Read other articles:

Escobedia grandiflora Classificação científica Reino: Plantae Divisão: Magnoliophyta Classe: Magnoliopsida Subclasse: Asteridae Família: Orobanchaceae Género: EscobediaL.F.Kuntze Espécie: Escobedia grandiflora Escobedia grandiflora (L.f.) Kuntze é uma planta da família Orobanchaceae. Entre seus nomes comuns estão: açafrão-da-raiz, açafrão-de-barba, palillo, açafrão-andino, color, no Peru é chamada de açafrão-da-montanha, especiaria-da-montanha e condimento-da-montanha. Descri

Thomas A. BlasdelLahir(1843-01-02)2 Januari 1843Dearborn County, IndianaMeninggal1932 – 1843; umur -90–-89 tahunKansasTempat pemakamanFair Lawn Cemetery, Hutchinson, KansasPengabdian Amerika SerikatUnionDinas/cabang Angkatan Darat Amerika SerikatUnion ArmyLama dinas1862 - 1865Pangkat KorporalKesatuan 83rd Regiment Indiana Volunteer Infantry - Company HPerang/pertempuranPerang Saudara Amerika • Pengepungan VicksburgPenghargaan Medal of Honor Thomas A. Blasdel ...

Península de Comau o Huequi Península Mapa de la península de Comau.Ubicación administrativaPaís ChileSubdivisión Región de Los LagosUbicación geográficaContinente AméricaMar / océano Océano PacíficoMapa de localización [editar datos en Wikidata] La península de Comau o de Huequi es una península ubicada en la provincia de Palena, Región de Los Lagos, en la zona austral de Chile. Esta península está delimitada al noroeste por el golfo de Ancud, al este por el fior...

13th-century battle in present-day Serbia Mačva WarTerritory of the Duchy of Macsó (yellow) in the mid-13th centuryDateSpring 1268LocationMačva (Macsó), Kingdom of Hungary (present-day Serbia)Result Hungarian victoryBelligerents Kingdom of Serbia Kingdom of Hungary Duchy of MacsóCommanders and leaders Stefan Uroš I  Béla IVBéla of MacsóStephen Csák The Mačva War of 1268 was a brief conflict between the Kingdom of Hungary and the Kingdom of Serbia in the Duchy of Mačva (or Mac...

American politician and United States Marine (born 1939) Charles Robb redirects here. For the United States federal judge, see Charles Henry Robb. For the British surgeon, see Charles Rob. Senator Robb redirects here. For the New York State Senate member, see J. Hampden Robb. For the Northern Irish senator, see John Hanna Robb. Chuck RobbRobb in 2016 at the LBJ LibraryChair of the Iraq Intelligence CommissionIn officeFebruary 6, 2004 – March 31, 2005Served with Laurence SilbermanPr...

Tokyo DomeInformasi stadionPemilikTokyo Dome CorporationLokasiLokasi3, Koraku 1-chome, Bunkyo, Tokyo, JepangKoordinat35°42′20.37″N 139°45′6.89″E / 35.7056583°N 139.7519139°E / 35.7056583; 139.7519139Koordinat: 35°42′20.37″N 139°45′6.89″E / 35.7056583°N 139.7519139°E / 35.7056583; 139.7519139KonstruksiDibuka17 Maret 1988Data teknisKapasitas55.000Ukuran lapanganFacility Capacity Area[1]PemakaiYomiuri Giants (NPB (Ce...

Щодо інших людей з таким самим іменем та прізвищем див. Публій Кальвізій. Публій Кальвізій РузонНародився невідомо]Помер після 93Підданство Римська імперіяДіяльність політикПосада консул-суфектТермін 79 рікПопередник Тит Цезар ВеспасіанНаступник Марк Аррій ФлаккРід К�...

Duke of Saxe-Wittenberg Wenceslas IDuke of Saxe-WittenbergElector of SaxonyReign6 December 1370 –15 May 1388PredecessorRudolf IISuccessorRudolf IIIBornc. 1337Died(1388-05-15)15 May 1388CelleSpouseCecilia of CarraraHouseAscaniaFatherRudolf I, Duke of Saxe-WittenbergMotherAgnes of Lindow-Ruppin Wenceslas I, Duke of Saxe-Wittenberg (c. 1337 – 15 May 1388, in Celle) from the House of Ascania ruled from 1370 to 1388 and was a prince-elector of the Holy Roman Empire as well as Princ...

This article is about cinema chain. For the independent cinema with the same name in North Somerset, see Curzon Community Cinema, Clevedon. For the Australian cinema formerly known as the Curzon, see Capri Theatre. Curzon Cinemas LimitedIndustryLeisure, Entertainment & refreshmentsFounded1934Number of locations17 cinemasProductsTickets, popcorn, alcohol, drinks & confectioneryParentCurzon (Cohen Media Group)[1]Websitewww.curzon.com Curzon Cinemas (/ˈkɜːrzən/)[2] ...

Выставка «НОЖ» (коллаж) Новое общество живописцев (НОЖ) — объединение шести живописцев, оставившее яркий след в художественной жизни Москвы начала 1920-х единственным фактом своей деятельности — выставкой, состоявшейся в ноябре-декабре 1922 года. Содержание 1 История 2 Идей�...

Letak Provinsi Guadalcanal di Kepulauan Solomon Provinsi Guadalkanal merupakan sebuah provinsi di Kepulauan Solomon. Provinsi ini letaknya di bagian tengah di negara itu. Pada tahun 1999, provinsi ini memiliki jumlah penduduk sebesar 60.275 jiwa dan memiliki luas wilayah 5.336 km². Provinsi ini memiliki angka kepadatan penduduk 11,3 jiwa/km². Ibu kotanya di Honiara. Pranala luar Commerce.gov.sb Diarsipkan 2008-05-16 di Wayback Machine. lbsProvinsi di Kepulauan Solomon Barat Choiseul Gu...

Comic genre This article is written like a personal reflection, personal essay, or argumentative essay that states a Wikipedia editor's personal feelings or presents an original argument about a topic. Please help improve it by rewriting it in an encyclopedic style. (October 2019) (Learn how and when to remove this template message) Crime comicsCover to an issue of Crime Does Not Pay, one of the earliest crime comicsPublishersEC ComicsLev Gleason PublicationsPublicationsCrime Does Not PayTrue...

Museum of Fine Arts, BostonDidirikan1870Lokasi465 Huntington Avenue, Boston, Massachusetts 02115WisatawanLebih dari satu juta setiap tahunDirekturMalcolm RogersSitus webSitus web resmi Museum of Fine Arts (Museum Seni Rupa) di Boston, Massachusetts, adalah salah satu museum terbesar di Amerika Serikat yang menarik lebih dari satu juta pengunjung setiap tahunnya. Museum ini menyimpan lebih dari 450.000 karya seni. Dengan lebih dari satu juta pengunjung per tahun (pada tahun 2012), membuat muse...

Numerical technique An illustration of Monte Carlo integration. In this example, the domain D is the inner circle and the domain E is the square. Because the square's area (4) can be easily calculated, the area of the circle (π*1.02) can be estimated by the ratio (0.8) of the points inside the circle (40) to the total number of points (50), yielding an approximation for the circle's area of 4*0.8 = 3.2 ≈ π. In mathematics, Monte Carlo integration is a technique for numerical integration u...

Railway station in Miyazaki, Miyazaki Prefecture, Japan Kibana Station木花駅Kibana Station in April 2022General informationLocationKumano, Miyazaki-shi, Miyazaki-ken 889-2151JapanCoordinates31°49′54″N 131°26′12″E / 31.83167°N 131.43667°E / 31.83167; 131.43667Operated by JR KyushuLine(s)■ Nichinan LineDistance7.5 km from Minami-MiyazakiPlatforms1 island platformTracks2 + 1 sidingConstructionStructure typeAt gradeBicycle facilitiesBike shedAccessibleYes ...

Not to be confused with Evangelical Church of the Philippines or United Evangelical Church of Christ in the Philippines. This article may rely excessively on sources too closely associated with the subject, potentially preventing the article from being verifiable and neutral. Please help improve it by replacing them with more appropriate citations to reliable, independent, third-party sources. (August 2013) (Learn how and when to remove this template message) United Evangelical Church of Chri...

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: ITIL security management – news · newspapers · books · scholar · JSTOR (August 2016) (Learn how and when to remove this template message) ITIL security management describes the structured fitting of security into an organization. ITIL security management is bas...

Fritz Schmedes SS-Oberführer Fritz Schmedes Geboren 7 oktober 1894Schwarme, Duitse Keizerrijk Overleden 7 februari 1952Springe, Nedersaksen, West-Duitsland Land/zijde  Duitse Keizerrijk Weimarrepubliek nazi-Duitsland Onderdeel Pruisische legerVrijkorps HasseAllgemeine-SSWaffen-SS Dienstjaren 1913 - 19201937 - 1945 Rang SS-Brigadeführer en Generalmajor in de politie en Waffen-SS Eenheid Ostfriesisches Feldartillerie-Regiment Nr. 6220 februari 1913[1][2]Reserve ...

Dewan Perwakilan Rakyat Daerah Kabupaten SitubondoDewan Perwakilan RakyatKabupaten Situbondo2019-2024JenisJenisUnikameral Jangka waktu5 tahunSejarahSesi baru dimulai21 Agustus 2019PimpinanKetuaEdy Wahyudi, S.E. (PKB) sejak 17 September 2019 Wakil Ketua IH. Abdur Rahman, S.H., M.H. (PPP) sejak 17 September 2019 Wakil Ketua IIDjaenur Ridoh (Gerindra) sejak 17 September 2019 Wakil Ketua IIIHeroe Soegihartono, S.H. (Golkar) sejak 17 September 2019 KomposisiAnggota45Partai & ku...

Komando Resor Militer 163/Wira SatyaLambang Korem 163/Wira SatyaDibentuk24 Februari 1961Negara IndonesiaCabangTNI Angkatan DaratTipe unitKorem Tipe APeranSatuan TeritorialBagian dariKodam IX/UdayanaMakoremDenpasar, BaliJulukanKorem 163/WSAPelindungTentara Nasional IndonesiaMotoWira SatyaBaret H I J A U Situs webkorem163wirasatya.comTokohDanremBrigjen TNI Agus Muchlis LatifKepala StafKolonel Inf. Rusdian Parma Komando Resor Militer 163/Wira Satya merupakan Satuan Teritorial yang...