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\deflang2057\pard\plain\f4\fs20\cf0 This is a MicroWorlds Pro version of a program originally \par written for MSWLogo by Mike Sandy. \par As the pattern requires continued use of SNAPAREA it is rather \par slow. \par The maximum lune radius is controlled by the overall size of the \par plot. \par \par \par to startup \par presentationmode \par make "val.r 0 \par end \par \par to go \par everyone[pu] \par if not :val.r = radius ;LIMITS THE MAXIMUM/MINIMUM VALUES OF LUNE RADIUS \par [(set "radius.l "limits \par list int 0.1 * get "radius "value \par int 0.25 * get "radius "value) \par make "val.r radius \par ] \par t1, cg cc \par setbg 10 \par let[radius radius ;OVERALL SIZE OF THE PLOT \par radius.l radius.l ;RADIUS OF A LUNE \par d.ang lune.len ;FORWARD SEPARATION OF ARCS OF A LUNE \par rs 2 rl 3 h .5 dt :rl - :rs ;PARAMETERS FOR TREFOIL EQUATION \par seg.list [0 120 240 360 480 600 723 ] \par seg.count count :seg.list \par lune.pos [-320 -170] \par ] \par hide, st setpos :lune.pos pu setshape 1 \par lune, ht setpos :lune.pos pu setshape 7 \par ask[t1 s1][ht pu setpos f item 1 :seg.list] \par weave "f r/l 1 \par end \par \par to weave :f :k :seg.no \par if :seg.no = :seg.count \par [stop] \par if :k = 0 ;SEGMENT ONLY PLOTTED ON RETURN FROM THE RECURSION \par [segment.np item :seg.no :seg.list \par item :seg.no + 1 :seg.list \par ;USED TO MOVE "t1 TO NEXT SEGMENT \par weave :f 1 :seg.no + 1 ;PLOT NEXT SEGMENT \par ; NO STOP SO RECURSION WILL RETURN \par ] \par segment.p :f item :seg.no :seg.list \par item :seg.no + 1 :seg.list \par if :k = 1 \par [weave :f 0 :seg.no + 1 ] ;NEXT SEGMENT (NO PLOT :k=0) \par ; RECURSION RETURN STOPS HERE \par end \par \par to arc :r :ang \par let[dr.ang pi / 90 \par hdg heading p pos] \par pu lt :ang / 2 \par fd :r rt 90 pd \par repeat abs round :ang / 2 \par [fd :r * :dr.ang \par rt 2] \par pu setpos :p seth :hdg \par end \par \par to f :ang \par op list \par round :radius * ((:dt * cos :ang) + :h * cos (:dt / :rs * :ang)) \par round :radius * ((:dt * sin :ang) - :h * sin (:dt / :rs * :ang)) \par end \par \par to segment.np :i.ang :f.ang \par let[d (:f.ang - :i.ang) / :d.ang] \par t1, \par dotimes[i 1 + int :d] \par [setpos f :i.ang + :d.ang * :i + 1] \par end \par \par \par to segment.p :f :i.ang :f.ang \par t1, \par let[d (:f.ang - :i.ang) / :d.ang] \par dotimes[i 1 + int :d] \par [setpos run (list :f :i.ang + :d.ang * :i) \par ask "s1[setpos run (list :f :i.ang + :d.ang * (:i + 1))] \par make.lune :radius.l 65 \par t1, setshape 2 stamp \par ] \par end \par \par to make.lune :r :col \par t1, towards "s1 \par let[dr distance "s1 \par dr/2 :dr / 2 \par ang 2 * ( arctan (sqrt (:r * :r - :dr/2 * :dr/2)) / :dr/2) \par ang1 360 - :ang \par p []] \par lune, setpos :lune.pos \par seth ask "t1[heading] \par arc :r :ang \par make "p pos fd :dr \par arc :r :ang1 \par fd :r - :dr/2 setc :col fill setc 9 \par setpos :lune.pos \par store.shape 2 int :r + :dr + 2 pos \par hide, stamp \par end \par \par to store.shape :sh :r 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