Soetpatats

Soetpatats
Soetpatats being served as a side dish at a fish braai.
Alternative namesSoet Karamel Patats (Caramelised Sweet Potatoes)
Coursemain
Place of originSouth Africa
Region or stateWestern Cape
Created byunknown
Main ingredientssweet potato, butter, brown sugar, cinnamon
VariationsMultiple

Soetpatats, also known as soet karamel patats[1] (translated into English as a "caramelised sweet potatoes"), is a sweet potato dish often baked in a dutch oven with butter, brown sugar, cinnamon,[2] and in some recipes lemon juice.[1] It is an Afrikaans dish and originates from South Africa. It is commonly served as a side dish at braais (barbecues), often served alongside snoek (Thyrsites).[3][4] The dish was one of many Afrikaner foods recorded by Afrikaans poet C. Louis Leipoldt,[5] and was noted by him as being one of his favourites.[6]

See also

References

  1. ^ a b "Soet Karamel Patats – Boerekos – Kook met Nostalgie". www.boerekos.com. Retrieved 23 January 2021.
  2. ^ "Soetpatats". SARIE. Retrieved 23 January 2021.
  3. ^ "This South African snoek braai recipe with apricot jam is the ultimate Easter meal". www.capetownmagazine.com. Retrieved 23 January 2021.
  4. ^ "Function Venue That Faces The Simonsberg". Kanonkop. Retrieved 23 January 2021.
  5. ^ "Soetpatats (stewed sweet potatoes) - a very orange IMBB#14". Cooksister | Food, Travel, Photography. 24 April 2005. Retrieved 23 January 2021.
  6. ^ "Soetpatats glazed sweet potatoes Recipe". www.grouprecipes.com. Retrieved 23 January 2021.


Stub icon

This South African cuisine–related article is a stub. You can help Wikipedia by expanding it.

Read other articles:

دوري جزر فارو الممتاز 1981

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (نوفمبر 2019) دوري جزر فارو الممتاز 1981 تفاصيل الموسم دوري جزر فارو الممتاز  النسخة 40،  و39  البلد جزر فارو  الت...

 

Kapal penjelajah Tiongkok Ning Hai

Ning Hai tahun 1932 Sejarah Republik Rakyat Tiongkok Nama Ning HaiDipesan 1930Pembangun Harima Shipyards, JepangPasang lunas 20 Februari 1931Diluncurkan 10 Oktober 1931Mulai berlayar 1 September 1932Nasib Tenggelam pada 23 September 1937 oleh pesawat Jepang Angkatan Laut Kekaisaran Jepang Nama IoshimaDiperoleh 4 Mei 1938Reklasifikasi Kaibōkan, 1 Juni 1944Dicoret 10 November 1944Nasib Tenggelam oleh USS Shad, 19 September 1944 Ciri-ciri umum Kelas dan jenis Kapal penjelajah kelas-Ning HaiBer...

 

قائمة مقاطعات بولندا

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) تقسيم(المقاطعات) في بولندا قائمة مقاطعات بولندا فيما يلي قائمة أبجدية لـ 379 كيانات على مستوى المقاطعاتاو ...

Cornelis Norbertus Gijsbrechts

Flemish painter (1640–1675) Cornelis Norbertus GijsbrechtsSelf-portrait, detail from A Cabinet in the Artist's StudioDiedAfter 1675NationalityFlemishKnown forStill life painting Cornelis Norbertus Gijsbrechts or Gysbrechts (1625/1629 – after 1675)[1] was a Flemish painter who was active in the Spanish Netherlands, Germany, Denmark and Sweden in the second half of the seventeenth century.[2] He was a court painter to the Danish royal family. He specialised in trompe-l'...

 

Ginda Burnama

Ginda BurnamaLahirGinda Burnama13 Oktober 1992 (umur 31)Pekanbaru, RiauKebangsaanIndonesiaNama lainGinda, TGB, GBAlmamaterUniversitas Trisakti (S1), Universitas Riau (S2)PekerjaanPengusahaPartai politikPartai GerindraSuami/istriCahya Annisa, S.E., M.M.AnakAlayya Shafiyah Burnama Alesha Namira BurnamaOrang tuaIr. H. Budiman, M. Si (Ayah) Hj. Wan Candra Dewi (Ibu).KerabatFirdaus (mertua) Ginda Burnama, S.T., M.T.[1] (lahir di Pekanbaru, Riau, 13 Oktober 1992; umur 29 tahun) ad...

 

Uni Internasional untuk Konservasi Alam

Uni Internasional untuk Konservasi AlamLogo Uni Internasional untuk Konservasi AlamTanggal pendirianOktober 1948, Fontainebleau, PrancisTipeOrganisasi internasionalFokusKonservasi alam, biodiversitasLokasiRue Mauverney 28, 1196 Gland, SwissWilayah layanan Seluruh duniaJumlah anggota 1218Tokoh pentingInger Andersen (Direktur Umum) Zhang Xinsheng (Presiden)Pendapatan Fr.114 juta/US$116 juta (2013)Jumlah Karyawan 1.000+ (seluruh dunia)Jumlah sukarelawan 11.000Situs webwww.iucn.org Uni Internasio...

Gunung Latimojong

Gunung LatimojongTitik tertinggiKetinggian3.478 m (11.411 ft)[1]Puncak3.478 m (11.411 ft)[2]Peringkat 52Masuk dalam daftarTitik tertinggi pulauUltraRibuKoordinat3°23′06″S 120°01′27″E / 3.38500°S 120.02417°E / -3.38500; 120.02417Koordinat: 3°23′06″S 120°01′27″E / 3.38500°S 120.02417°E / -3.38500; 120.02417 [2]GeografiGunung LatimojongLokasi di Sulawesi, IndonesiaLetakSulawe...

 

Sophia Dorothea of Celle

Electoral Princess of Hanover Sophia Dorothea of CelleElectoral Princess of HanoverDuchess of AhldenPortrait from the 1690s. Currently displayed at the Residence Museum (Residenzmuseum) in Celle Castle.Born(1666-09-15)15 September 1666Celle Castle, Celle, Principality of LüneburgDied13 November 1726(1726-11-13) (aged 60)Ahlden, GermanyBurialMay 1727Stadtkirche, CelleSpouse George Louis, Electoral Prince of Hanover (later George I) ​ ​(m. 1682; div. ...

 

UGC 224

Interacting galaxies in the constellation Pisces UGC 224SDSS image of interacting galaxy pair UGC 224Observation dataConstellationPiscesRight ascension5.907394 degreesDeclination-0.503123 degreesRedshift0.063493Heliocentric radial velocity18,310 km/sDistance865 Mly (265.2 Mpc)Apparent magnitude (V)18.345 0.034Notable featuresInteracting galaxiesOther designationsCGCG 383-006, Arp 201, PGC 1504/PGC 1503, VV 038, KUG 0021-007, MCG+00-02-018 and MCG+00-02-019UGC 224 known as Arp 201,[1&...

沙菲益阿达

  提示：此条目页的主题不是沙菲宜阿都拉。 这是马来族人名，“阿达”是父名，不是姓氏，提及此人时应以其自身的名“莫哈末·沙菲益”为主。 尊敬的拿督斯里哈芝沙菲益阿达Mohd Shafie bin Hj. Apdal国会议员、州议员马来西亚国会下议院仙本那现任就任日期1995年4月26日前任山卡兰丹戴（馬來語：Sakaran Dandai）（国阵巫统）多数票12,218（1995）13,325（1999）13,319（2004）17,...

 

Pawnless chess endgame

Chess positions with few pieces where none of them are a pawn A pawnless chess endgame is a chess endgame in which only a few pieces remain, and no pawns. The basic checkmates are types of pawnless endgames. Endgames without pawns do not occur very often in practice except for the basic checkmates of king and queen versus king, king and rook versus king, and queen versus rook.[1] Other cases that occur occasionally are (1) a rook and minor piece versus a rook and (2) a rook versus a m...

 

Bou-Hedma National Park

National park in Tunisia Bou-Hedma National ParkIUCN category II (national park)LocationTunisiaNearest cityGafsa, Sidi BouzidCoordinates34°28′31″N 9°38′57″E / 34.47528°N 9.64917°E / 34.47528; 9.64917Established1980 Ramsar WetlandOfficial nameSebkhet NoualDesignated11 July 2007Reference no.1711[1] Bou-Hedma National Park is located in both the Gafsa Governorate and Sidi Bouzid Governorate, in Tunisia. The park was created on December 18, 19...

Amel

For other uses, see Amel (disambiguation). 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: Amel – news · newspapers · books · scholar · JSTOR (March 2013) (Learn how and when to remove this message) Municipality in German-speaking Community of Belgium, BelgiumAmel Amblève (French)Municipality Coat of a...

 

Chhatrapati

Indian royal title This article is about the title of the Maratha head of state. For the Telugu film, see Chatrapathi (2005 film). This article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (May 2024) Chatrapati of the MarathasMarāṭhyānche ChatrapatīFederalSealFirst to reignShivaji I6 June 1674 – 3 April 1680 DetailsStyleHis MajestyFirst monarchShivaji ILast monarchPratap SinghFormation...

 

Ajay Banga

American business executive (born 1959) Ajay BangaBanga at the White House in 2023President of the World Bank GroupIncumbentAssumed office June 2, 2023Preceded byDavid Malpass Personal detailsBornAjaypal Singh Banga (1959-11-10) November 10, 1959 (age 64)Poona, Bombay State, IndiaCitizenshipIndian (1959–2007)American (2007–present)RelativesM. S. Banga (brother)EducationSt. Stephen's College, Delhi (BA)Indian Institute of Management, Ahmedabad (MBA) Ajaypal Singh Ajay Banga (born ...

Lochem

LochemMunicipality BenderaLambang kebesaranCountryNetherlandsProvinceGelderlandLuas(2006) • Total216,02 km2 (8,341 sq mi) • Luas daratan213,31 km2 (8,236 sq mi) • Luas perairan2,71 km2 (105 sq mi)Populasi (1 January 2007) • Total32.834 • Kepadatan154/km2 (400/sq mi) Source: CBS, Statline.Zona waktuUTC+1 (CET) • Musim panas (DST)UTC+2 (CEST) Peta munisipalitas Loc...

 

Roland MT-32

Roland MT-32 Multi-Timbre Sound Module This article uses bare URLs, which are uninformative and vulnerable to link rot. Please consider converting them to full citations to ensure the article remains verifiable and maintains a consistent citation style. Several templates and tools are available to assist in formatting, such as reFill (documentation) and Citation bot (documentation). (August 2022) (Learn how and when to remove this message) Roland MT-32Front view of MT-32DeveloperRoland Corpor...

 

Кот-д'Івуар

Частина інформації в цій статті застаріла. Ви можете допомогти, оновивши її. Можливо, сторінка обговорення містить зауваження щодо потрібних змін. Республіка Кот-д'Івуарфр. République de Côte d’Ivoire Прапор Герб Девіз: «Єдність, дисципліна і праця» (переклад) Гімн: L'Abidjanaise Розташу�...

Brisbane Bullets

Basketball team in Brisbane, QueenslandBrisbane Bullets 2023–24 Brisbane Bullets seasonLeaguesNBLFounded1979; 45 years ago (1979)HistoryBrisbane Bullets1979–2008, 2016–presentArenaBrisbane Entertainment CentreCapacity10,500LocationBrisbane, QueenslandTeam colorsBlue, gold, white     CEOMalcolm WattsHead coachJustin SchuellerOwnershipKevin Martin, Jason Levien & LK GroupChampionships3 (1985, 1987, 2007)Retired numbers4 (7, 22, 30, 52)WebsiteBrisbaneB...

 

1/2 + 1/4 + 1/8 + 1/16 + ⋯

Enam penjumlahan pertama digambar sebagai bagian-bagian persegi. Deret geometri di garis bilangan real. Dalam matematika, deret tak hingga 12 + 14 + 18 + 116 + · · · adalah contoh dasar dari deret geometri yang mutlak konvergen. Hasil penjumlahan tersebut bernilai 1. Deret ini dapat dinyatakan ke dalam bentuk notasi Sigma, yakni sebagai: 1 2 + 1 4 + 1 8 + 1 16 + ⋯ = ∑ n = 1 ∞ ( 1 2 ) n = 1. {\displaystyle {\frac {1}{2}}+{\frac {1}{4}}+{\frac {1}{8}}+{\frac {1}{16}}+\cd...