File:14crossings-decorative-knot-trig-curve.svg

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Description Decorative symmetrical 14-crossing knot based on trigonometric parametric curves.
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Self-made graphic, converted from the following vector PostScript source code:

%!
300 396 translate 77.5 dup scale .125 setlinewidth .92
.96 1 setrgbcolor/z{{w lineto}for stroke}def/b{0.2875
mul add th 5 mul}def/w{2 div/th exch def th cos 1.15
mul th 3 mul cos b cos 1.2 mul sub th sin 1.025 mul th
3 mul sin b sin 1.2 mul sub}def/y{dup w moveto 1 add
1}def 0 y 720{w lineto}for closepath gsave 0 setgray
.3125 setlinewidth stroke grestore stroke 0 setgray
.3125 setlinewidth 28 y 36 z 106 y 122 z 156 y 164 z
184 y 192 z 209 y 217 z 298 y 310 z 344 y 352 z 388 y
396 z 466 y 482 z 516 y 524 z 544 y 552 z 569 y 577 z
658 y 670 z 704 y 712 z .125 setlinewidth .92 .96 1
setrgbcolor 27 y 37 z 105 y 123 z 155 y 165 z 183 y
193 z 208 y 218 z 297 y 311 z 343 y 353 z 387 y 397 z
465 y 483 z 515 y 525 z 543 y 553 z 568 y 578 z 657 y
671 z 703 y 713 z showpage
%EOF
Author AnonMoos

Licensing

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Public domain I, the copyright holder of this work, release this work into the public domain. This applies worldwide.
In some countries this may not be legally possible; if so:
I grant anyone the right to use this work for any purpose, without any conditions, unless such conditions are required by law.

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Date/TimeThumbnailDimensionsUserComment
current00:20, 3 March 2010Thumbnail for version as of 00:20, 3 March 2010600 × 600 (20 KB)AnonMoos (talk | contribs)Decorative symmetrical 14-crossing knot based on trigonometric parametric curves. Self-made graphic, converted from the following vector PostScript source code: <pre>%! 300 396 translate 77.5 dup scale .125 setlinewidth .92 .96 1 setrgbcolor/z{{w lineto

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