<snapdata remixID="12195401"><project name="fractal leaf - animated forest" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>Huh. For a moment there I thought this might not be possible without double buffering but nope, warp made it fast enough, at least on my work laptop.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="fractal leaf - animated forest"><notes>Huh. For a moment there I thought this might not be possible without double buffering but nope, warp made it fast enough, at least on my work laptop.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw line %&apos;steps&apos; and return" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="forward"><block var="steps"/></block><block s="up"></block><block s="forward"><block s="reportDifference"><l></l><block var="steps"/></block></block></script></block-definition><block-definition s="draw a leaf of size %&apos;size&apos; and return" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>ln</option></l><block var="size"/></block><l>20</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="size"/><block var="RESOLUTION"/></block></block><script><custom-block s="draw line %n and return"><block var="size"/></custom-block></script><script><block s="down"></block><block s="forward"><block s="reportVariadicProduct"><list><block var="size"/><l>.3</l></list></block></block><block s="turnLeft"><block var="FAN OUT ANGLE"/></block><custom-block s="draw a leaf of size %n and return"><block s="reportVariadicProduct"><list><block var="size"/><l>.5</l></list></block></custom-block><block s="turn"><block s="reportVariadicProduct"><list><block var="FAN OUT ANGLE"/><l>2</l></list></block></block><custom-block s="draw a leaf of size %n and return"><block s="reportVariadicProduct"><list><block var="size"/><l>.5</l></list></block></custom-block><block s="turnLeft"><block var="FAN OUT ANGLE"/></block><custom-block s="draw a leaf of size %n and return"><block s="reportVariadicProduct"><list><block var="size"/><l>0.7</l></list></block></custom-block><block s="up"></block><block s="forward"><block s="reportDifference"><l></l><block s="reportVariadicProduct"><list><block var="size"/><l>.3</l></list></block></block></block></script></block></script></block></script></block-definition><block-definition s="draw a tree of leaf size %&apos;size&apos; and resolution %&apos;resolution&apos; and fan out angle %&apos;angle&apos; at x position %&apos;xpos&apos; pointing direction %&apos;direction&apos; pen size %&apos;pensize&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="setSize"><block var="pensize"/></block><block s="up"></block><block s="gotoXY"><block var="xpos"/><block s="reportAttributeOf"><l><option>bottom</option></l><l>Stage</l></block></block><block s="setHeading"><block var="direction"/></block><block s="doSetVar"><l>RESOLUTION</l><block var="resolution"/></block><block s="doSetVar"><l>FAN OUT ANGLE</l><block var="angle"/></block><custom-block s="draw a leaf of size %n and return"><block var="size"/></custom-block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" 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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