic groupsEthnic groups articlesNAThis template does not require...
Opposition to equality feminism Part of a series onFeminism History Feminist history History of feminism Women's history American British Canadian German Waves First Second Third Fourth Timelines Women's suffrage Muslim countries US Other women's rights Women's suffrage by country Austria Australia Canada Colombia India Japan Kuwait Liechtenstein New Zealand Spain Second Republic Francoist Switzerland United Kingdom Cayman Islands Wales United States states Intersectional variants Fat Lesbian...
British trade unionist Allan in 1873 William Allan (August or September 1813 – 15 October 1874) was a British trade unionist. Born in Ulster, Allan grew up in Glasgow, working in a cotton mill from the age of twelve, then later serving an engineering apprenticeship. However, before completing the apprenticeship, he married and moved to Liverpool, soon finding work with the Grand Junction Railway Company. He later moved to Crewe to further his career, and while there joined the Mancheste...
Open di Francia 2019Doppio leggende over 45Sport Tennis Vincitori Sergi Bruguera Goran Ivanišević Finalisti Mikael Pernfors Mats Wilander Punteggio6-2, 4-6, [10-4] Tornei Singolare uomini (q) donne (q) ragazzi ragazze Doppio uomini donne misto ragazzi ragazze Singolare carrozzina uomini donne quad Doppio carrozzina uomini donne quad Leggende -45 +45 donne 2018 Voce principale: Open di Francia 2019. Mansour Bahrami e Fabrice Santoro erano i campioni in carica, ma sono stati eliminati ...
Chung kết Cúp EFL 2017Sân vận động Wembley tổ chức trận chung kểt.Sự kiệnCúp EFL 2016–17 Manchester United Southampton 3 2 Ngày26 tháng 2 năm 2017 (2017-02-26)Địa điểmSân vận động Wembley, Luân ĐônCầu thủ xuất sắcnhất trận đấuZlatan Ibrahimović (Manchester United)Trọng tàiAndre Marriner (West Midlands)[1]Khán giả85,264← 2016 2018 → Chung kết Cúp EFL 2017 (hay còn gọi là Chung kết cúp liên đoà...
German heavy metal band AcceptAccept live at Hellfest 2018Background informationAlso known asBand X (1968–1976)OriginSolingen, West GermanyGenresHeavy metalDiscographyAccept discographyYears active 1976–1989 1992–1997 2005 2009–present Labels Nuclear Blast Portrait/Epic RCA Germany PolyGram Passport Napalm Members Wolf Hoffmann Mark Tornillo Uwe Lulis Christopher Williams Martin Motnik Philip Shouse Past members Udo Dirkschneider Gerhard Wahl Frank Friedrich Peter Baltes Hansi Heitzer...
Tree which includes all vertices of a graph For the network protocol, see Spanning Tree Protocol. For other uses, see Spanning tree (disambiguation). A spanning tree (blue heavy edges) of a grid graph In the mathematical field of graph theory, a spanning tree T of an undirected graph G is a subgraph that is a tree which includes all of the vertices of G.[1] In general, a graph may have several spanning trees, but a graph that is not connected will not contain a spanning tree (see abou...
Office of the Resident Commissioner of the Navy at PortsmouthNavy Board FlagNavy OfficeMember ofNavy Board (1649–1829)Reports toComptroller of the NavyNominatorFirst Lord of the AdmiraltyAppointerPrime MinisterSubject to formal approval by the King-in-CouncilTerm lengthNot fixedInaugural holderLieutenant William WilloughbyFormation1649–1829 The Resident Commissioner at Portsmouth also known as the Resident Commissioner of the Navy at Portsmouth[1] was the chief representative of t...
Запрос «Пунсон» перенаправляется сюда; об обозначении населённого пункта на картах см. Пунсон (картография).Комплект (набор) шаровых пуансонов. Пуансо́н или пунсо́н[1][2][3][4] (фр. poinçon) — одна из основных деталей инструмента, используемого при марки�...