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2019 studio album by FabolousSummertime Shootout 3: Coldest Summer EverStudio album by FabolousReleasedNovember 29, 2019 (2019-11-29)Recorded2017–2019GenreHip hopLength65:51Label Street Family Def Jam Roc Nation Producer 30 Roc Araab Muzik Bink! Chopsquad DJ Cubeatz DJ Khalil DJ Lavish Lee DY Foreign Teck Hitmaka Jaye R Leer Luciano Maaly Raw Mally The Martian Motif Alumni OG Parker Omar Grand Paul Cabbin Reazy Renegade Rob Halladay Smash David StreetRunner Swiff D Ta...

Jupiter Aerobatic Team TNI AULambang JAT Jupiter Aerobatic TeamDibentuk1996NegaraIndonesiaCabang TNI Angkatan UdaraBagian dariLanud AdisutjiptoJulukanJATMotoThe JupiterMaskotElang AngkasaSitus webwww.lanud-adisutjipto.mil.id Tim Aerobatik Jupiter TNI Angkatan Udara atau Jupiter Aerobatic Team TNI AU disingkat JAT adalah salah satu tim aerobatik milik TNI Angkatan Udara dalam bentuk Skadron Khusus dibawah Skadron Pendidikan 102, Wing Pendidikan Terbang, Lanud Adisucipto yang terbentuk sejak ta...

Bupati Biak NumforLambang Kabupaten Biak NumforPetahanaSofia Bonsapiasejak 19 Maret 2024KediamanRumah Dinas Bupati Biak NumforMasa jabatan5 tahun (definitif)Dibentuk1963Pejabat pertamaSukarwadi P.S.Situs webLaman Resmi Pemkab Biak Numfor Kabupaten Biak Numfor dari awal berdirinya hingga saat ini sudah pernah dipimpin oleh beberapa bupati. Saat ini Bupati Biak Numfor dijabat oleh Sofia Bonsapia. Daftar Bupati Berikut ini adalah Daftar Bupati Biak Numfor dari masa ke masa. No. Potret Bupat...

Об экономическом термине см. Первородный грех (экономика). ХристианствоБиблия Ветхий Завет Новый Завет Евангелие Десять заповедей Нагорная проповедь Апокрифы Бог, Троица Бог Отец Иисус Христос Святой Дух История христианства Апостолы Хронология христианства Ран�...

العلاقات الإسبانية المالاوية إسبانيا مالاوي   إسبانيا   مالاوي تعديل مصدري - تعديل   العلاقات الإسبانية المالاوية هي العلاقات الثنائية التي تجمع بين إسبانيا ومالاوي.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقا...

Saudi deputy education minister (born 1956) Norah Al FaizNorah Al Faiz in 2012Vice Minister of EducationIn officeFebruary 2009 – April 2015MonarchsAbdullahSalmanPrime MinisterKing AbdullahKing SalmanPreceded byKhalid bin Abdullah bin Mohammed bin Muqrin Al Mishari Al Saud[1] Personal detailsBornNorah bint Abdullah bin Musaed Al Fayez[1]1956 (age 67–68)Shaqra, Saudi ArabiaNationalitySaudi ArabiaAlma materKing Saud UniversityUtah State University Norah bint...

UEC European Champion jersey 2011 UEC European Track ChampionshipsSprintmenwomenTeam sprintmenwomenKeirinmenwomenOmniummenwomenTeam pursuitmenwomenPoints racemenwomenMadisonmenvte The Men's points race was held on 21 October 2011. 28 riders participated, the distance was 40 km (160 laps) with a sprint every 10 laps for extra points. A lap would have gotten 20 points. Two heats were held over 20 km to determine the final riders.[1][2] Medalists Gold  Rafał Rataj...

Restaurant in Cheongdam, Seoul SMT HouseSMT Seoul building at nightRestaurant informationEstablishedJanuary 27, 2016 (2016-01-27)Owner(s)SM F&B DevelopmentStreet address125-24, Cheongdam-dong (58, Apgujeong-ro 79-gil)CityGangnam District, SeoulCountrySouth KoreaCoordinates37°31′31″N 127°03′07″E / 37.5253°N 127.0520°E / 37.5253; 127.0520 SMT House (stylized as SMT HOUSE), commonly referred to as SMT Seoul, is a restaurant in Cheongdam-dong...

Non expedit (in italiano: non conviene) è una disposizione della Santa Sede con la quale si dichiarò inaccettabile che i cattolici italiani partecipassero alle elezioni politiche del Regno d'Italia e, per estensione, alla vita politica nazionale italiana, sebbene tale divieto non fosse esteso alle elezioni amministrative. La disposizione fu revocata ufficialmente da papa Benedetto XV nel 1919. L'espressione non expedit venne utilizzata per la prima volta dalla Congregazione per gli affari e...

Skin epithelium (purple) with lamina propria (underlying connective tissue) (pink) -- the epithelium exhibits rete pegs. Rete pegs protect the tissue from shearing.[1] Rete pegs (also known as rete processes or rete ridges) are the epithelial extensions that project into the underlying connective tissue in both skin and mucous membranes. In the epithelium of the mouth, the attached gingiva exhibit rete pegs, while the sulcular[2] and junctional epithelia do not.[3] Sca...

Idea of the United States as unique nation This article is about the theory that the United States is either distinctive, unique, or exemplary compared to other nations. For the ideology that the U.S. has an exceptional mission in the world, see Americanism (ideology). History of U.S.expansion and influence Imperialism Exceptionalism Foreign policy Military history Military operations List of wars Military deployments Military bases abroad Territorial evolution Manifest destiny Non-interventi...

هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (أغسطس 2016) القيمة الحالية (بالإنجليزية: Present Value)‏ هي القيمة المساوية لسلسلة من التدفقات ا�...

Top level Australian netball league Super Netball League redirects here. Not to be confused with Netball Super League. Suncorp Super NetballUpcoming season or competition: 2024 Suncorp Super Netball seasonSportNetballFounded2016Owner(s)Netball AustraliaNo. of teams8CountryAustraliaMost recentchampion(s)Adelaide Thunderbirds (1st title)Most titlesNew South Wales SwiftsSunshine Coast Lightning(2 titles each)TV partner(s)Fox SportsStreaming partner(s)Kayo SportsSponsor(s)Suncorp GroupRelatedcomp...

Political party Rebel soldiers man a checkpoint, December 2005 (VOA) The Forces Nouvelles de Côte d'Ivoire (English: New Forces of Ivory Coast; abbreviated FNCI, FN or FAFN) is a political coalition that was formed in December 2002, in the wake of the first peace accords of the Ivorian Civil War.[1] Composition FNCI includes these political parties: Patriotic Movement of Côte d'Ivoire (Mouvement patriotique de Côte d'Ivoire, MPCI) Ivorian Popular Movement of the Great West (Mouveme...

A linear space is a basic structure in incidence geometry. A linear space consists of a set of elements called points, and a set of elements called lines. Each line is a distinct subset of the points. The points in a line are said to be incident with the line. Each two points are in a line, and any two lines may have no more than one point in common. Intuitively, this rule can be visualized as the property that two straight lines never intersect more than once. Linear spaces can be seen as a ...

Sejumlah bangunan hotel tertinggi di dunia berada di Hong Kong dan Uni Emirat Arab. Bangunan hotel tertinggi adalah 355 m (1.165 ft) JW Marriott Marquis Dubai Terselesaikan atau beratap Baiyoke Tower II di Bangkok, Thailand The Cullinan, di Kowloon, Hong Kong Swissôtel The Stamford, di Singapura Grand Lisboa di Makau State Tower di Bangkok, Thailand Centara Grand and Bangkok Convention Centre, di Bangkok, Thailand Renaissance Center di Detroit, Amerika Serikat Bangunan Kota Negara ...

1920 Madras Presidency legislative council election November 1920 1923 → 98 seats in Madras Legislative Council50 seats needed for a majority   First party Second party   Leader P. Theagaroya Chetty Party Justice Party Independent Seats won 63 18 Percentage 64.29% 18.37% Elected First Minister A. Subbarayalu Reddiar Justice Party The first legislative council election to Madras Presidency after the establishment of dyarchical system of government by the Government o...

Hendrik IV zendt een leger om Salomon te helpen, maar zijn leger keert terug zonder Béla II verslagen te hebben. 1074 Eeuwen: 10e eeuw · 11e eeuw · 12e eeuw Decennia: 1060-1069 · 1070-1079 · 1080-1089 Jaren: << · < · 1073 · 1074 · 1075 · > · >> Jaartelling in verschillende culturen Ab urbe condita: 1827 MDCCCXXVII Armeense jaartelling: 522 – 523ԹՎ ՇԻԲ – Շ�...

Circle of immediate corresponding curvature of a curve at a point Kissing circles redirects here. For Descartes' theorem on mutually tangent (kissing) circles, see Descartes' theorem. An osculating circle Osculating circles of the Archimedean spiral, nested by the Tait–Kneser theorem. The spiral itself is not drawn: we see it as the locus of points where the circles are especially close to each other.[1] An osculating circle is a circle that best approximates the curvature of a curv...

Politics of the Republic of the Congo Constitution Human rights Government President Denis Sassou Nguesso Prime Minister Anatole Collinet Makosso Cabinet Current government Parliament Senate President: Pierre Ngolo National Assembly President: Isidore Mvouba Administrative divisions Departments Districts Communes Elections Recent elections Presidential: 20162021 Parliamentary: 20172022 Political parties Electoral Law Foreign relations Ministry of Foreign Affairs Minister: Jean-Claude Gakosso ...