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  2. Gerbera - Wikipedia

    en.wikipedia.org/wiki/Gerbera

    Gerbera (/ ˈ dʒ ɜːr b ər ə / JUR-bər-ə or / ˈ ɡ ɜːr b ər ə / GUR-bər-ə) L. is a genus of plants in the Asteraceae (Compositae) family. The first scientific description of a Gerbera was made by J. D. Hooker in Curtis's Botanical Magazine in 1889 when he described Gerbera jamesonii, a South African species also known as Transvaal daisy or Barberton daisy.

  3. Gerbera aurantiaca - Wikipedia

    en.wikipedia.org/wiki/Gerbera_aurantiaca

    The Hilton daisy is a relative of the common Barberton daisy. While the typical colour of the Hilton daisies is red, the flowers range from yellow through orange to bright red and deep scarlet. The Hilton daisy is an endangered species and only 15 viable populations of the species are known to exist. [2]

  4. Gerbera jamesonii - Wikipedia

    en.wikipedia.org/wiki/Gerbera_jamesonii

    Gerbera jamesonii is a species of flowering plant in the genus Gerbera belonging to the basal Mutisieae tribe within the large Asteraceae (or Compositae) family. [1] It is indigenous to South Eastern Africa and commonly known as the Barberton daisy, [2] the Transvaal daisy, and as Barbertonse madeliefie or Rooigousblom in Afrikaans.

  5. Daisy wheel printing - Wikipedia

    en.wikipedia.org/wiki/Daisy_wheel_printing

    Daisy wheel printing is an impact printing technology invented in 1970 by Andrew Gabor [1] at Diablo Data Systems.It uses interchangeable pre-formed type elements, each with typically 96 glyphs, to generate high-quality output comparable to premium typewriters such as the IBM Selectric, but two to three times faster.

  6. Daisy Makeig-Jones - Wikipedia

    en.wikipedia.org/wiki/Daisy_Makeig-Jones

    Susannah Margaretta "Daisy" Makeig-Jones (1881–1945) was a pottery designer for Wedgwood. [1] She is best known for her Fairyland Lustre series. [2] [3] [4] Makeig-Jones was born in Wath-upon-Dearne near Rotherham, Yorkshire, the eldest of seven children. Her father, K. Geoffrey Makeig-Jones, was of Welsh descent and was a medical doctor, and ...

  7. Guillotine cutting - Wikipedia

    en.wikipedia.org/wiki/Guillotine_cutting

    In the pattern verification problem, there is a cutting-pattern given as a sequence of points (x i,y i), for i in 1,...,m, where (x i,y i) is the bottom-left coordinate of rectangle i (there is a single rectangle of each target-dimension). The goal is to decide whether this pattern can be implemented using only guillotine cuts, and if so, find ...

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