<snapdata remixID="11291791"><project name="Fractal Tree" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>ARTWORK MODE:&#xD;move the sliders around to mess with the tree&#xD;&#xD;GAME MODE:&#xD;arrow keys to move&#xD;spacefar to fire fractal tree cannon</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Fractal Tree"><notes>ARTWORK MODE:&#xD;move the sliders around to mess with the tree&#xD;&#xD;GAME MODE:&#xD;arrow keys to move&#xD;spacefar to fire fractal tree cannon</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Tree $cloud $nl Depth: %&apos;Depth&apos; $nl Size: %&apos;Size&apos; $nl Size multiplier: %&apos;SM&apos; $nl Rotation between branches: %&apos;Rotation&apos; $nl Turn multiplier: %&apos;TM&apos; $nl -------------------------------------------------- $nl Visual Changes $brush $nl Hue: %&apos;Hue&apos; $nl Hue addition: %&apos;HA&apos; $nl Thickness: %&apos;Thickness&apos; $nl Thickness multiplier: %&apos;THM&apos;" type="command" category="looks"><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><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setPenColorDimension"><l><option>hue</option></l><block var="Hue"/></block><block s="setSize"><block var="Thickness"/></block><block s="forward"><block var="Size"/></block><block s="turnLeft"><block var="Rotation"/></block><block s="doIf"><block s="reportLessThan"><l>1</l><block var="Depth"/></block><script><custom-block s="Tree $cloud %br Depth: %s %br Size: %s %br Size multiplier: %s %br Rotation between branches: %s %br Turn multiplier: %s %br -------------------------------------------------- %br Visual Changes $brush %br Hue: %s %br Hue addition: %s %br Thickness: %s %br Thickness multiplier: %s"><block s="reportDifference"><block var="Depth"/><l>1</l></block><block s="reportProduct"><block var="Size"/><block var="SM"/></block><block var="SM"/><block var="Rotation"/><block var="TM"/><block s="reportSum"><block var="Hue"/><block var="HA"/></block><block var="HA"/><block s="reportProduct"><block var="Thickness"/><l>0.75</l></block><block var="THM"/></custom-block></script></block><block s="turn"><block s="reportProduct"><block var="Rotation"/><block var="TM"/></block></block><block s="doIf"><block s="reportLessThan"><l>1</l><block var="Depth"/></block><script><custom-block s="Tree $cloud %br Depth: %s %br Size: %s %br Size multiplier: %s %br Rotation between branches: %s %br Turn multiplier: %s %br -------------------------------------------------- %br Visual Changes $brush %br Hue: %s %br Hue addition: %s %br Thickness: %s %br Thickness multiplier: %s"><block s="reportDifference"><block var="Depth"/><l>1</l></block><block s="reportProduct"><block var="Size"/><block var="SM"/></block><block var="SM"/><block var="Rotation"/><block var="TM"/><block s="reportSum"><block var="Hue"/><block var="HA"/></block><block var="HA"/><block s="reportProduct"><block var="Thickness"/><l>0.75</l></block><block var="THM"/></custom-block></script></block><block s="turn"><block s="reportDifference"><l>0</l><block var="Rotation"/></block></block><block s="up"></block><block s="forward"><block s="reportDifference"><l>0</l><block var="Size"/></block></block><block s="down"></block></script><scripts><script x="379.689453125" y="532.3333333333336"><block s="reportProduct"><l></l><block var="SM"/></block></script><script x="332.689453125" y="298.3333333333334"><block s="reportProduct"><l></l><block var="SM"/></block></script></scripts></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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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" 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