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  2. File:Celtic-knot-basic-linear.svg - Wikipedia

    en.wikipedia.org/wiki/File:Celtic-knot-basic...

    For variant forms of a basic (pseudo-)Celtic knotwork cross, see Knotwork-cross.svg, Knotwork-cross-multicolored.svg, and Knotwork-cross-alternate.svg. Date: 2006: Source: SVG version of Celtic-knot-basic-linear.png: Author: AnonMoos (PostScript source and PNG); Erin Silversmith (first SVG conversion) SVG development

  3. File:Celtic-knot-linear-7crossings.svg - Wikipedia

    en.wikipedia.org/wiki/File:Celtic-knot-linear-7...

    Printable version; Page information; Get shortened URL; Download QR code; ... Simple 7-crossing quasi-Celtic linear decorative knot. Date: 2010 (PostScript); 2013 ...

  4. File:Celtic-knot-basic.svg - Wikipedia

    en.wikipedia.org/wiki/File:Celtic-knot-basic.svg

    One very basic form of Celtic or pseudo-Celtic linear knotwork; alternative decorative form of Image:Celtic-knot-basic-alternate.svg. Date: 2006: Source: SVG version of Image:Celtic-knot-basic.png This image is converted from the following PostScript code:

  5. File:Celtic-knot-basic-rectangular.svg - Wikipedia

    en.wikipedia.org/wiki/File:Celtic-knot-basic...

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  6. Celtic knot - Wikipedia

    en.wikipedia.org/wiki/Celtic_knot

    One very basic form of Celtic or pseudo-Celtic linear knotwork. Stone Celtic crosses, such as this, are a major source of knowledge regarding Celtic knot design. Carpet page from Lindisfarne Gospels, showing knotwork detail. Almost all of the folios of the Book of Kells contain small illuminations like this decorated initial.

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  8. File:Celtic-knot-insquare.svg - Wikipedia

    en.wikipedia.org/wiki/File:Celtic-knot-insquare.svg

    Celtic or pseudo-Celtic decorative knot intended to fill square or near-square box. Converted from the following PostScript code: <pre>%! 306 326 translate 17.5 setlinewidth 1 setgray /y{gsave 42 setlinewidth 0 setgray}def/x 15.6434465 def/z 29.2894 def

  9. File:Celtic-knot-cross.svg - Wikipedia

    en.wikipedia.org/wiki/File:Celtic-knot-cross.svg

    The knot is made up of straight lines which are vertical, horizontal, or at 45° angles, and of circular arcs all of the same radius. If the large circle were to be removed, then the over-under interlacing of the crossings of the horizontal and vertical lines at the center would have to be reversed to preserve the alternation of the knot ...