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Gusti NurpansyahBerkas:Gusti-Nurpansyah.jpgLahir(1978-07-16)16 Juli 1978 Sampanahan, Kotabaru, Kalimantan SelatanKebangsaan IndonesiaAlmamater- Universitas Lambung Mangkurat, Banjarmasin- Universitas Muhammadiyah Prof Dr Hamka (UHAMKA), Jakarta - Universitas Negeri JakartaDikenal atas- Staf Ahli DPR-RI - Staf Khusus Menteri LH - Staf Khusus Menristek Gusti Nurpansyah, S.Sos, M.Pd, CSRS (16 Juli 1978 – 17 Januari 2019) adalah seorang profesional Indonesia. Ia merupakan Staf Kh...

Marinha Portuguesa Pavillon de beaupré de la Marine portugaise. Création XIIe siècle - aujourd'hui Pays Portugal Allégeance Republique Portugaise Branche Marine Type Armée Effectif 11 000 Fait partie de Forces armées portugaises Devise Talant de bient faire Commandant Amiral Fernando de Melo Gomes Pavillon Pavillon de beaupré modifier  Navire-école NRP Sagres. Frégate NRP Bartolomeu Dias. Frégate NRP Corte Real. Sous-marin NRP Tridente. Abordage d'un navire par des f...

Wishnutama Kusubandio Komisaris Utama TelkomselPetahanaMulai menjabat 14 Februari 2021Komisaris Utama TokopediaPetahanaMulai menjabat 14 Februari 2021Menteri Pariwisata dan Ekonomi Kreatif Indonesia ke-12Masa jabatan23 Oktober 2019 – 23 Desember 2020PresidenJoko WidodoWakilAngela Tanoesoedibjo PendahuluArief YahyaPenggantiSandiaga UnoKepala Badan Pariwisata dan Ekonomi Kreatif ke-2Masa jabatan23 Oktober 2019 – 23 Desember 2020PresidenJoko Widodo PendahuluTriawan ...

У этого термина существуют и другие значения, см. Рома. Рома Рома Сфера влияния Рим[d] Пол женский  Медиафайлы на Викискладе Рома (др.-греч. Ῥώμη, лат. Roma) — богиня, олицетворение города Рима как повелительницы Вселенной. Впервые стала предметом почитания у греков...

Erik Gaardhøje Nazionalità  Danimarca Calcio Ruolo portiere Termine carriera 1966 Carriera Squadre di club1 1956-1966 Esbjerg169 (-?) Nazionale 1958-1960 Danimarca U-216 (-?)1960 Danimarca olimpica0 (0)1961-1963 Danimarca14 (-?) Palmarès  Giochi olimpici Argento Roma 1960 1 I due numeri indicano le presenze e le reti segnate, per le sole partite di campionato.Il simbolo → indica un trasferimento in prestito.   Modifica dati su Wikidata · Manuale Erik Foerso...

2006 EP by The FratellisThe Fratellis EPEP by The FratellisReleased3 April 2006Recorded2006GenreIndie rockLength9:05LabelNomadic MusicProducerThe Fratellis, Owen Morris, Andy MillerThe Fratellis chronology The Fratellis EP(2006) Costello Music(2006) The Fratellis EP is the debut EP by Scottish band The Fratellis, released on 3 April 2006. There are a limited number of physical copies of this available in the UK.[clarification needed] Creepin' Up the Backstairs was ineligible ...

保良局馬錦明夫人章馥仙中學Po Leung Kuk Mrs.Ma-Cheung Fook Sien College翻漆後的校舍東北面（2022年3月）地址 香港新界離島區大嶼山東涌富東邨类型津貼中學宗教背景無隶属保良局创办日期1997年学区香港離島區東涌校長柯玉琼女士副校长鄭健華先生，劉俊偉先生助理校长梁煥儀女士职员人数56人年级中一至中六学生人数約700人，24個班別校訓愛、敬、勤、誠校歌保良局屬下校歌�...

2000 Colorado Democratic presidential primary ← 1996 March 10, 2000 (2000-03-10) 2004 → ← SCUT →61 delegates to the Democratic National Convention (51 pledged, 10 unpledged)The number of pledged delegates received is determined by the popular vote   Candidate Al Gore Bill Bradley(withdrawn) Home state Tennessee New Jersey Delegate count 44 7 Popular vote 63,384 20,663 Percentage 71.43% 23.29% Primary results by co...

此條目需要补充更多来源。 (2021年7月4日)请协助補充多方面可靠来源以改善这篇条目，无法查证的内容可能會因為异议提出而被移除。致使用者：请搜索一下条目的标题（来源搜索：美国众议院 — 网页、新闻、书籍、学术、图像），以检查网络上是否存在该主题的更多可靠来源（判定指引）。 美國眾議院 United States House of Representatives第118届美国国会众议院徽章 众议院旗...

2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl（英文）（波兰文）2020年夏季奥林匹克运动会（東京）2021年7月23日至8月8日（受2019冠状病毒病疫情影响推迟，但仍保留原定名称）運動員206參賽項目24个大项旗手开幕式：帕维尔·科热尼奥夫斯基（游泳）和马娅·沃什乔夫斯卡（自行车）[1]闭幕式：卡罗利娜·纳亚（皮划艇）&#...

Badger Creek WildernessIUCN category Ib (wilderness area)Badger Creek WildernessLocationWasco / Hood River counties, Oregon, USANearest cityDufur, OregonCoordinates45°18′22″N 121°28′35″W / 45.30611°N 121.47639°W / 45.30611; -121.47639Area29,057 acres (11,759 ha)Established1984Governing bodyU.S. Forest Service The Badger Creek Wilderness is a 29,057-acre (11,759 ha) wilderness area located east of Mount Hood in the northwestern Cascades o...

Vehicle handling problem Diagram of a car undergoing fishtailing. Video of a car fishtailing or drifting on the street of Riia maantee in Tartu, Estonia (December 2021) Fishtailing is a vehicle handling problem which occurs when the rear wheels lose traction, resulting in oversteer. This can be caused by low-friction surfaces (sand, gravel, rain, snow, ice, etc.). Rear-drive vehicles with sufficient power can induce this loss of traction on any surface, which is called power-oversteer.[1&...

Paul du Chaillu Información personalNombre en francés Paul Belloni Du Chaillu Nacimiento 31 de julio de 1835 París (Francia) Fallecimiento 30 de abril de 1903 San Petersburgo (Imperio ruso) Causa de muerte Accidente cerebrovascular Sepultura Cementerio Woodlawn Nacionalidad Estadounidense y francesaInformación profesionalOcupación Explorador, antropólogo, zoólogo y escritor Abreviatura en zoología Chaillu [editar datos en Wikidata] Paul Belloni du Chaillu (La Réunion, 31 de...

Port in United StatesPort of PortlandMarine Terminal 6 - the state's only deep-draft container terminalClick on the map for a fullscreen viewLocationCountryUnited StatesLocationPortland, OregonDetailsOpened1891Main importsAutomobiles, steel, and limestoneMain exportsWheat, soda ash, potash, and hayStatisticsDraft depth43 feetAir draft196 feet, restricted by Astoria–Megler BridgeWebsitewww.portofportland.com The Port of Portland is the port district responsible for overseeing Portland Intern...

Georg Henrik von Wright Georg Henrik von Wright en 1972Información personalNacimiento 14 de junio de 1916HelsinkiFallecimiento 16 de junio de 2003Helsinki (Finlandia) Nacionalidad FinlandesaCiudadanía  FinlandiaLengua materna Sueco FamiliaFamiliares Hermano de Marianne Frankenhaeuser, catedrática en psicologíaEducaciónEducado en Universidad de HelsinkiSupervisor doctoral Eino Kaila Información profesionalOcupación filósofoEmpleador Universidades de Helsinki, Cambridge y CornellEs...

Le graphe de la fonction de Dickman–de Bruijn ρ sur une échelle logarithmique. L'axe horizontal est l'argument u, et l'axe vertical est la valeur ρ(u) de la fonction ρ. En théorie analytique des nombres, la fonction ρ de Dickman ou de Dickman-de Bruijn est une fonction spéciale utilisée dans l'estimation de la proportion d'entiers friables jusqu'à une certaine borne. Elle fut étudiée pour la première fois par l'actuaire Karl Dickman, qui la définit dans son unique publication m...

Travel document issued to citizens of Ethiopia Ethiopian passportImage of a current Ethiopian passportTypePassportIssued by EthiopiaPurposeIdentificationEligibilityEthiopian Nationality The front cover of a passport from the era of the People's Democratic Republic of Ethiopia. The Ethiopian passport (Amharic: የኢትዮጵያ ፓስፖርት) is a travel document issued to citizens of Ethiopia for international travel. The document is a biometric machine-readable passport with a burgun...

Mohammed DeifSoprannomeDeif (l'Ospite) NascitaKhan Yunis, 12 agosto 1965 MorteKhan Yunis, 13 luglio 2024 (presunta) ReligioneIslam sunnita Dati militariPaese servito Hamas Forza armataBrigate Ezzedin al-Qassam Gradocomandante in capo Guerre Conflitto della striscia di Gaza Conflitto Fatah-Hamas Guerra Israele-Hamas Campagne Operazione Colonna di nuvola Operazione Piogge estive Operazione Margine di protezione Attacco di Hamas a Israele del 2023 AzioniMassacro del festival musical...

2015 mixtape by Gucci ManeBrick Factory 3Mixtape by Gucci ManeReleasedFebruary 12, 2015 (2015-02-12)Recorded2014–2015GenreHip hopLength51:08Label1017 Records, 101 DistributionProducerMetro BoominGucci Mane chronology 1017 Mafia: Incarcerated(2015) Brick Factory 3(2015) Mr. Clean, The Middle Man(2015) Brick Factory 3 is a mixtape by American rapper Gucci Mane. The album serves as the third installment in his popular Brick Factory series. The mixtape was released on Feb...

إطار مرجعي عطالي أو نظام مرجعي قصوري أو إطار إسناد قصوري هو عبارة عن نظام إحداثيات يعرّف بكونه ذو حركة عطالية (أي مختبر فيزيائي ساكن أو يتحرك حركة منتظمة وفي خط مستقيم بالنسبة لنا، ويسود فيه القصور الذاتي) .[1][2][3] وهذا ما يميزه عن الإطار المرجعي اللاعطالي (المخت�...