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Artikel utama: ISO 3166-2 Panama, yang bernama resmi Republik Panama, adalah sebuah negara yang terletak di tenggara Amerika Tengah, sebelah utara berbatasan dengan Laut Karibia, selatan berbatasan dengan Samudra Pasifik, timur dengan Kolombia dan barat dengan Kosta Rika. ISO 3166-2:PA adalah entri untuk Panama pada ISO 3166-2, bagian dari standar ISO 3166 yang diterbitkan oleh Organisasi Internasional untuk Standardisasi (ISO). ISO 3166-2 menstandarkan kode pembagian administratif utama (sep...

BatuwarnoKecamatanPeta lokasi Kecamatan BatuwarnoNegara IndonesiaProvinsiJawa TengahKabupatenWonogiriPemerintahan • CamatSyamsu Edi Budiman, BAPopulasi • Total18,235 (2.003) jiwaKode Kemendagri33.12.04 Kode BPS3312050 Luas51,65 km²Desa/kelurahan7 desa1 kelurahan Batuwarno (Jawa: ꦧꦠꦸꦮꦂꦤꦺꦴ) adalah sebuah kecamatan di Kabupaten Wonogiri, Jawa Tengah. Kecamatan ini berjarak sekitar 42 Km dari ibu kota Kabupaten Wonogiri ke arah selatan melalui Bat...

العلاقات السريلانكية الكوستاريكية سريلانكا كوستاريكا   سريلانكا   كوستاريكا تعديل مصدري - تعديل   العلاقات السريلانكية الكوستاريكية هي العلاقات الثنائية التي تجمع بين سريلانكا وكوستاريكا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومر...

Islam menurut negara Afrika Aljazair Angola Benin Botswana Burkina Faso Burundi Kamerun Tanjung Verde Republik Afrika Tengah Chad Komoro Republik Demokratik Kongo Republik Kongo Djibouti Mesir Guinea Khatulistiwa Eritrea Eswatini Etiopia Gabon Gambia Ghana Guinea Guinea-Bissau Pantai Gading Kenya Lesotho Liberia Libya Madagaskar Malawi Mali Mauritania Mauritius Maroko Mozambik Namibia Niger Nigeria Rwanda Sao Tome dan Principe Senegal Seychelles Sierra Leone Somalia Somaliland Afrika Selatan ...

Cari artikel bahasa  Cari berdasarkan kode ISO 639 (Uji coba)   Cari berdasarkan nilai Glottolog   Kolom pencarian ini hanya didukung oleh beberapa antarmuka Halaman rumpun acak Rumpun bahasaSinitik TionghoaEtnisSubkelompok Tionghoa HanPersebaranTiongkok Raya, Singapura, MalaysiaPenggolongan bahasaSino-TibetSinitik Tionghoa Bai Raya Bahasa indukProto-SinitikKode bahasaISO 639-5zhxGlottologsini1245  (Sinitik)macr1275  (Macro-Bai)Lokasi penuturan  Min  &#...

2011 FINA World ChampionshipsDivingIndividual1 mmenwomen3 mmenwomen10 mmenwomenSynchronised3 mmenwomen10 mmenwomenOpen water swimmingSingle5 kmmenwomen10 kmmenwomen25 kmmenwomenTeam5 kmmixedSwimmingFreestyle50 mmenwomen100 mmenwomen200 mmenwomen400 mmenwomen800 mmenwomen1500 mmenwomenBackstroke50 mmenwomen100 mmenwomen200 mmenwomenBreaststroke50 mmenwomen100 mmenwomen200 mmenwomenButterfly50 mmenwomen100 mmenwomen200 mmenwomenIndividual medley200 mmenwomen400 mmenwomenFreestyle relay4×1...

Creully sur SeullescomuneCreully sur Seulles – Veduta LocalizzazioneStato Francia Regione Normandia Dipartimento Calvados ArrondissementBayeux Cantone TerritorioCoordinate49°17′04″N 0°32′22″W / 49.284444°N 0.539444°W49.284444; -0.539444 (Creully sur Seulles)Coordinate: 49°17′04″N 0°32′22″W / 49.284444°N 0.539444°W49.284444; -0.539444 (Creully sur Seulles) Altitudine7 - 66 m s.l.m. Superficie18,71 km² Abita...

Эта статья — о нарушениях в области половой функции мужчины. О расстройствах основных проявлений сексуальности см. Сексуальные дисфункции. Запрос «Импотент» перенаправляется сюда; о фильме см. Импотент (фильм). Эта статья или раздел нуждается в переработке....

Medical conditionCarcinosarcomaMicrograph of a carcinosarcoma of the ovary. H&E stain, showing both carcinomatous and sarcomatous elementsSpecialtyOncology  Carcinosarcomas are malignant tumors that consist of a mixture of carcinoma (or epithelial cancer) and sarcoma (or mesenchymal/connective tissue cancer).[1] Carcinosarcomas are rare tumors, and can arise in diverse organs, such as the skin, salivary glands, lungs, the esophagus, pancreas, colon, uterus and ovaries.[1&...

Croatian basketball player Andro KnegoKnego, in 2010.Personal informationBorn (1956-10-21) 21 October 1956 (age 67)Dubrovnik, PR Croatia, FPR YugoslaviaNationalityCroatianListed height6 ft 9 in (2.06 m)Listed weight211 lb (96 kg)Career informationPlaying career1977–1997PositionCenterCareer history1977–1985Cibona Zagreb1985–1986Cajamadrid1986–1987Cibona Zagreb1987–1990Montecatini1990–1992Cibona Zagreb1996–1997WBC Wels Career highlights and awards Eur...

روفوس واينرايت   معلومات شخصية الميلاد 22 يوليو 1973 (51 سنة)[1][2]  قرية رينبك  مواطنة الولايات المتحدة كندا  الأم كيت ماكغريجلي  إخوة وأخوات مارثا وينرايت  الحياة الفنية النوع بوب،  وإيندي بوب  نوع الصوت تينور  الآلات الموسيقية بيانو،  وصوت بشر�...

American actress (1931–2023) Ellen HollyHolly in One Life to Live (1975)BornEllen Virginia Holly(1931-01-16)January 16, 1931Manhattan, New York, U.S.DiedDecember 6, 2023(2023-12-06) (aged 92)The Bronx, New York, U.S.EducationHunter CollegeYears active1959–1993; 2002Known forBeing the first African-American to appear in a lead role on an American soap opera (One Life to Live)Workssee FilmographyPartnersRoger Hill(1974–1977)[citation needed]Harry BelafonteRon O'Neal...

Season of television series Criminal Minds Season of television series Criminal MindsSeason 14Season 14 U.S. DVD coverStarring Joe Mantegna Matthew Gray Gubler A.J. Cook Kirsten Vangsness Aisha Tyler Daniel Henney Adam Rodriguez Paget Brewster No. of episodes15ReleaseOriginal networkCBSOriginal releaseOctober 3, 2018 (2018-10-03) –February 6, 2019 (2019-02-06)Season chronology← PreviousSeason 13Next →Season 15List of episodes The fourteenth season of Criminal M...

Okryu-gwanInformasi restoranDidirikan1960Koki kepalaRa Suk-gyong.[1]KotaPyongyangNegaraKorea UtaraKoordinat39°1′43″N 125°45′30″E / 39.02861°N 125.75833°E / 39.02861; 125.75833Koordinat: 39°1′43″N 125°45′30″E / 39.02861°N 125.75833°E / 39.02861; 125.75833 Okryu-gwanJosŏn-gŭl옥류관 Hanja玉流館 Alih AksaraOngnyugwanMcCune–ReischauerOngnyugwan Raengmyŏn (mi dingin khas Pyongyang) disajikan di Okryugwan Okry...

Japanese media franchise Yuki Yuna Is a HeroPromotional image featuring (left to right) Itsuki Inubozaki, Fu Inubozaki, Mimori Togo and Yuna Yuki.結城友奈は勇者である(Yūki Yūna wa Yūsha de Aru)GenreDark fantasy[1]Magical girl[2]Created byProject 2H Further information Anime television seriesDirected bySeiji KishiWritten byMakoto UezuTakahiroMusic byKeiichi Okabe (Monaca)StudioStudio GokumiLicensed byNA: Ponycan USA (former)Sentai Filmworks...

American physician & politician (born 1968) Kim SchrierMember of the U.S. House of Representativesfrom Washington's 8th districtIncumbentAssumed office January 3, 2019Preceded byDave Reichert Personal detailsBornKimberly Merle Schrier (1968-08-23) August 23, 1968 (age 55)Los Angeles, California, U.S.Political partyDemocraticSpouseDavid GowingChildren1EducationUniversity of California, Berkeley (BS)University of California, Davis (MD)WebsiteHouse website Kimberly Merle...

John ActonFunçõesSecretário de Estado, Reinos de Nápoles e Sicília (d)a partir de 1789Domenico Caracciolo (en)Comandante em chefeReino de NápolesMinistro das finançasReino de NápolesComandante em chefeMarinha do Grão-Ducado da Toscana (d)Títulos de nobrezaBaronetes Acton (en)Baronete (Aldenham Park (en))20 novembro de 1791 - 12 agosto de 1811Predecessor Richard Acton, 5.º Baronete (en)Sucessor Ferdinand Dalberg-Acton (en)BiografiaNascimento 3 ...

Species of pangolin found in southeast Asia Sunda pangolin Conservation status Critically Endangered  (IUCN 3.1)[1] CITES Appendix I (CITES)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Pholidota Family: Manidae Genus: Manis Subgenus: Paramanis Species: M. javanica Binomial name Manis javanicaDesmarest, 1822 Sunda pangolin range The Sunda pangolin (Manis javanica), also known as the Malayan or Javan pan...

199 ← 200 → 201素因数分解 23×52二進法 11001000三進法 21102四進法 3020五進法 1300六進法 532七進法 404八進法 310十二進法 148十六進法 C8二十進法 A0二十四進法 88三十六進法 5Kローマ数字 CC漢数字 二百大字 弐百算木 200（二百、二〇〇、皕、にひゃく、ふたひゃく、ふたもも）は、自然数または整数において、199の次で201の前の数である。 性質 200 は合成数であり、約数は1,...

Branch of mathematics that studies dynamical systems Ergodic theory is a branch of mathematics that studies statistical properties of deterministic dynamical systems; it is the study of ergodicity. In this context, statistical properties refers to properties which are expressed through the behavior of time averages of various functions along trajectories of dynamical systems. The notion of deterministic dynamical systems assumes that the equations determining the dynamics do not contain any r...