Novelty item

Pet rocks with googly eyes, a novelty item popularized during the 1970s

A novelty item is an object which is specifically designed to serve no practical purpose, and is sold for its uniqueness, humor, or simply as something new (hence "novelty", or newness). The term also applies to practical items with fanciful or nonfunctional additions, such as novelty aprons, slippers, or toilet paper. The term is normally applied to small objects, and is generally not used to describe larger items such as roadside attractions. Items may have an advertising or promotional purpose, or be a souvenir.

Usage

This term covers a range of small manufactured goods, such as collectables, gadgets and executive toys. Novelty items are generally devices that do not primarily have a practical function. Toys for adults are often classed as novelties. Some products have a brief period as a novelty item when they are actually new, only to become an established, commonly used product, such as the Hula Hoop or the Frisbee.

Others may have an educational element, such as a Crookes radiometer, Newton's cradle, or drinking bird.

Humorous novelty signs

Sex toys are often described as novelty items (varying from this definition, as they do serve a practical purpose), and some products sold in sex shops may not have any practical sexual function, if operating primarily as a humorous gift, such as sex dice. Some food products may be considered novelty items, especially when first introduced, such as deep-fried Mars bars.

History

A 3D printed Penrose triangle

The French mathematician and astronomer Pierre Hérigone (1580–1643) describes a novelty item that was a camera obscura in the form of a goblet. Hérigone's device was constructed so that the user could spy on others while taking a drink. Its 45-degree mirror had a stylized opening for the lens and the lid bore a magnifying lens at the top.

Lenticular printing was developed in the 1940s, and is used extensively in the production of novelty items. Paper clothing, which has some practical purpose, was briefly novel in the United States in the 1960s.

One of the more popular novelty items in recent history was the singing Big Mouth Billy Bass, manufactured by Gemmy Industries. It is estimated that over 20 million original pieces were sold in 12 months during 2000 and 2001. According to The New York Times, Elizabeth II displayed a Big Mouth Billy Bass on the grand piano of Balmoral Castle.[1]

Novelty items based on mathematical objects, such as Klein bottles and Penrose triangles, have been manufactured. Models of Möbius strips are sometimes made in place of regular bands, such as rings.

See also

References

  1. ^ Schuessler, Heidi (December 14, 2000). "Getting Under the Skin of a Fish That Can Get Under Yours". The New York Times. Retrieved November 20, 2024.

Further reading

Read other articles:

El Tari Memorial CupPenyelenggaraAsprov PSSI NTTMulai digelar1968; 56 tahun lalu (1968)[a]1969; 55 tahun lalu (1969)[b]WilayahIndonesiaJumlah tim27 (musim 2023)Juara bertahanPSN Ngada (gelar ke-8)Tim tersuksesPSN Ngada (8 gelar)Televisi penyiarYouTube[1] 2023 El Tari Memorial Cup (disebut juga sebagai Liga 3 Nusa Tenggara Timur; sebelumnya bernama El Tari Cup[2]) adalah kompetisi sepak bola tingkat provinsi yang diselenggarakan oleh Asprov PSSI Nusa T...

 

Drs.Sinoeng Noegroho RachmadiM.M. Penjabat Wali Kota SalatigaMasa jabatan22 Mei 2022 – 13 Desember 2023PresidenJoko WidodoGubernurGanjar PranowoNana Sudjana (Pj.) PendahuluYuliyantoPenggantiYasip KhasaniPejabat Sementara Bupati TegalMasa jabatan14 Februari 2018 – 23 Juni 2018PresidenJoko WidodoGubernurGanjar PranowoHeru Sudjatmoko (Plt.) PendahuluEnthus SusmonoPenggantiEnthus Susmono Informasi pribadiLahir31 Desember 1969 (umur 54) Semarang, Jawa TengahKebangsaanInd...

 

Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Universitas UCSI, Kampus Sarawak – berita · surat kabar · buku · cendekiawan · JSTOR Artikel atau sebagian dari artikel ini mungkin diterjemahkan dari UCSI University, Sarawak Campus di en.wikipedia.org. Isin...

World Table Tennis Championships Tunggal   Men   Women Ganda   Men   Women   Mixed Beregu   Men   Women    Previous    1959     Next    1963 Kejuaraan Tenis meja Dunia 1961 diadakan di Peking dari tanggal 5 April sampai 14 April 1961.[1][2] Peraih medali Beregu Event Emas Perak Perunggu Swaythling CupMen's Team  TiongkokLi FurongRong GuotuanWang ChuanyaoXu YinshengZhuang Z...

 

CE EuropaNama lengkapClub Esportiu EuropaJulukanEscapulados, europeístasBerdiri5 June 1907StadionNou Sardenya Barcelona, Catalonia Spain(Kapasitas: 7,000)Ketua Guillaume de BodeManajer Pedro DóleraLiga3ª – Group 52011–123ª – Group 5, 16thSitus webSitus web resmi klub Kostum kandang Kostum tandang Kostum ketiga Musim ini Club Esportiu Europa adalah sebuah tim sepak bola profesional asal Spanyol yang kini bermain di 3ª – Group 5. Tim ini berasal dari Barcelona, Catalonia. Tim ...

 

Casino resort in Las Vegas, Nevada Red Rock ResortRed Rock Resort in 2010 Location Summerlin South, Nevada, U.S. Address 11011 West Charleston Boulevard[1]Opening dateApril 18, 2006; 17 years ago (2006-04-18)ThemeModern/desertNo. of rooms796Total gaming space118,309 sq ft (10,991.3 m2)Notable restaurantsT-Bones ChophouseYard HouseLucille's SmokehouseCasino typeLand-basedOwnerStation CasinosRenovated in2006–07, 2014, 2019–20Coordinates36°9′1...

Kevin ArdilovaLahirKevin Ichwal Ardilova19 April 1999 (umur 24)Jakarta, IndonesiaKebangsaanIndonesiaPekerjaanPemeranmodelTahun aktif2014—sekarangTanda tangan Kevin Ichwal Ardilova (lahir 19 April 1999) adalah pemeran dan model berkebangsaan Indonesia. Kevin dinominasikan untuk satu Piala Citra untuk Pemeran Utama Pria Terbaik pada Festival Film Indonesia 2022 melalui penampilannya dalam film Autobiography.[1] Karier Pada 2017, ia memulai debutnya di dunia perfilman dengan...

 

Anthony Zambrano Nazionalità  Colombia Altezza 184 cm Peso 72 kg Atletica leggera Specialità Velocità Record 400 m 4393 (2021) Carriera Nazionale 2016- Colombia Palmarès Competizione Ori Argenti Bronzi Giochi olimpici 0 1 0 Mondiali 0 1 0 Giochi panamericani 2 0 0 Campionati sudamericani 4 0 0 Per maggiori dettagli vedi qui Statistiche aggiornate al 5 agosto 2021 Modifica dati su Wikidata · Manuale Anthony José Zambrano de la Cruz (Maicao, 17 gennaio 1998) è un velocista...

 

Formal body of advisers to the sovereign of the United Kingdom UKPC redirects here. For the court of last resort with this neutral citation, see Judicial Committee of the Privy Council. His Majesty's Most Honourable Privy CouncilArms used by the Privy Council OfficeAbbreviationPrivy Council (PC)Predecessor Privy Council of England Privy Council of Scotland Privy Council of Ireland Privy Council of Great Britain (1708–1800) Formation1 January 1801 (1801-01-01)Legal statusAdvis...

Eiga Pretty Cure All Stars New Stage - Mirai no tomodachiCure EchoTitolo originale映画 プリキュアオールスターズNewStage みらいのともだち Lingua originalegiapponese Paese di produzioneGiappone Anno2012 Durata71 min Rapporto1,78:1 Genereanimazione, fantastico RegiaJunji Shimizu SoggettoIzumi Tōdō SceneggiaturaYoshimi Narita Casa di produzioneToei Animation MusicheYasuharu Takanashi Art directorMidori Tanaka Character designAkira Inagami, Toshie Kawamu...

 

Herbert Wimmer Informasi pribadiTanggal lahir 9 November 1944 (umur 79)Tempat lahir Eupen, BelgiaTinggi 1,79 m (5 ft 10+1⁄2 in)Posisi bermain GelandangKarier junior Borussia BrandKarier senior*Tahun Tim Tampil (Gol)1966–1978 Borussia Mönchengladbach 366 (51)Tim nasional1968–1976 Jerman Barat 36 (4) * Penampilan dan gol di klub senior hanya dihitung dari liga domestik Herbert Wimmer (lahir 9 November 1944) adalah seorang mantan pemain sepak bola. Selain memenang...

 

جزء من سلسلة مقالات حولنظم الحكومات أشكال السلطة انفصالية دولة مرتبطة دومينيون مشيخة محمية فدرالية كونفدرالية تفويض السلطات دولة اتحادية فوق وطنية إمبراطورية الهيمنة دولة مركزية التقسيم الإداري مصدر السلطة ديمقراطية(سلطة الأكثرية) ديمارية مباشرة ليبرالية تمثيلية اجتم...

قاعة فنلنديامعلومات عامةنوع المبنى قاعة حفلات موسيقية[1][2][3] مركز مؤتمرات[4] المكان Etu-Töölö (en) [5] العنوان Mannerheimintie 13e (بالفنلندية)Karamzininkatu 4 (بالفنلندية)[6] المنطقة الإدارية هلسنكي[2][3][6] البلد  فنلندا[2][3] الاستعمال مركز مؤتمرات[...

 

ديلتيازيم الاسم النظامي cis-(+)-[2-(2-dimethylaminoethyl)-5-(4-methoxyphenyl)-3-oxo-6-thia-2-azabicyclo[5.4.0]undeca-7,9,11-trien-4-yl]ethanoate تداخل دوائي أميودارون،  وفينغوليمود،  وكريزوتينيب،  ودومبيريدون،  ودانترولين،  ودانترولين،  وميثادون،  وميتوبرولول،  ونادولول،  وأتينولول،  ونيبيفولول،...

 

Indian general election in Tripura, 2009 ← 2004 April–May 2009 2014 → 2 seatsTurnout84.55%   First party   Party CPI(M) Seats won 2 Seat change Percentage 61.69% Tripura The 2009 Indian general election in the state of Tripura was held in April with two seats being contested. The Communist Party of India (Marxist) held both seats, receiving a total of 1,084,883 votes with a state-wide share of 61.69%.[1] Congress and the BJP received 31% an...

Calculation of relative weights of reactants and products in chemical reactions A stoichiometric diagram of the combustion reaction of methane Stoichiometry (/ˌstɔɪkiˈɒmɪtri/) is the relationship between the weights of reactants and products before, during, and following chemical reactions. Stoichiometry is founded on the law of conservation of mass where the total mass of the reactants equals the total mass of the products, leading to the insight that the relations among quantities of ...

 

العلاقات اليابانية الإندونيسية اليابان إندونيسيا   اليابان   إندونيسيا تعديل مصدري - تعديل   العلاقات اليابانية الإندونيسية هي العلاقات الثنائية التي تجمع بين اليابان وإندونيسيا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدو�...

 

Первое известное использование термина коммутативность: фрагмент французского журнала «Annales de Gergonne», выпускавшегося с 1810 по 1832 годы, выпуск 1814—15 Пример, показывающий коммутативность сложения (3 + 2 = 2 + 3) Коммутативность, переместительный закон (позднелат. commutativus �...

「新井宏幸」、「新井洋行」、あるいは「新井宏之」とは別人です。 日本の政治家荒井 広幸あらい ひろゆき 生年月日 (1958-05-15) 1958年5月15日(66歳)出生地 日本 福島県田村市出身校 早稲田大学社会科学部社会科学科前職 参議院議員 内閣官房参与所属政党 (自由民主党(三塚派→無派閥→亀井派)→)(新党日本→)(無所属→)(改革クラブ→)(新党改革→)(�...

 

  هذه المقالة عن المنحنى الهندسي المسمى قطع ناقص أو إهليلج. لنبات، طالع إهليلج (نبات).القُطوعُ المخروطيَّةُهذه المقالةُ جزءٌ من سلسلةِ القطوع المخروطيةقطع مكافئالمعادلة y 2 = 4 a x {\displaystyle y^{2}=4ax\,} الانحراف المركزي( e {\displaystyle e} ) 1 {\displaystyle 1\,} البعد البؤري( l {\displaystyle l} ) 2 a {\display...