<snapdata remixID="9370533"><project name="U7L2-Fractals in Nature" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="62.16659052662453" y="-141.8456330034944" heading="140.64535628300962" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="133,84,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="80" y="68"><block s="gotoXY"><l>0</l><l>-200</l></block><block s="doWarp"><script><block s="doFor"><l>i</l><l>0</l><l>30</l><script><block s="clear"></block><block s="doSetVar"><l>gravity</l><block var="i"/></block><block s="down"></block><block s="setHeading"><l>0</l></block><block s="doWarp"><script><custom-block s="tree amount of branching: %n size: %n"><l>5</l><l>90</l></custom-block></script></block></script></block></script></block></script></scripts></sprite><watcher var="gravity" style="normal" x="6.70833333333303" y="6.708333333333329" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree amount of branching: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>sprite state</l></list></block><block s="doSetVar"><l>sprite state</l><custom-block s="sprite pos and direction"></custom-block></block><block s="setColor"><color>138,67,0,1</color></block><block s="doIfElse"><block s="reportGreaterThan"><block var="level"/><l>0</l></block><script><block s="forward"><block s="reportProduct"><block var="size"/><l>.2</l></block></block><custom-block s="branch angle: %n reduction: %n branching: %n size: %n %"><l>-20</l><l>0.75</l><block var="level"/><block var="size"/></custom-block><custom-block s="branch angle: %n reduction: %n branching: %n size: %n %"><l>20</l><l>0.75</l><block var="level"/><block var="size"/></custom-block><block s="turn"><l>5</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>.4</l></block></block><custom-block s="branch angle: %n reduction: %n branching: %n size: %n %"><l>-20</l><l>0.65</l><block var="level"/><block var="size"/></custom-block><custom-block s="branch angle: %n reduction: %n branching: %n size: %n %"><l>20</l><l>0.65</l><block var="level"/><block var="size"/></custom-block><block s="turn"><l>5</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>.4</l></block></block><custom-block s="branch angle: %n reduction: %n branching: %n size: %n %"><l>2</l><l>0.65</l><block var="level"/><block var="size"/></custom-block><custom-block s="return sprite %l"><block var="sprite state"/></custom-block></script><script><block s="turn"><l>5</l></block><custom-block s="leaf size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turnLeft"><l>5</l></block></script></block></script></block-definition><block-definition s="sprite pos and direction" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block><block s="direction"></block></list></block></block></script></block-definition><block-definition s="branch angle: %&apos;angle&apos; reduction: %&apos;factor&apos; branching: %&apos;branch&apos; size: %&apos;size&apos; %" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="gravity %n"><block var="gravity"/></custom-block><block s="turn"><block var="angle"/></block><custom-block s="tree amount of branching: %n size: %n"><block s="reportDifference"><block var="branch"/><l>1</l></block><block s="reportProduct"><block var="size"/><block var="factor"/></block></custom-block><block s="turnLeft"><block var="angle"/></block></script></block-definition><block-definition s="gravity %&apos;strength&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setHeading"><block s="reportSum"><block s="direction"></block><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block s="direction"></block></block><block var="strength"/></block></block></block></script></block-definition><block-definition s="return sprite %&apos;start&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="setXPosition"><block s="reportListItem"><l>1</l><block var="start"/></block></block><block s="setYPosition"><block s="reportListItem"><l>2</l><block var="start"/></block></block><block s="setHeading"><block s="reportListItem"><l>3</l><block var="start"/></block></block><block s="down"></block></script></block-definition><block-definition s="leaf size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setColor"><color>17,138,0,1</color></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block><block s="setColor"><color>133,84,0,1</color></block></script></block-definition></blocks><variables><variable name="gravity"><l>3</l></variable></variables></project><media name="U7L2-Fractals in Nature" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>