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Humata repens Klasifikasi ilmiah Domain: Eukaryota Kerajaan: Plantae Upakerajaan: Trachaeophyta Divisi: Polypodiophyta Kelas: Polypodiopsida Ordo: Polypodiales Famili: Davalliaceae Genus: Humata Spesies: Humata repensL. f. J. Small ex Diels, 1899 Humata repens (sinonim: Adiantum repens) adalah tumbuhan paku/pakis epifit (fern) dan termasuk ke dalam keluarga Davalliaceae. Tanaman ini epilitik pada variasi bebatuan, terkadang terestrial, di tempat yang sangat basah sampai kering di area permuk...
Untuk topik khusus alfabet Latin berfungsi menulis bahasa Latin, lihat Alfabet bahasa Latin. Alfabet LatinJenis aksara Alfabet Bahasaawalnya bahasa Latin, lalu umum digunakan bahasa-bahasa Eropa, Afrika, Austronesia, dan AustroasiaPeriodesekitar sejak 700 SM hingga sekarangArah penulisanKiri ke kananAksara terkaitSilsilahHieroglif MesirAbjad Proto-SinaiAbjad FenisiaAlfabet Yunani (Barat)Alfabet Italik Kuno (Etruria)Alfabet LatinAksara turunanBanyak: lihat Alfabet yang berasal dari aksara Lati...
Asosiasi Sepak Bola InggrisUEFADidirikan1863Kantor pusatInggrisBergabung dengan FIFA1905Bergabung dengan UEFA1954PresidenPangeran William dari WalesWebsitewww.thefa.com Asosiasi Sepak Bola Inggris (bahasa Inggris: The Football Association, disingkat sebagai FA) adalah badan pengendali sepak bola di Inggris dan di tanah jajahan Inggris, yaitu: Jersey, Guernsey, dan Pulau Man. The FA memiliki tempat unik di sejarah persepak bolaan. Ikhtisar FA adalah salah satu anggota UEFA dan FIFA, dan memega...
Heritage-listed building in Sydney, Australia Hawken and Vance Produce ExchangeHawken and Vance Produce Exchange, 95–99 Sussex Street, SydneyLocation95–99 Sussex Street, Sydney, AustraliaCoordinates33°52′05″S 151°12′12″E / 33.8681°S 151.2033°E / -33.8681; 151.2033Architectural style(s)Victorian Free Classical New South Wales Heritage RegisterOfficial nameHawken & Vance Produce ExchangeTypeState heritage (built)Designated2 April 1999Reference no...
Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...
Deukalion dalam Promptuarii Iconum Insigniorum. Dalam mitologi Yunani, Deukalion (pengucapan bahasa Inggris: /djuːˈkeɪliən/; Yunani: Δευκαλίων) adalah putra Prometheus dan Pronoia. Zeus marah akibat Bangsa Pelasgos mulai mengabaikan perintah dewa, dan Zeus pun memutuskan untuk mengakhiri Zaman Perunggu. Zeus mengirim banjir besar yang menenggelamkan daratan di dunia. Deukalion, dengan dibantu ayahnya, berhasil selamat dari banjir besar ini. Dia dan istrinya, Pyrrhia, melewati...
Pisang cokelatSetumpuk pisang cokelatNama lainPiscokJenisKudapanDaerahIndonesiaBahan utamaPisang, cokelat, kulit lumpiaHidangan serupaTuronSunting kotak info • L • BBantuan penggunaan templat ini Pisang cokelat atau kerap disingkat piscok,[1] adalah kudapan manis dari Indonesia yang terbuat dari irisan pisang dengan cokelat cair atau susu kental manis cokelat, yang dibungkus dalam kulit tepung tipis mirip crepe, atau lazim menggunakan kulit lumpia yang kemudian, digoreng...
Musket Belton flintlock TypeMusketPlace of originUnited StatesProduction historyDesignerJoseph BeltonDesignedPrior to 1777SpecificationsActionRepeating flintlockRate of fire30–60 rounds/min theoreticallyEffective firing range30 yd (27 m) Cover page of Belton's first letter to the Continental Congress, sent April 11, 1777 The Belton flintlock was a repeating flintlock design using superposed loads, conceived by Philadelphia, Pennsylvania, resident Jose...
莎拉·阿什頓-西里洛2023年8月,阿什頓-西里洛穿著軍服出生 (1977-07-09) 1977年7月9日(46歲) 美國佛羅里達州国籍 美國别名莎拉·阿什頓(Sarah Ashton)莎拉·西里洛(Sarah Cirillo)金髮女郎(Blonde)职业記者、活動家、政治活動家和候選人、軍醫活跃时期2020年—雇主內華達州共和黨候選人(2020年)《Political.tips》(2020年—)《LGBTQ國度》(2022年3月—2022年10月)烏克蘭媒�...
Irish legislation This article is about the Irish law. For the UK law, see Emergency Powers (Defence) Act 1939. Front cover of Emergency Powers Order, 1939, under the legislation The Emergency Powers Act 1939[1] (EPA) was an Act of the Oireachtas (Irish parliament) enacted on 3 September 1939, after an official state of emergency had been declared on 2 September 1939 in response to the outbreak of the Second World War.[2] The Act empowered the government to:[3] make pr...
Hammurabi𒄩𒄠𒈬𒊏𒁉King of BabylonKing of the Four Corners of the WorldHammurabi (standing), depicted as receiving his royal insignia from Shamash (or possibly Marduk). Hammurabi holds his hands over his mouth as a sign of prayer[1] (relief on the upper part of the stele of Hammurabi's code of laws).King of the Old Babylonian EmpireBerkuasac. 1810—ca. 1750 BCPendahuluSin-MuballitPenerusSamsu-ilunaInformasi pribadiKelahiranc. 1810 BCBabylonKematianc. 1750 BC (a...
Hindu temple in Nepal Bhagwati TempleChandi Bhagwati MandirChandi Bhagwati Temple full viewReligionAffiliationHinduismDistrictSaptariDeityThe goddess BhagwatiFestivalsBada DashainLocationLocationRajbirajStateMadheshCountryNepalChandi Bhagwati Temple in NepalGeographic coordinates26°32′27″N 86°44′51″E / 26.5407°N 86.7475°E / 26.5407; 86.7475ArchitectureCompleted1925[1]SpecificationsTemple(s)1Monument(s)7Elevation76 m (249 ft) Bhagwati Templ...
وزارة الأعمال والطاقة والإستراتيجية الصناعية (المملكة المتحدة) تفاصيل الوكالة الحكومية البلد المملكة المتحدة تأسست 14 يوليو 2016 تم إنهاؤها 7 فبراير 2023 المركز لندن وزارة الأعمال والابتكار والمهارات الإدارة منصب المدير وزير الدولة للأعمال والتجارة...
Chemical compound AbagovomabMonoclonal antibodyTypeWhole antibodySourceMouseTarget(imitates CA-125)Clinical dataPregnancycategory N/A Routes ofadministrationsubcutaneousATC codenonePharmacokinetic dataBioavailabilityN/AExcretionN/AIdentifiersCAS Number792921-10-9 NChemSpidernoneUNII3YK0326U7X NY (what is this?) (verify) Abagovomab is a mouse anti-idiotype monoclonal antibody whose variable epitope mirrors a tumour antigen (CA-125) highly expressed in the epithelial o...
This article may have confusing or ambiguous abbreviations. Please review the Manual of Style, help improve this article, and discuss this issue on the talk page. (October 2016) (Learn how and when to remove this message) Assessment of the environmental consequences of a decision before action Part of a series onEnvironmental law Pollution control law Environmental impact assessment Air quality law Water quality law Waste management law Environmental cleanup law Natural resources law Species ...
Spanish languageA manuscript of the Cantar de mio Cid, 13th century Overview Pronunciation stress Orthography Names History Old Middle Influences Grammar Determiners Nouns gender Pronouns personal object Adjectives Prepositions Verbs conjugation irregular verbs Dialects Andalusian Andean Argentine Belizean Bolivian Canarian Caribbean Central American Chilean Colombian Costa Rican Cuban Dominican Ecuadorian Equatoguinean Guatemalan Honduran Mexican Murcian New Mexican Nicaraguan Paraguay Panam...
Emil Theodor Kocher Información personalNombre en alemán Theodor Kocher Nacimiento 25 de agosto de 1841[[Berna], SuizaFallecimiento 27 de julio de 1917 (75 años)Berna, SuizaSepultura Cementerio de Bremgarten Nacionalidad SuizaEducaciónEducado en Universidad de Berna (doctorado en 1865)Alumno de Theodor BillrothJoseph Lister Información profesionalOcupación Cirujano, médico, profesor universitario y fisiólogo Área Cirugía Empleador Universidad de Berna Miembro de Real Academia de las...
French racing driver Dragutin Esser at the 1914 French Grand Prix Dragutin Esser was a French racing driver, driving cars designed or built by Émile Mathis. The production cars of Mathis driven by Dragutin Esser or by Emile Mathis achieved numerous successes in the touring classes: Grand Prix du Mans - 1911 Grand Prix de l'A.C.F. - 1913 Tour de France - 1913 and at other venues around Europe including the U.K. and Ireland. Dragutin Esser designed two cars of 2025cc and 2253cc which were buil...
Curve along which a 3-D surface is at equal elevation This article is about lines of equal value in maps and diagrams. For more meanings of the word contour, see Contour (disambiguation). The bottom part of the diagram shows some contour lines with a straight line running through the location of the maximum value. The curve at the top represents the values along that straight line. A three-dimensional surface, whose contour graph is below. A two-dimensional contour graph of the three-dimensio...
British lawyer, chairman of NHS England For other people named Malcolm Grant, see Malcolm Grant (disambiguation). SirMalcolm GrantCBE FAcSSChairman of NHS EnglandIn office19 October 2011 – 30 October 2018Preceded byOffice establishedSucceeded byThe Lord Prior of BramptonChancellor of the University of YorkIn office27 October 2015 – Summer 2022Preceded byGreg DykeSucceeded byHeather MelvillePresident and Provost of University College LondonIn office1 August 2003 –&...