Take Hart

Take Hart
Final title card, used from 1982 to 1983
StarringTony Hart
Opening theme"Left Bank Two" by the Noveltones (1977–1982)
"Passion Punch" by Stanley Myers (1982–1983)
Ending theme"Cavatina" by John Williams
Country of originUnited Kingdom
Original languageEnglish
No. of series8
No. of episodes102
Production
Running time30mins (Special: 60mins)
Original release
NetworkBBC1
Release15 February 1977 (1977-02-15) –
30 December 1983 (1983-12-30)
Related
Vision On
The Amazing Adventures of Morph
Hartbeat

Take Hart is a British children's television programme about art presented by Tony Hart. It took over from Vision On, and ran from 1977 until 1983.[1]

Format

The programme featured Hart and the animated Plasticine character Morph, and other characters created by David Sproxton like 'Smoulder the Moulder', which was a lump of mould which would create props by 'spraying' them out of a spray can. The only other human to appear on a regular basis was Mr. Bennett, the caretaker, played by Colin Bennett. The programme won a BAFTA award for Hart in 1984.

As well as demonstrating small-scale projects (the type that viewers might be able to do), Hart also created large-scale artworks on the TV studio floor and even used beaches and other open spaces as 'canvases' (to be viewed from a camera-crane). This idea was later adopted by Art Attack, which began in 1990.

A regular feature of the programme was 'The Gallery', which displayed artworks sent in by young viewers. The easy-listening vibraphone music accompanying this feature – "Left Bank Two", composed by Wayne Hill – has passed into British TV musical lore. In later series, "Left Bank Two" alternated with John Williams' recording of "Cavatina", and in the final three series, the theme music was replaced by the more reggae-like "Passion Punch", composed by Stanley Myers, and The Gallery music was replaced by "Marguerite", by Bob Morgan, which is also well-remembered by many viewers.[2]

Demise

By the end of the eighth series in December 1983, Hart felt that the format of the programme, which essentially continued with much of the format of its predecessor Vision On, had become somewhat outdated and routine. Despite the award of a BAFTA in early 1984, viewing figures for Take Hart by 1983 had gradually fallen since the series' heyday in the late 1970s. In an attempt to update the image of the series, Take Hart was dropped in December 1983, and replaced by the relatively more popular series Hartbeat.

Some 2 inch Quadruplex videotape master copies of Take Hart episodes were irretrievably junked by Adam Lee of the BBC archives in 1993 on the assumption that they were 'no use' and that examples of some other episodes were sufficient. A few months later, access to the material was requested by the head of Children's BBC's light entertainment department for a documentary on Tony Hart.[citation needed]

Series guide

  • Series 1: 13 editions first shown 15 February 1977 – 17 May 1977
  • Series 2: 6 editions first shown 14 March 1978 – 18 April 1978
  • Series 3: 13 editions first shown 3 January 1979 – 28 March 1979
  • Series 4: 13 editions first shown 2 January 1980 – 26 March 1980
  • Series 5: 15 editions first shown 14 January 1981 – 22 April 1981
  • Special: Take Hart on Holiday By the Sea, first shown 12 June 1981
  • Series 6: 15 editions first shown 6 January 1982 – 14 April 1982
  • Series 7 15 editions first shown 5 January 1983 – 13 April 1983
  • Series 8: 10 editions first shown 28 October 1983 – 30 December 1983

References

  1. ^ Sheridan, Simon (2004). The A-Z of Classic Children's Television: From Alberto Frog to Zebedee. Reynolds & Hearn Ltd. pp. 236–240. ISBN 1903111277.
  2. ^ "UK | Magazine | A bit of vibraphone nostalgia". BBC News. 19 January 2009. Retrieved 24 July 2013.

Read other articles:

Hari NefHari Nef di karpet merah film pembukaan Berlinale 2017Lahir21 Oktober 1992 (umur 31)Philadelphia, Pennsylvania, USATempat tinggalLos Angeles, California, USAAlmamaterColumbia UniversityPekerjaanPemeranmodelpenulisTahun aktif2011–sekarangInformasi modelingTinggi177 cm (5 ft 10 in)[1]Warna rambutCoklatWarna mataHazelManajerIMG Models (New York, Paris, Milan, London, Los Angeles)[2] Hari Nef (lahir 21 Oktober 1992)[3] adalah seorang akt...

 

Letak Moselle di Prancis. Moselle (57) ialah sebuah departemen di Prancis di kawasan Lorraine, yang mendapatkan namanya dari sebuah sungai yang melaluinya. Beribu kota di Metz, departemen ini memiliki 1.023.447 penduduk (1999). Ada 9 arrondissement, 51 kanton, dan 730 commune di Moselle. Pranala luar Wikimedia Commons memiliki media mengenai Moselle. (Prancis) Moselle.pref.gouv.fr, Prefecture website (Prancis) CG57.fr, Conseil General website lbsDepartemen di Prancis 01 Ain 02 Aisne 03 Allier...

 

Mohammed Al-Owais oleh Kirill Venediktov, 2018Informasi pribadiNama lengkap Mohammed Al-OwaisTanggal lahir 10 Oktober 1991 (umur 32)Tempat lahir Al-Hasa, Arab SaudiTinggi 187 cm (6 ft 2 in)Posisi bermain Penjaga gawangInformasi klubKlub saat ini Al-Ahli SCNomor 33Karier senior*Tahun Tim Tampil (Gol)2017 – Al-Ahli SC 23 (0)Tim nasional2015 – Arab Saudi 7 (0) * Penampilan dan gol di klub senior hanya dihitung dari liga domestik Mohammed Al-Owais (lahir 10 Oktober 1991) ...

Norwegian handball player (born 1990) Veronica Kristiansen Personal informationFull name Veronica Egebakken KristiansenBorn (1990-07-10) 10 July 1990 (age 33)Stavanger, NorwayNationality NorwegianHeight 1.75 m (5 ft 9 in)Playing position Left backClub informationCurrent club Győri ETO KCNumber 21Senior clubsYears Team2006–2009 Mjøndalen IF2009–2011 Vipers Kristiansand2011–2015 Glassverket IF2015–2018 FC Midtjylland2018– Győri ETO KCNational teamYears Team Apps...

 

Italian footballer Paolo Cannavaro Cannavaro in 2009Personal informationFull name Paolo CannavaroDate of birth (1981-06-26) 26 June 1981 (age 42)Place of birth Naples, ItalyHeight 1.85 m (6 ft 1 in)Position(s) Centre backYouth career1995–1998 NapoliSenior career*Years Team Apps (Gls)1998–1999 Napoli 2 (0)1999–2006 Parma 92 (4)2001–2002 → Verona (loan) 24 (1)2006–2014 Napoli 236 (8)2014 → Sassuolo (loan) 16 (0)2014–2017 Sassuolo 94 (1)Total 464 (14)Internati...

 

Pulp science fiction character This article is about the pulp magazine character. For the American science fiction magazine this character's stories were originally published in, see Captain Future (magazine). For the comic superhero, see Captain Future (Nedor Comics). For the Canadian football player, see Curtis Newton (Canadian football). Comics character Publication informationPublisherThrilling PublicationsFirst appearanceCaptain Future (1940)Created byMort WeisingerLeo MarguliesIn-story ...

The topic of this article may not meet Wikipedia's notability guidelines for companies and organizations. Please help to demonstrate the notability of the topic by citing reliable secondary sources that are independent of the topic and provide significant coverage of it beyond a mere trivial mention. If notability cannot be shown, the article is likely to be merged, redirected, or deleted.Find sources: Kumaun Institute of Information Technology – news · newspapers ...

 

  提示:此条目页的主题不是中華人民共和國最高領導人。 中华人民共和国 中华人民共和国政府与政治系列条目 执政党 中国共产党 党章、党旗党徽 主要负责人、领导核心 领导集体、民主集中制 意识形态、组织 以习近平同志为核心的党中央 两个维护、两个确立 全国代表大会 (二十大) 中央委员会 (二十届) 总书记:习近平 中央政治局 常务委员会 中央书记处 �...

 

Statistic which divides data into four same-sized parts for analysis In statistics, quartiles are a type of quantiles which divide the number of data points into four parts, or quarters, of more-or-less equal size. The data must be ordered from smallest to largest to compute quartiles; as such, quartiles are a form of order statistic. The three quartiles, resulting in four data divisions, are as follows: The first quartile (Q1) is defined as the 25th percentile where lowest 25% data is below ...

Example regular polytopes Regular (2D) polygons Convex Star {5} {5/2} Regular (3D) polyhedra Convex Star {5,3} {5/2,5} Regular 4D polytopes Convex Star {5,3,3} {5/2,5,3} Regular 2D tessellations Euclidean Hyperbolic {4,4} {5,4} Regular 3D tessellations Euclidean Hyperbolic {4,3,4} {5,3,4} This article lists the regular polytopes in Euclidean, spherical and hyperbolic spaces. Overview This table shows a summary of regular polytope counts by rank. Rank Finite Euclidean Hyperbolic Abstract Comp...

 

Ghost town in California, United States of AmericaAgua MansaGhost townAgua MansaLocation within the state of CaliforniaShow map of CaliforniaAgua MansaAgua Mansa (the United States)Show map of the United StatesCoordinates: 34°02′31″N 117°21′50″W / 34.04194°N 117.36389°W / 34.04194; -117.36389CountryUnited States of AmericaStateCaliforniaCountySan BernardinoElevation[1]922 ft (281 m)Time zoneUTC-8 (Pacific (PST)) • Summer (DST)...

 

Stasiun Mitsukaidō水海道駅Stasiun Mitsukaidō pada Oktober 2016LokasiMitsukaidō Takara-machi 2861-2, Jōsō-shi, Ibaraki-ken 303-0023JepangKoordinat36°01′07″N 139°59′32″E / 36.0187°N 139.9922°E / 36.0187; 139.9922Koordinat: 36°01′07″N 139°59′32″E / 36.0187°N 139.9922°E / 36.0187; 139.9922OperatorKantō RailwayJalur■ Jalur JōsōLetak17.5 km dari TorideJumlah peron1 peron samping + 1 peron pulauInformasi lainStatus...

Allium schoenoprasumPhân loại khoa họcGiới (regnum)PlantaeNgành (divisio)MagnoliophytaLớp (class)LiliopsidaPhân lớp (subclass)LiliidaeBộ (ordo)AsparagalesHọ (familia)AmaryllidaceaePhân họ (subfamilia)AllioideaeTông (tribus)AllieaeChi (genus)AlliumLoài (species)A. schoenoprasumDanh pháp hai phầnAllium schoenoprasumRegel & Tiling Hành tăm Hành tăm, Hành trắng, Nén, Củ nén (danh pháp hai phần: Allium schoenoprasum) là một loài thực vật thuộc h...

 

Questa voce o sezione sull'argomento musicisti italiani non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Busto di Rodolfo Ferrari, opera del 1919 di Leonardo Bistolfi Rodolfo Ferrari (San Prospero, 1865 – Roma, 10 gennaio 1919) è stato un direttore d'orchestra italiano. Iniziati gli studi col padre, li ...

 

Anto Mukti Putranto Komandan Kodiklat TNI ADMasa jabatan23 Juli 2018 – 21 Januari 2022PendahuluAndika PerkasaPenggantiIgnatius Yogo TriyonoPanglima Komando Daerah Militer II/Sriwijaya ke-39Masa jabatan25 April 2017 – 23 Juli 2018PendahuluSudirmanPenggantiIrwanPanglima Divisi Infanteri 1/KostradMasa jabatan9 Juni 2016 – 25 April 2017PendahuluSudirmanPenggantiAinurrahman Informasi pribadiLahir26 Februari 1964 (umur 60)Jember, IndonesiaAlma materAkademi ...

Kejuaraan Dunia Dayung Ringan 1978LokasiDanau Bagsværd,Kopenhagen, DenmarkTanggal3–6 Agustus 1978← 19771978 → Kejuaraan Dunia Dayung Ringan 1978 adalah edisi ke-8 dari penyelenggaraan turnamen dayung internasional, Kejuaraan Dunia Dayung. Edisi ini diselenggarakan di Danau Bagsværd, Kopenhagen, Denmark, sejak tanggal 3 hingga 6 Agustus 1978. Edisi ini menyelenggarakan 4 nomor lomba. Tahun 1978 menjadi edisi tunggal saat kejuaraan dayung ringan tidak diadakan bersamaa...

 

Ancient Roman sculpture of AugustusThis 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: Augustus of Prima Porta – news · newspapers · books · scholar · JSTOR (June 2024) (Learn how and when to remove this message)Augustus of Prima PortaAugustus of Prima PortaClick on the map for a fullscreen viewArtistUnknownYear...

 

American college football rivalry The Bluebonnet Battle Baylor Bears TCU Horned Frogs First meetingOctober 27, 1899Tie, 0–0Latest meetingNovember 18, 2023TCU, 42–17Next meetingNovember 2, 2024StatisticsMeetings total119All-time seriesTCU leads 59–53–7[1]Largest victoryBaylor, 52–0 (1910)Longest win streakTCU, 8 (1964–1971)Baylor, 8 (1974–1981)Current win streakTCU, 4 (2020–present) 75km50miles TCU Baylor  Locations of Baylor and TCU The Baylor–TCU football rivalr...

A chord consisting of a triad plus a note forming an interval of a seventh above the chord's root 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: Seventh chord – news · newspapers · books · scholar · JSTOR (November 2012) (Learn how and when to remove this message) The dominant seventh chord on C A seventh c...

 

Bangladeshi politician Shah SyedGholam Sarwar Husseiniগোলাম সারোয়ার হুসেইনীHusseini's residence known as the Dayra SharifPersonalBornShyampur, Noakhali District,  Bengal PresidencyReligionIslamDenominationSunniJurisprudenceHanafiPolitical partyKrishak Praja PartyMember of the Bengal Legislative AssemblyIn office1937–1945Succeeded byFazlul Karim[1]ConstituencyRamganj cum Raipur Shah Syed Gholam Sarwar Hosseini (Bengali: শাহ সৈ�...