Am faidhle tùsail(Faidhle SVG, a-rèir ainm 627 × 543 pixel, meud faidhle: 9 KB)

'S ann à Wikimedia Commons a tha am faidhle seo agus faodaidh gu bheil pròiseactan eile 'ga chleachdadh. Chì thu an tuairisgeul a tha aice air [duilleag tuairisgeul an fhaidhle https://commons.wikimedia.org/wiki/File:Triskelion-quasi-tessellation.svg] gu h-ìosal.

Gearr-chunntas

Tuairisgeul A quasi-tessellation of interlocked triskelions which are generated from mathematical Archimedean spirals. It is not a complete tessellation of the plane, since there are small uncovered concave triangular gaps between the triskelions.
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Converted from the following self-authored PostScript vector source code:

%!
/archimtriple{
%%%%%%%%%%%%%%%%
% PostScript program to display an Archimedean spiral by approximating
% it with Bezier curves.  Can display a triple spiral (three spirals
% rotated by 120 degrees with respect to each other).
%%%  Parameters:
                 % centerx = horizontal coordinate of center of spiral
                 % centery = vertical coordinate of center of spiral
                 % rotf = degrees to rotate
/sepwid 110 def  % width separating successive turnings of spiral
                 % (half this if double spiral is selected)
/incrm 30 def    % insert a curve point after this number of degrees
% /sweeps        % number of 360 degree turnings to show
/triple 1 def    % change to 0 to for non-triple inner spiral
%%%  Procedures:
/pi 3.1415926535898 def/radians 57.295779513082 def
/sepwid sepwid pi div 2 div def
gsave centerx centery translate rotf rotate
/aspiral{/first 1 def
    lower incrm sweeps 360 mul{8{dup}repeat
        phase add cos/costh exch def
        phase add sin/sinth exch def
        costh mul radians div/thcosth exch def
        sinth mul radians div/thsinth exch def
        thcosth sepwid mul/x exch def
        thsinth sepwid mul/y exch def
        0 eq phase 90 eq phase 270 eq or and{/slope 999999999 def}{/slope
        sinth thcosth add costh thsinth sub div def}ifelse
        sinth 0 gt sinth 0 eq costh -1 eq and or{/flag -1 def}{/flag 1
            def}ifelse
        /A exch def phase 0 eq phase 180 eq or {A 49.29348 lt A 180 gt A
            196.273450852 lt and A 360 gt A 368.8301 lt and A 540 gt A
            545.9907 lt and A 720 gt A 724.5217 lt and A 900 gt A
            903.6281968 lt and or or or or or{/flag flag neg def}if}if
            phase 120 eq phase 300 eq or{A 10 lt A 80 gt A 100 lt and
            or{/flag flag neg def}if}if
        incrm sub 3{dup}repeat phase add cos sepwid mul mul radians div
            /prevx exch def phase add sin sepwid mul mul radians div
            /prevy exch def
        incrm add 3{dup}repeat phase add cos sepwid mul mul radians div
            /nextx exch def phase add sin sepwid mul mul radians div
            /nexty exch def
        /prevdist x prevx sub dup mul y prevy sub dup mul add sqrt pi
            div def
        /nextdist x nextx sub dup mul y nexty sub dup mul add sqrt pi
            div def
        /normaliz slope slope mul 1 add sqrt def
        0 eq{0 0 moveto/prevbezx phase cos nextdist mul def/prevbezy
            phase sin nextdist mul def/first 0 def}{first 1 eq{x y
            moveto/first 0 def}{prevbezx prevbezy x 1 flag mul
            normaliz div prevdist mul sub y slope flag mul normaliz
            div prevdist mul sub x y curveto}ifelse
        /prevbezx x 1 flag mul normaliz div nextdist mul add def
        /prevbezy y slope flag mul normaliz div nextdist mul add def}ifelse}
    for stroke}def
%%% If different sweeps parameter for other spirals, define here:
/sweeps 1.26 def/phase 0 def aspiral
triple 0 ne{/phase 120 def aspiral
            /phase 240 def aspiral} if grestore
%%%%%%%%%%%%%%%%
}def
306 396 translate
.5 dup scale
180 rotate
1 -1 scale
/lower 0 def
/centerx 0 def/centery 0 def/rotf 0 def
archimtriple
/centerx 0 def/centery 256.666667 def/rotf 0 def
archimtriple
/centerx -222.279854 def/centery -128.333333 def/rotf 0 def
archimtriple
/centerx 222.279854 def/centery -128.333333 def/rotf 0 def
archimtriple
/centerx 0 def/centery -256.666667 def/rotf 0 def
archimtriple
/centerx -222.279854 def/centery 128.333333 def/rotf 0 def
archimtriple
/centerx 222.279854 def/centery 128.333333 def/rotf 0 def
archimtriple
/centerx 0 def/centery 513.333333 def/rotf 0 def
archimtriple
/centerx 0 def/centery -513.333333 def/rotf 0 def
archimtriple
/centerx -444.559707 def/centery 0 def/rotf 0 def
archimtriple
/centerx 444.559707 def/centery 0 def/rotf 0 def
archimtriple
/centerx -444.559707 def/centery -256.6666670 def/rotf 0 def
archimtriple
/centerx 444.559707 def/centery 256.666667 def/rotf 0 def
archimtriple
/centerx -444.559707 def/centery 256.6666670 def/rotf 0 def
archimtriple
/centerx 444.559707 def/centery -256.666667 def/rotf 0 def
archimtriple
/centerx -222.279854 def/centery -385 def/rotf 0 def
archimtriple
/centerx 222.279854 def/centery -385 def/rotf 0 def
archimtriple
/centerx -222.279854 def/centery 385 def/rotf 0 def
archimtriple
/centerx 222.279854 def/centery 385 def/rotf 0 def
archimtriple
showpage
%EOF
Ùghdar AnonMoos
Cead
(Ag ath-chleachdadh an fhaidhle seo)
Public domain I, the copyright holder of this work, release this work into the public domain. This applies worldwide.
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For another quasi-tessellation of triskelion shapes generated from Archimedean spirals, see File:Triskele-quasi-tesselation.svg .

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làithreach01:57, 28 dhen Mhàrt 2021Dealbhag airson an tionndaidh on 01:57, 28 dhen Mhàrt 2021627 × 543 (9 KB)AnonMoos{{Information |Description=A quasi-tessellation of interlocked triskelions which are generated from mathematical Archimedean spirals. It is not a complete tessellation of the plane, since there are small uncovered concave triangular gaps between the triskelions. |Source=Converted from the following self-authored PostScript vector source code: <pre>%! /archimtriple{ %%%%%%%%%%%%%%%% % PostScript program to display an Archimedean spiral by approximating % it with Bezier curves. Can display a...

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