<snapdata remixID="15005488"><project name="Arbre de nadal" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes>#Christmas Fractals&#xD;&#xD;Thinking about how best to draw a schematic Christmas tree it occurred to me that the outline is a very simple fractal "thorn". But it looks much nicer using an arc than a diagonal line, so I added a custom block for drawing arcs. Now I&apos;m curious if anyone can use arcs to draw a fractal angel - enjoy!</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Arbre de nadal"><notes>#Christmas Fractals&#xD;&#xD;Thinking about how best to draw a schematic Christmas tree it occurred to me that the outline is a very simple fractal "thorn". But it looks much nicer using an arc than a diagonal line, so I added a custom block for drawing arcs. Now I&apos;m curious if anyone can use arcs to draw a fractal angel - enjoy!</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="arc %&apos;start&apos; ° to %&apos;end&apos; ° radius %&apos;r&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"><options>§_directionDialMenu</options></input><input type="%n"><options>§_directionDialMenu</options></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>path</l><l>center</l></list></block><block s="doSetVar"><l>path</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block s="reportNewList"><list><block s="reportMonadic"><l><option>sin</option></l><l></l></block><block s="reportMonadic"><l><option>cos</option></l><l></l></block></list></block><block var="r"/></list></block></autolambda><list></list></block><block s="reportNumbers"><block var="start"/><block var="end"/></block></block></block><block s="doSetVar"><l>center</l><block s="reportDifference"><block s="getPosition"></block><block s="reportListItem"><l>1</l><block var="path"/></block></block></block><block s="doWarp"><script><block s="doForEach"><l>coord</l><block var="path"/><script><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="coord"/><block var="center"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="fir size %&apos;size&apos; level %&apos;level&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>0</l></list></block><script><block s="changeXPosition"><block s="reportVariadicProduct"><list><block var="size"/><l>0.6</l></list></block></block><custom-block s="arc %n ° to %n ° radius %n"><l>190</l><l>240</l><block var="size"/></custom-block><custom-block s="fir size %n level %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.8</l></list></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><custom-block s="arc %n ° to %n ° radius %n"><l>120</l><l>170</l><block var="size"/></custom-block><block s="changeXPosition"><block s="reportVariadicProduct"><list><block var="size"/><l>0.6</l></list></block></block></script><list></list></block></script></block-definition><block-definition s="tree size %&apos;size&apos; angle %&apos;a&apos; level %&apos;level&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>0</l></list></block><script><block s="forward"><block var="size"/></block><custom-block s="tree size %n angle %n level %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.8</l></list></block><block var="a"/><block s="reportDifference"><block var="level"/><l>0.4</l></block></custom-block><block s="turnLeft"><block var="a"/></block><custom-block s="tree size %n angle %n level %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.4</l></list></block><block var="a"/><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turn"><block s="reportVariadicProduct"><list><block var="a"/><l>2</l></list></block></block><custom-block s="tree size %n angle %n level %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.4</l></list></block><block var="a"/><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turnLeft"><block var="a"/></block><block s="forward"><block s="reportMonadic"><l><option>neg</option></l><block var="size"/></block></block></script><list></list></block></script></block-definition><block-definition s="flake size %&apos;size&apos; level %&apos;level&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><l>6</l><script><custom-block s="tree size %n angle %n level %n"><block var="size"/><l>60</l><block var="level"/></custom-block><block s="turn"><l>60</l></block></script></block></script></block-definition><block-definition s="christmas tree size %&apos;size&apos; level %&apos;level&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="flake size %n level %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.05</l></list></block><l>3</l></custom-block><block s="changeXPosition"><block s="reportVariadicProduct"><list><block var="size"/><l>0.6</l></list></block></block><custom-block s="flake size %n level %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.04</l></list></block><l>3</l></custom-block><custom-block s="arc %n ° to %n ° radius %n"><l>190</l><l>240</l><block var="size"/></custom-block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>0</l></list></block><script><custom-block s="christmas tree size %n level %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.8</l></list></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block></script><script><custom-block s="flake size %n level %n"><l>8</l><l>4</l></custom-block></script></block><custom-block s="arc %n ° to %n ° radius %n"><l>120</l><l>170</l><block var="size"/></custom-block><custom-block s="flake size %n level %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.04</l></list></block><l>3</l></custom-block><block s="changeXPosition"><block s="reportVariadicProduct"><list><block var="size"/><l>0.6</l></list></block></block><custom-block s="flake size %n level %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.05</l></list></block><l>3</l></custom-block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="179,27,0,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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