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Kusu-tanah raksasa Peroryctes broadbenti Status konservasiGentingIUCN16710 TaksonomiKerajaanAnimaliaFilumChordataKelasMammaliaOrdoPeramelemorphiaFamiliPeramelidaeGenusPeroryctesSpesiesPeroryctes broadbenti Distribusi lbs Kusu-tanah raksasa ( Peroryctes broadbenti ) adalah spesies marsupial dalam keluarga Peramelidae yang endemik di Papua Nugini . Habitat aslinya adalah hutan kering subtropis atau tropis. [2] Lokalitas tipenya adalah Papua Nugini, Provinsi Tengah, tepian Sungai Goldie ...
العلاقات البولندية الكيريباتية بولندا كيريباتي بولندا كيريباتي تعديل مصدري - تعديل العلاقات البولندية الكيريباتية هي العلاقات الثنائية التي تجمع بين بولندا وكيريباتي.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: و�...
Capital and largest city of Angola 8°50′18″S 13°14′04″E / 8.83833°S 13.23444°E / -8.83833; 13.23444 For other uses, see Luanda (disambiguation). Capital city in AngolaLuandaCapital citySkyline of LuandaUnknown Soldier MemorialAgostinho Neto MemorialNational AssemblyChurch of Our Lady of RemediesFortress of São MiguelPanoramic view of Luanda BayLuandaLocation of Luanda in AngolaShow map of AngolaLuandaLuanda (Africa)Show map of AfricaLuandaLuanda (Earth)Sho...
Census-designated place in Vermont, United StatesSouth Royalton, VermontCensus-designated placeLocation in Windsor County and the state of Vermont.Coordinates: 43°49′13″N 72°31′16″W / 43.82028°N 72.52111°W / 43.82028; -72.52111CountryUnited StatesStateVermontCountyWindsorArea • Total1.2 sq mi (3.1 km2) • Land1.1 sq mi (2.9 km2) • Water0.08 sq mi (0.2 km2)Elevation490 ft (...
GoriziaKomuneCittà di GoriziaThe old part of Gorizia seen from the CastleNegaraItaliaWilayahFriuli-Venezia GiuliaProvinsiGorizia (GO)FrazioniCastello, Lucinico, Oslavia (Oslavje), Piuma (Pevma), San Mauro (Šmaver), Sant’Andrea (Štandrež), Straccis (Stražišče), Vallone dell'Acqua, Gradiscutta, Piedimonte (Podgora)Pemerintahan • Wali kotaEttore Romoli (People of Freedom, elected 2007-05-27)Luas • Total41 km2 (16 sq mi)Ketinggian84 m (27...
Ilija GarašaninИлија Гарашанин Perwakilan Pangeran SerbiaMasa jabatan22 April 1852 – 26 Maret 1853Penguasa monarkiAlexander IPendahuluAvram PetronijevićPenggantiAleksa SimićPresiden Kementerian SerbiaMasa jabatan21 Oktober 1861 – 15 November 1867Penguasa monarkiMichael IPendahuluFilip HristićPenggantiJovan Ristić Informasi pribadiLahir(1812-01-28)28 Januari 1812Garaši, Kekaisaran UtsmaniyahMeninggal22 Juni 1874(1874-06-22) (umur 62)Grocka, Serbia...
State park in Kentucky and Virginia, US Breaks Interstate ParkBreaks Canyon, May 2003Location on Kentucky/Virginia borderShow map of KentuckyBreaks Interstate Park (the United States)Show map of the United StatesLocationKentucky and Virginia, United StatesNearest cityElkhorn City, KentuckyCoordinates37°17′47″N 82°17′49″W / 37.29639°N 82.29694°W / 37.29639; -82.29694Area4,500 acres (1,800 ha)Established1954Visitors286,401[1] (in 20...
Radio télévision publique géorgienne (GPB) Logo de la GPB Création 1956 Forme juridique Entreprise publique Siège social Tbilissi Géorgie Actionnaires Géorgie Activité Audiovisuel Produits Chaînes de télévision, de radio, sites Internet Site web gpb.ge modifier - modifier le code - voir Wikidata La Sakartvelos Sasogadoebriwi Mauzkebeli, en géorgien საქართველოს საზოგადოებრივი მაუწყებელი - Sakartvelos ...
Super Bowl VIII Ospiti Casa Minnesota Vikings Miami Dolphins (NFC) (AFC) 7 24 1 2 3 4 Totale MIN 0 0 0 7 7 MIA 14 3 7 0 24 EdizioneVIII Data13 gennaio 1974 StadioRice Stadium CittàHouston MVPLarry Csonka Inno nazionaleCharley Pride ArbitroBen Dreith Halftime showUniversità del Texas Spettatori71.882 Diffusione TV negli Stati Uniti d'AmericaReteCBS TelecronacaRay Scott, Pat Summerall e Bart Starr VII IX Il Super Bowl VIII è stata una partita di football americano ...
Daftar keuskupan di Benin adalah sebuah daftar yang memuat dan menjabarkan pembagian terhadap wilayah administratif Gereja Katolik Roma yang dipimpin oleh seorang uskup ataupun ordinaris di Benin. Konferensi para uskup Benin bergabung dalam Konferensi Waligereja Benin. Per Juni 2020, terdapat 10 buah yurisdiksi, di mana 2 merupakan keuskupan agung dan 8 lainnya merupakan keuskupan sufragan. Daftar keuskupan Provinsi Gerejawi Cotonou Keuskupan Agung Cotonou: Roger Houngbédji, O.P. Keuskupan A...
CaurelcomuneCaurel – Veduta LocalizzazioneStato Francia RegioneGrand Est Dipartimento Marna ArrondissementReims CantoneBourgogne TerritorioCoordinate49°18′N 4°09′E / 49.3°N 4.15°E49.3; 4.15 (Caurel)Coordinate: 49°18′N 4°09′E / 49.3°N 4.15°E49.3; 4.15 (Caurel) Superficie9,76 km² Abitanti663[1] (2009) Densità67,93 ab./km² Altre informazioniCod. postale51110 Fuso orarioUTC+1 Codice INSEE51101 CartografiaCaurel Modifi...
Rondador The rondador is a set of chorded cane panpipes that produces two tones simultaneously. It consists of pieces of cane, placed side by side in order by size and closed at one end, and is played by blowing across the top of the instrument. The rondador is considered the national instrument of Ecuador.[1] Further knowledge on the instrument is required, as the musical scale of which note each tube played projects is unknown. References ^ Their Musical Instruments. WAYANAY INKA. A...
Species of flowering plant Ipomoea tuberculata Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Solanales Family: Convolvulaceae Genus: Ipomoea Species: I. tuberculata Binomial name Ipomoea tuberculataKer Gawl. Synonyms Ipomoea odontosepala Ipomoea calcarata Ipomoea cairica Ipomoea tuberculata Convolvulus tuberculatus[1] Ipomoea tuberculata is a flowering plant species in the bindweed family (Convolvulaceae)...
Questa voce o sezione tratta di una competizione calcistica in corso. Le informazioni possono pertanto cambiare rapidamente con il progredire degli eventi. Se vuoi scrivere un articolo giornalistico sull'argomento, puoi farlo su Wikinotizie. Non aggiungere speculazioni alla voce. Voce principale: Calcio Foggia 1920. Calcio FoggiaStagione 2023-2024Lo stadio Pino Zaccheria, campo di casa del Foggia. Sport calcio Squadra Foggia Allenatore Mirko Cudini (1ª-17ª) Massimiliano Olivieri (Ad I...
Questa voce o sezione sull'argomento programmi televisivi italiani non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Italian Academy 2PaeseItalia Anno2009 Generetalent show, danza Lingua originaleitaliano RealizzazioneConduttoreLucilla Agosti NarratorePietro Ubaldi RegiaRinaldo Gaspari Casa di produzion...
Северный морской котик Самец Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапси...
American politician from Washington Sharon Tomiko SantosMember of the Washington House of Representativesfrom the 37th districtIncumbentAssumed office January 11, 1999Serving with Chipalo StreetPreceded byDawn Mason Personal detailsBornSharon Tomiko Miyake (1961-07-05) July 5, 1961 (age 62)San Francisco, CaliforniaPolitical partyDemocraticSpouseBob Santos (deceased)Alma materEvergreen State College (BA)Northeastern University (MA) Sharon Tomiko Santos (née Miyake...
Politics of the Soviet Union Leadership Leaders President list Vice President Collective leadership State Council Presidential Council Communist Party Congress Central Committee History General Secretary Politburo Secretariat Orgburo Legislature Congress of Soviets Central Executive Committee Supreme Soviet Soviet of the Union Soviet of Nationalities Presidium Congress of People's Deputies Speaker 1989 Legislative election Governance Constitution Official names 1924 1936 1977 Governme...
ملحقات تعديل مصدري - تعديل طابق بريدي مكتوب عليه الشارقة وملحقاتها الملحقات هي أقاليم أو مناطق غير مستقلة كلياً أو ليس لها سيادة تامة على أراضيها.[1][2][3] قائمة الملحقات الملحقات في العالم فيما يلي قائمة تحتوي على 58 إقليم تابع لدولة أخرى. أستراليا جزر أشمور و�...
There are infinitely many prime numbers This article is about the theorem on the infinitude of prime numbers. For the theorem on perfect numbers and Mersenne primes, see Euclid–Euler theorem. For the theorem on the divisibility of products by primes, see Euclid's lemma. Euclid's theorem is a fundamental statement in number theory that asserts that there are infinitely many prime numbers. It was first proven by Euclid in his work Elements. There are several proofs of the theorem. Euclid's pr...