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日本の政治家中村 正三郎なかむら しょうざぶろう 生年月日 (1934-07-18) 1934年7月18日出生地 千葉県没年月日 (2023-09-01) 2023年9月1日（89歳没）出身校 慶應義塾大学法学部政治学科卒業前職 富士製鐵社員・日東交通株式会社社長所属政党 自由民主党（森派）称号 法学士（慶應義塾大学）正三位旭日大綬章親族 父・中村庸一郎（元衆議院議員） 第65代 法務大臣内閣 小渕内閣小
Pantheon of pre-Christian Ireland For other uses, see Danann (disambiguation). Áes dána redirects here. For other uses, see Aes Dana (disambiguation). The Tuatha Dé Danann as depicted in John Duncan's Riders of the Sidhe (1911) The Tuatha Dé Danann (Irish: [ˈt̪ˠuə(hə) dʲeː ˈd̪ˠan̪ˠən̪ˠ], meaning the folk of the goddess Danu), also known by the earlier name Tuath Dé (tribe of the gods),[1] are a supernatural race in Irish mythology. Many of them are thought ...
Rockstar Games adalah salah satu pengembang dan penerbit video gim yang didirikan di bawah Take-Two Interactive pada tahun 1998. Di Indonesia, gim yang paling dikenal merupakan Grand Theft Auto: San Andreas; selain itu juga terdapat Bully, LA Noire, dan Red Dead. Daftar Judul Platform Tanggal rilis Pengembang Ref. Grand Theft Auto: Mission Pack #1 - London 1969 MS-DOS 01999-04-066 April 1999 Rockstar Canada [1] Microsoft Windows PlayStation 01999-04-3030 April 1999 Runecraft Grand The...
Mesoamerican rite Volador redirects here. For the wrestlers known as Volador, see Super Parka and Volador Jr. Flying Men starting their dance, Teotihuacan Totonacs of Papantla, Veracruz performing the voladores ritual Short video of Voladores ritual dance, Cozumel, MX The Danza de los Voladores (Spanish pronunciation: [ˈdansa ðe los βolaˈðoɾes]; Dance of the Flyers), or Palo Volador (pronounced [ˈpalo βolaˈðoɾ]; flying pole), is an ancient Mesoamerican ceremony/ritu...
У Вікіпедії є статті про інших людей із прізвищем Акулова. Акулова Ірина ГригорівнаНародилася 8 червня 1951(1951-06-08)[1] (72 роки)Кінешма, Івановська область, РРФСР, СРСРКраїна СРСР РосіяДіяльність акторкаAlma mater Школа-студія МХАТЗнання мов російськаЗаклад «Современник
Kinsach Kinsachtal bei Wolferszell Kinsachtal bei Wolferszell Daten Gewässerkennzahl DE: 158 Lage Bayern Flusssystem Donau Abfluss über Donau → Schwarzes Meer Quelle bei Sattelbogen49° 6′ 30″ N, 12° 36′ 58″ O49.10833333333312.616111111111470 Quellhöhe ca. 470 m ü. NHN Mündung bei Bogen in die Donau48.89388888888912.706805555556315Koordinaten: 48° 53′ 38″...
Walikota BogorPetahanaBima Arya Sugiartosejak 20 April 2019KediamanBalai Kota BogorMasa jabatan5 tahunDibentuk1945Pejabat pertamaR. Odang PrawiradirjaSitus webkotabogor.go.id Berikut adalah Daftar Wali Kota Bogor dari masa ke masa: No Wali Kota Awal menjabat Akhir menjabat Prd. Ket. Wakil Wali Kota 1 A. Bagchus 1920 1927 1 2 J.M. Wesselink 1927 1931 2 3 FAJ. Middelkoop 1931 1933 3 4 AH de Jong 1933 1934 4 5 GF Rambonnet 1934 1935 5 6 N Beets 1935 1937 6 7 PHM. Hildebrand 1937 1941 7 8 Mr...
Location of Potter County in Pennsylvania This is a list of the National Register of Historic Places listings in Potter County, Pennsylvania. This is intended to be a complete list of the properties and districts on the National Register of Historic Places in Potter County, Pennsylvania, United States. The locations of National Register properties and districts for which the latitude and longitude coordinates are included below, may be seen in a map.[1] There are 5 properties and dist...
Pour les autres emplois du terme, voir Apennin (homonymie). Séisme de 1349 dans l'Apennin central Carte des Apennins en Italie Date Entre le 22 janvier 1349 et le 9 septembre 1349 Magnitude 6.6 (Richter) Intensité maximale VIII-X (Mercalli) Épicentre 42° 24′ 09″ nord, 12° 51′ 39″ est Régions affectées Italie, Apennin central Victimes Plus de 1 000 Géolocalisation sur la carte : Italie Séisme de 1349 dans l'Apennin central modifier ...
此條目介紹的是中國羽球運動員。关于同名人物，请见「刘军」。 劉軍基本資料羅馬拼音Liu Jun代表國家/地區 中国出生 (1968-11-09) 1968年11月9日（55歲）[1]逝世 中国江西[2]主項：男子單打入選國家隊1987年退役1994年職業戰績93勝–33負（男單）現時世界排名現已退役BWF id331官方檔案链接BWF TournamentsoftwareBWF Fansites 獎牌記錄 男子羽毛球 代表 中国 世...
Kleinasien in der Antike Phrygien (altgriechisch Φρυγία) ist die antike Bezeichnung einer Region im westlichen Zentral-Kleinasien in der heutigen Türkei. Benannt ist diese Landschaft nach den Phrygern, unter denen Phrygien das Kernland eines großen Reichs in Kleinasien war, das vermutlich im 8. Jahrhundert v. Chr. unter König Midas den Höhepunkt seiner Macht erreichte. Inhaltsverzeichnis 1 Geographie 2 Geschichte 3 Herrscher 4 Religion 5 Siehe auch 6 Literatur 7 Einzelnach...
Nguyễn Ngọc Xuân (1902 - 1981), còn được biết đến với tên gọi Nguyễn Văn Xuân, là kỹ sư quân khí và chính khách Việt Nam, Ủy viên Chính phủ Cách mạng lâm thời Việt Nam Dân chủ Cộng hòa, Cục trưởng Cục Cơ khí, Bộ trưởng không bộ trong Chính phủ liên hiệp lâm thời Việt Nam Dân chủ cộng hòa (thành lập ngày 1-1-1946)[1] Nguyễn Ngọc XuânChức vụCục trưởng Cục Cơ khí, Bộ Công nghi
Highly Urbanized City in Zamboanga del Sur, Philippines Highly urbanized city in Zamboanga Peninsula, PhilippinesZamboanga City Chavacano: Ciudad de ZamboangaHighly urbanized cityCity of ZamboangaZamboanga City Hall FlagSealEtymology: Malay jambanganNickname(s): City of Flowers[1]Asia's Latin City[1]Sardines Capital of The Philippines[1]Motto: Build Back Better ZamboangaAnthem: Zamboanga Hermosa (Beautiful Zamboanga)Map of Zamboanga Peninsula with Zamboanga C...
wieś Kochłowice Dzielnica Rudy Śląskiej Panorama Kochłowic od strony rzeki Kochłówki Państwo Polska Województwo śląskie Miasto Ruda Śląska Data założenia przed 1360 r. W granicach Rudy Śląskiej od 1959 r. Wysokość 311 m n.p.m. Populacja (2006)• liczba ludności 12 738 Strefa numeracyjna 32 Kod pocztowy 41-707 Tablice rejestracyjne SL, SRS Położenie na mapie Rudy Śląskiej Multimedia w Wikimedia Commons Strona internetowa Kochłowice (niem. Ko...
American pay television business news channel This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: CNBC World – news · newspapers · books · scholar · JSTOR (October 2020) (Learn how and when to remove this template message) Television channel CNBC WorldCountryUnited StatesBroadcast areaInternationalHeadquartersEnglewood Cliffs, Ne...
American politician Konrad K. Solberg27th Lieutenant Governor of MinnesotaIn officeJanuary 3, 1933 – January 8, 1935GovernorFloyd B. OlsonPreceded byHenry M. ArensSucceeded byHjalmar PetersenMember of the Minnesota House of RepresentativesIn office1923-1931 Personal detailsBornJune 25, 1874Rushford, Minnesota, U.S.DiedJanuary 28, 1954 (aged 79)Clarkfield, Minnesota, U.S.Political partyMinnesota Farmer-Labor PartyProfessionfarmer, legislator Konrad Knute Solberg (June 25, 1874 �...
Alphabet for the Manding languages of West Africa Not to be confused with N'Ko language. N'KoߒߞߏScript type Alphabet CreatorSolomana KantéTime period1949–presentDirectionright-to-left script LanguagesN'Ko, Manding languages (Mandingo, Maninka,Bambara, Dyula)ISO 15924ISO 15924Nkoo (165), N’KoUnicodeUnicode aliasNKoUnicode rangeU+07C0–U+07FF This article contains phonetic transcriptions in the International Phonetic Alphabet (IPA). For an introductory guide ...
Italian jurist and criminologist (1738–1794) This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (November 2021) (Learn how and when to remove this template message) Cesare Bonesana di BeccariaBorn(1738-03-15)15 March 1738Milan, Duchy of MilanDied28 November 1794(1794-11-28) (aged 56)Milan, Duchy of MilanNationalityItalianEducationUniversity of PaviaOccupat...
American composer (born 1975) Jeremy ZuckermanZuckerman at San Diego Comic-Con in 2011Born (1975-07-31) July 31, 1975 (age 48)Newburgh, New York, U.S.EducationBerklee College of MusicCalifornia Institute of the ArtsOccupationsComposermusicianYears active2001–presentNotable workMusic for Avatar: The Last Airbender and The Legend of KorraWebsitewww.jeremyzuckerman.com Jeremy Zuckerman (born July 31, 1975) is an American composer of concert music, film and television music, music for...
Teori Bentuk atau Alam Idea (bahasa Yunani: εἶδος, translit. eîdos)[1][2][3] adalah pandangan Plato yang menyatakan bahwa bentuk-bentuk di alam materi tidak senyata atau seasli bentuk-bentuk di Alam Idea yang abadi, absolut, dan tidak berubah—itu sebabnya teori ini disebut Teori Bentuk atau Alam Idea dan sebagai konsepsi umum ditulis dengan hurup awal kapital.[4] Menurut teori ini, bentuk-bentuk atau ide-ide di Alam Idea merupakan esensi nonfi...