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  2. Circle contact lens - Wikipedia

    en.wikipedia.org/wiki/Circle_contact_lens

    A circle contact lens, also known as a big eye contact lens and circle lens, is a cosmetic (non-corrective and decorative) contact lens that makes the eye's iris appear larger. It has become a trend throughout East , South and Southeast Asia and is largely produced in Japan , South Korea and China .

  3. Contact lens - Wikipedia

    en.wikipedia.org/wiki/Contact_lens

    Some colored contact lenses completely cover the iris, thus dramatically changing eye color. Other colored contact lenses merely tint the iris, highlighting its natural color. A new trend in Japan, South Korea and China is the circle contact lens, which extend the appearance of the iris onto the sclera by having a dark tinted area all around ...

  4. Circle contact lens good for Lady Gaga, bad for your health - AOL

    www.aol.com/news/2010-07-08-circle-contact-lens...

    Thanks to pop sensation Lady Gaga and the mainstreaming of Japanese anime, contact lenses that make the iris of the eyes appear bigger than normal are all the rage among teens and women in their 20s.

  5. Circle lenses - Wikipedia

    en.wikipedia.org/?title=Circle_lenses&redirect=no

    Retrieved from "https://en.wikipedia.org/w/index.php?title=Circle_lenses&oldid=366711801"This page was last edited on 8 June 2010, at 03:16 (UTC). (UTC).

  6. Image circle - Wikipedia

    en.wikipedia.org/wiki/Image_circle

    The image circle is the cross section of the cone of light transmitted by a lens or series of lenses onto the image plane. When this light strikes a perpendicular target such as photographic film or a digital camera sensor, it forms a circle of light – the image circle. Various sensor aspect ratios may be used which all fit inside the same ...

  7. Circle of confusion - Wikipedia

    en.wikipedia.org/wiki/Circle_of_confusion

    Circle-of-confusion calculations: An early precursor to depth of field calculations is the TH (1866, p. 138) calculation of a circle-of-confusion diameter from a subject distance, for a lens focused at infinity; this article was pointed out by von Rohr (1899). The formula he comes up with for what he terms "the indistinctness" is equivalent, in ...