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Judas Amir Wali Kota Palopo Ke-2Masa jabatan26 September 2018 – 26 September 2023PresidenJoko WidodoGubernurNurdin Abdullah Andi Sudirman Sulaiman Bahtiar Baharuddin (Pj.)WakilRahmat Masri Bandaso PendahuluAndi Arwien Azis (Pj.)PenggantiAsrul Sani (Pj.)Masa jabatan6 Juli 2013 – 6 Juli 2018PresidenSusilo Bambang YudhoyonoJoko WidodoGubernurSyahrul Yasin Limpo Soni Sumarsono (Pj.)WakilAkhmad Syarifuddin PendahuluPatedungi Andi TenriadjengPenggantiAndi Arwien Azis (Pj.)...
Universitas Comenius BratislavaUniverzita Komenského v BratislaveLatin: Universitas Comeniana Bratislavensiscode: la is deprecated JenisNegeriDidirikan1919Dana abadi€ 129 juta (2010) [1]RektorMarek ŠtevčekJumlah mahasiswa26,624 (2014/15)[2]Doktor2,276AlamatŠafárikovo námestie 6, 818 06 Bratislava 1, Bratislava, SlowakiaNama julukanUKSitus webwww.uniba.sk Universitas Comenius (bahasa Slowakia: Univerzita Komenského v Bratislave) adalah sebuah perguruan tinggi ...
Ini adalah nama Korea; marganya adalah Kwon. Loco권혁우Loco pada tahun 2022Informasi latar belakangNama lahirKwon Hyuk-wooLahir25 Desember 1989 (umur 34)Seoul, Korea SelatanGenreHip hop KoreaPekerjaanRapperTahun aktif2012–sekarangLabelAOMGArtis terkaitJay Park, Crush, Gray, Zion.T, Woo Won-jae, HwasaNama KoreaHangul권혁우 Alih AksaraGwon Hyeok-uMcCune–ReischauerKwŏn Hyŏku Kwon Hyuk-woo (Hangul: 권혁우; lahir 25 Desember 1989), lebih dikenal dengan nama panggungnya Loco (Ha...
Air Lithuania IATA ICAO Callsign TT KLA KAUNAS Founded13 September 1991Ceased operations23 November 2005HubsKaunas International AirportSecondary hubsPalanga International AirportFleet size3 (2005 est.)Destinations10 (2005 est.)HeadquartersKaunas, LithuaniaWebsiteairlithuania.lt Air Lithuania (Lithuanian: Aviakompanija Lietuva, literally: Air Company Lithuania) was a regional airline based in Kaunas in Lithuania.[1] It operated scheduled and charter flights, provided cargo services a...
Salah satu sudut Fort Lauderdale, menampilkan River House Fort Lauderdale (terkenal sebagai Venesia dari Amerika) ialah sebuah kota di Amerika Serikat yang terletak di negara bagian Florida. Pada 2000 kota ini berpenduduk 152.397. Kota ini ialah ibu kota Broward County. Pendidikan Sunland Park Elementary School dan Arthur Ashe Middle School[1] mendapat nilai gagal pada Tes Penilaian Komprehensif Florida (FCAT) tahun 2007, sementara 10 (dari 16) sekolah dasar dan satu (dari empat) seko...
Legendary Irish queen Queen Maeve redirects here. For the comic book character, see List of The Boys characters § Queen Maeve. Fictional character MedbUlster Cycle characterQueen Maev by J. C. LeyendeckerIn-universe informationOccupationQueenSpouseAilill mac MátaNationalityIrish Medb (Old Irish: [mʲeðv]), later spelled Meadhbh (Middle Irish: [mʲɛɣv]), Méabh(a) (Irish: [ˈmʲeːw(ə)]) and Méibh (Irish: [mʲeːvʲ]),[1] and often anglicised...
Wally WestWally West sulla copertina di Flash n. 39 (RW Lion) UniversoUniverso DC AutoreJohn Broome DisegniCarmine Infantino EditoreDC Comics 1ª app.dicembre 1959 - gennaio 1960 1ª app. in Kid Flash: Flash (I serie) n.110 Flash III: Crisis on Infinite Earths n. 12 Caratteristiche immaginarieNome completoWallace Rudolph West Alter ego Kid Flash Flash III SpecieUmana EtniaCaucasica Luogo di nascitaKeystone City Poteri Velocità che supera nove volte quella della luce Velocità warp G...
Monumen Perang Serbia-Bulgaria di Tran, Bulgaria Perang Serbia-Bulgaria (bahasa Serbia: Српско-бугарски рат/Srpsko-bugarski rat, bahasa Bulgaria: Сръбско-българска война/Sr'bsko-bulgarska voina) adalah sebuah konflik yang terjadi antara tanggal 14 November 1885 hingga 3 Maret 1886 antara Kerajaan Serbia dan Kepangeranan Bulgaria. Perang itu terjadi akibat ketidakstabilan Balkan meskipun terdapat penyelesaian dalam Kongres Berlin pada tanggal 13 Juli 1878....
爱德华·谢瓦尔德纳泽ედუარდ შევარდნაძე第2任格鲁吉亚總統任期1995年11月26日—2003年11月23日前任茲維亞德·加姆薩胡爾季阿继任米哈伊尔·萨卡什维利苏联外交部部长任期1985年7月2日—1990年12月20日总书记米哈伊尔·戈尔巴乔夫前任安德烈·葛罗米柯继任亚历山大·别斯梅尔特内赫 个人资料出生(1928-01-25)1928年1月25日苏联外高加索苏维埃联邦社会主义共和国古...
Latter Day Saint temple practice For the modern Mormon practice, see Endowment (Mormonism). In the theology of the Latter Day Saint movement, an endowment refers to a gift of power from on high, typically associated with the ordinances performed in Latter Day Saint temples. The purpose and meaning of the endowment varied during the life of movement founder Joseph Smith. The term has referred to many such gifts of heavenly power, including the confirmation ritual, the institution of the High P...
هذه المقالة عن حركة النهضة التونسية. لمعانٍ أخرى، طالع حركة النهضة (توضيح). حركة النهضة البلد تونس التأسيس تاريخ التأسيس 1972 (النشاط)6 يونيو 1981 (التأسيس)1 مارس 2011 (الاعتراف الرسمي) المؤسسون راشد الغنوشي، وأحميدة النيفر، وعبد الفتاح مورو الجماعة الإسلاميةحر...
Religious movement For a list, see list of Independent Catholic denominations. Independent Catholicism is an independent sacramental movement of clergy and laity who self-identify as Catholic (most often as Old Catholic or as Independent Catholic) and form micro-churches claiming apostolic succession and valid sacraments,[1] in spite of not being affiliated to the historic Catholic church, the Roman Catholic church.[2] The term Independent Catholic derives from the fact that t...
Privately owned park in Manhattan, New York United States historic placeGreenacre ParkU.S. National Register of Historic Places (2018)Show map of ManhattanShow map of New York CityShow map of New YorkShow map of the United StatesLocation217 E. 51st St., New York, New YorkCoordinates40°45′22″N 73°58′09″W / 40.756206°N 73.969248°W / 40.756206; -73.969248Built1971[1]NRHP reference No.100002076Added to NRHPFebruary 2, 2018[2] Greenacre...
Italian footballer and coach (born 1976) Not to be confused with Alessandro Nista. Alessandro NestaOMRI Nesta with Montreal Impact in 2013Personal informationFull name Alessandro Nesta[1]Date of birth (1976-03-19) 19 March 1976 (age 48)[2]Place of birth Rome, Italy[2]Height 1.87 m (6 ft 2 in)[2]Position(s) Centre back[2]Team informationCurrent team Monza (head coach)Youth career1985–1993 LazioSenior career*Years Team Apps (Gls)1993...
British film distribution and production company Not to be confused with Eros International. Eros FilmsIndustryEntertainmentFoundedMay 1947FounderPhilip HyamsSydney HyamsMichael HyamsDefunctJune 1961FateBankruptcyHeadquartersLondon, United KingdomProductsMotion pictures Eros Films was a British film distribution and, later, production company, in operation from May 1947 to June 1961. It was founded by three brothers: Philip, Sydney, and Michael Hyams. Hyams Bros The Hyams' father was a Russia...
Adamawa's delegation in Nigeria's National Assembly The Nigerian National Assembly delegation from Adamawa comprises three Senators representing Adamawa North, Adamawa Central, and Adamawa South, and eight Representatives representing Jada/Ganye/Mayo-Belwa/Toungo, Guyuk/Shelleng, Hong/Gombi, Mubi N/Mu S/Maiha, Fufore/Song, Yola North/Yoal South/Girei, Demsa/Numan/Lamurde, and michika/gulak/Madagali. Fourth Republic The 10th Assembly (2023 till date) OFFICE NAME PARTY CONSTITUENCY TERM Senator...
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Minecraft Dungeons Diterbitkan di26 Mei 2020GenreDungeon crawlerLisensiLisensi proprietarium Bahasa Daftar Latin American Spanish (en) , Portugis Brasil, Tionghoa Sederhana, Tionghoa Tradisional, bahasa Inggris, bahasa Italia, bahasa Jepang, bahasa Jerman, bahasa Korea, bahasa Polandia, bahasa Portugis, bahasa Prancis, bahasa Rusia, bahasa Spanyol dan bahasa Swedia 60 Karakteristik teknisPlatformWindows, PlayStation 4, Xbox One dan Nintendo Switch MesinUnreal Engine 4ModePermainan video pemai...
維基百科中的法律相關內容僅供參考,並不能視作專業意見。如需獲取法律相關的幫助或意見,請諮詢所在司法管轄區的法律從業人士。詳見法律聲明。 中华人民共和国反垄断法简称反垄断法起草机关中华人民共和国商务部提请审议机关中华人民共和国国务院公布日期2007年8月30日施行日期2008年8月1日最新修正2022年6月24日(第1次修正)法律效力位阶普通法律立法历程一审:...
Branch of geometry that studies combinatorial properties and constructive methods Combinatorial geometry redirects here. The term combinatorial geometry is also used in the theory of matroids to refer to a simple matroid, especially in older texts. A collection of circles and the corresponding unit disk graph Discrete geometry and combinatorial geometry are branches of geometry that study combinatorial properties and constructive methods of discrete geometric objects. Most questions in discre...