Vincent Mhlanga

Vincent Mhlanga
Prime Minister of Eswatini
Acting
In office
5 September 2018 – 27 October 2018
MonarchMswati III
Preceded byBarnabas Sibusiso Dlamini
Succeeded byMandvulo Ambrose Dlamini
Personal details
Died24 December 2020
Eswatini
Nationality Swazi

Vincent Mhlanga (died 24 December 2020)[1] was a Swazi politician who served as acting Prime Minister of Eswatini from August to October 2013 and in September to October 2018. With a PhD in Finance, Mhlanga was a managing director at FINCORP, SIDC, and served on numerous boards. Most recently, Mhlanga was a managing director at the King's Office.[2][3]

He died of COVID-19 during the COVID-19 pandemic in Eswatini on 24 December 2020.[4]

Acting Prime Minister

On 4 September 2018, Prime Minister Barnabas Dlamini and his 18 cabinet ministers were relieved of their duties, in an announcement made by Attorney General Sifiso Khumalo on 6 September. Mhlanga was named Acting Prime Minister and commenced his duties on 7 September, and served until national elections scheduled for 21 September.[2]

References

  1. ^ "Shiselweni Regional Administrator Dr. Vincent Mhlanga dies". 25 December 2020.
  2. ^ a b "King Mswati appoints acting eSwatini PM - Journal du Cameroun". Journalducameroun.com. 7 September 2018. Retrieved 13 September 2018.
  3. ^ "September 2018". Rulers.org. Retrieved 13 September 2018.
  4. ^ Shiselweni Regional Administrator Dr. Vincent Mhlanga dies
Political offices
Preceded by Prime Minister of Eswatini
2018 		Succeeded by


Stub icon

This article about a politician from Eswatini is a stub. You can help Wikipedia by expanding it.

Read other articles:

Why'd You Only Call Me When You're High?

Why'd You Only Call Me When You're High?Lagu oleh Arctic Monkeysdari album AMSisi-BStop the World I Wanna Get Off with YouDirilis11 Agustus 2013 (2013-08-11)Format Unduhan musik CD 7 Genre Funk rock blues rock R&B Durasi2:41LabelDominoPencipta Jamie Cook Matt Helders Nick O'Malley Alex Turner ProduserJames FordMusic videoWhy'd You Only Call Me When You're High? di YouTube Why'd You Only Call Me When You're High? (Mengapa Kau Hanya Meneleponku Saat Kau Sedang Mabuk?) adalah sebuah lag...

 

Lempar cakram

Discus throwAtletikRobert HartingRekor putraDunia Jürgen Schult (GDR) 74.08 m (243 ft 0½ in) (1986)Olimpiade Virgilijus Alekna (LTU) 69.89 m (229 ft 3 in) (2004)Rekor putriDunia Gabriele Reinsch (GDR) 76.80 m (251 ft 11 in) (1988)Olimpiade Martina Hellmann (GDR) 72.30 m (237 ft 2 in) (1988) Lempar cakram (Inggris: discus throwcode: en is deprecated ) ad...

 

Volcanisme

Ne doit pas être confondu avec Volcanologie. Cet article est une ébauche concernant le volcanisme. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Représentation schématique des processus magmatiques et volcaniques de la Terre. Types d'intrusions de base: 1. Laccolite; 2. Petite Dyke; 3. Batholite; 4. Dyke ou dike; 5. Sill; 6. Cône volcanique; 7. Lopolite. Le volcanisme comprend l'ensemble des phénomènes ...

Pam & Tommy

Pam & TommyPoster promosiGenre Drama biografi Komedi gelap Kriminal Romansa PembuatRobert SiegelBerdasarkanPam and Tommy: The Untold Story of the World's Most Infamous Sex Tapeoleh Amanda Chicago Lewis[1]Pemeran Lily James Sebastian Stan Nick Offerman Seth Rogen Taylor Schilling Penata musikMatthew MargesonNegara asalAmerika SerikatBahasa asliInggrisJmlh. episode8ProduksiProduser eksekutif Megan Ellison Sue Naegle Ali Krug Seth Rogen Evan Goldberg James Weaver Alex McAtee R...

 

Karl-Eduard von Schnitzler

Karl-Eduard von SchnitzlerKarl-Eduard von Schnitzler (1956)Lahir28 April 1918Dahlem (Berlin), JermanMeninggal20 September 2001(2001-09-20) (umur 83)Zeuthen, Brandenburg, JermanKebangsaanJermanPekerjaanJurnalisPresenter televisiPartai politikSEDSuami/istriMarlis Hoeres (1940)Inge Keller (1952)Christine Laszar (1958)Marta Rafael (1960)AnakStephan (von) SchnitzlerBarbara SchnitzlerKarin SchnitzlerOrang tuaJulius Eduard von Schnitzler Karl-Eduard von Schnitzler (28 April 1918 –&#...

 

India Timur Laut

India Timur LautNorth Eastern Region (NER)Dari atas, kiri ke kanan: Sela Pass, Danau Loktak, Kastil Kolodyne, Relief Batu Unakoti, Taman Nasional Kaziranga, Sungai Umngot, Lembah Dzukou, KangchenjungaKoordinat: 26°N 91°E / 26°N 91°E / 26; 91Koordinat: 26°N 91°E / 26°N 91°E / 26; 91Negara IndiaNegara BagianArunachal PradeshAssamManipurMeghalayaMizoramNagalandTripuraSikkimKota TerbesarGuwahatiKota-kota Besar (Sensus India 2011)[1&...

Benjamin Franklin Junkin

American politician (1822–1908) Benjamin Franklin JunkinMember of the U.S. House of Representativesfrom Pennsylvania's 16th districtIn officeMarch 4, 1859 – March 3, 1861Preceded byJohn Alexander AhlSucceeded byJoseph Bailey Personal detailsBorn(1822-11-12)November 12, 1822near Carlisle, Pennsylvania, U.S.DiedOctober 9, 1908(1908-10-09) (aged 85)New Bloomfield, Pennsylvania, U.S.Resting placeNew Bloomfield Cemetery, New Bloomfield, Pennsylvania, U.S.Political par...

 

Estadio Luis Franzini

Estadio Luis Franzini LocalizaciónPaís  UruguayLocalidad Parque Rodo, Montevideo, UruguayDirección Julio Herrera y Reissig N.º 687, MontevideoCoordenadas 34°55′00″S 56°10′00″O / -34.916666666667, -56.166666666667Detalles generalesSuperficie Césped naturalDimensiones 105 × 68 mCapacidad 16 000 espectadoresPropietario Defensor Sporting ClubConstrucciónApertura 1963 (60 años)Remodelación 1998Equipo local Defensor Sporting ClubAcontecimientos...

 

ابن المولى

ابن المولى محمد بن عبد الله بن مُسلِم معلومات شخصية الميلاد غير معلومالمدينة المنورة، الحجاز تاريخ الوفاة ~170هـ/~787م مواطنة  الدولة الأموية الدولة العباسية الحياة العملية الفترة العصر الأمويالعصر العباسي النوع شعر عربي تقليدي الحركة الأدبية شعر العصر الأمويشعر العص...

جورج دبليو. باترسون (سياسي)

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (مارس 2019) جورج دبليو. باترسون معلومات شخصية الميلاد 16 ديسمبر 1857   مقاطعة بلمونت  الوفاة 7 فبراير 1932 (74 سنة)   إيفرت  مواطنة الولايات المتحدة  الحياة العملية ا�...

 

Hereditary hemorrhagic telangiectasia

Medical condition (genetic disorder) Medical conditionHereditary Hemorrhagic TelangiectasiaCharacteristic lip telangiectases.SpecialtyMedical genetics, GastroenterologySymptomsNosebleeds, Gastrointestinal bleeding Hereditary hemorrhagic telangiectasia (HHT), also known as Osler–Weber–Rendu disease and Osler–Weber–Rendu syndrome, is a rare autosomal dominant genetic disorder that leads to abnormal blood vessel formation in the skin, mucous membranes, and often in organs such as the lun...

 

Bail bondsman

Agent that secures an individual's release in court A bail bondsman located outside of the New York City Criminal Court in Manhattan, New York City A bail bondsman, bail bond agent or bond dealer is any person, agency or corporation that will act as a surety and pledge money or property as bail for the appearance of a defendant in court. Bail bond agents are almost exclusively found in the United States because the practice of bail bonding is illegal in most other countries.[1][2&...

Armed Forces Institute of Cardiology

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Armed Forces Institute of Cardiology – news · newspapers · books · scholar · JSTOR (February 2016) (Learn how and when to remove this message) Hospital in Punjab, PakistanArmed Forces Institute of Cardiologyمسلح افواج امراض دل ہسپتالGovern...

 

Northbrook School District 27

School district in Illinois, United States Shabonee Elementary School in Northbrook, Illinois Northbrook School District 27 is a school district located in Northbrook, Illinois.[1] Overview The district consists of three schools: Hickory Point, Shabonee, and Wood Oaks Junior High School. The district used to have a fourth school, Grove, but it was shut down and destroyed in June 2010 after a decision by the board of education.[2] Prior to that, there used to be a school called...

 

Galago

Family of primates Bush baby redirects here. For other uses, see Bush Baby and Galago (disambiguation). Not to be confused with Galaga. Galagidae[1] Brown greater galago(Otolemur crassicaudatus) Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Primates Suborder: Strepsirrhini Superfamily: Lorisoidea Family: GalagidaeGray, 1825 Type genus GalagoGeoffroy, 1796 Genera  Euoticus  Galago  Galagoides  Otolemur  Pa...

Pontia

Pontia Pontia edusaTaxonomíaReino: AnimaliaFilo: ArthropodaClase: InsectaOrden: LepidopteraFamilia: PieridaeSubfamilia: PierinaeTribu: PieriniGénero: PontiaFabricius, 1807Especies Ver texto Sinonimia Mancipium Hübner, [1807] Synchloe Hübner, 1818 Mancipium Stephens, 1828 Parapieris de Nicéville, 1897 Leucochloë Röber, [1907] Leucochloe Röber, [1907] Pontieuchloia Verity, 1929 [editar datos en Wikidata] Pontia es un género de mariposas de la familia Pieridae. Se encuentra di...

 

Coppa Italia 1993-1994

Disambiguazione – Se stai cercando altri significati, vedi Coppa Italia 1993-1994 (disambigua). Coppa Italia 1993-1994 Competizione Coppa Italia Sport Calcio Edizione 47ª Organizzatore Lega Nazionale Professionisti Date dal 21 agosto 1993al 20 aprile 1994 Luogo Italia Partecipanti 48 Risultati Vincitore Sampdoria(4º titolo) Secondo Ancona Semi-finalisti TorinoParma Statistiche Miglior marcatore Attilio Lombardo (5) Incontri disputati 78 La Sampdoria, vincitrice dell'edi...

 

Jewish–Roman wars

Series of revolts by the Jews against the Roman Empire between 66 and 135 CE Jewish–Roman warsDepiction of the Roman triumph celebrating the Sack of Jerusalem on the Arch of Titus in Rome. The procession features the Menorah and other vessels taken from the Second Temple.Date66–135 CE (70 years)LocationRoman Judea, Egypt, Cyprus, Cyrenaica, MesopotamiaResult Roman victory: Destruction of Jerusalem and the Temple Widespread destruction in Judea and diaspora of many survivors Separation of ...

Eberhard's theorem

In mathematics, and more particularly in polyhedral combinatorics, Eberhard's theorem partially characterizes the multisets of polygons that can form the faces of simple convex polyhedra. It states that, for given numbers of triangles, quadrilaterals, pentagons, heptagons, and other polygons other than hexagons, there exists a convex polyhedron with those given numbers of faces of each type (and an unspecified number of hexagonal faces) if and only if those numbers of polygons obey a linear e...

 

An t-Iasgair

LighthouseAn t-Iasgair Light Sgeir nan Ruideag, An t-Iasgair and An Dubh SgeirLocationAn t-Iasgair, Highland, United Kingdom Coordinates57°41′07″N 6°26′01″W / 57.6852°N 6.4335°W / 57.6852; -6.4335TowerConstructionmetal skeletal structureMarkingswhite structurePower sourcesolar power OperatorNorthern Lighthouse Board LightFocal height23 m (75 ft) Range9 nmi (17 km; 10 mi) CharacteristicFl W 6s  An t-Iasg...