<snapdata remixID="14661628"><project name="1.3.5 monday" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="42"></list></costumes><sounds><list struct="atomic" id="43"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="32.4508243824032" y="-53.2976483069379" heading="291.42857142855905" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="210,255,184,1" pen="tip" id="48"><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="down"></block><block s="setColor"><color>210,255,184,1</color></block></script><script x="10" y="61.666666666666686"><block s="clear"></block></script><comment x="684" y="22.66666666666663" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="71" y="403.33333333333314"><custom-block s="asterisk, branches: %s branch length: %s"><l></l><l>99</l></custom-block></script><script x="465.66666666666674" y="119.66666666666669"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><custom-block s="polygon, number of sides: %s side length: %s"><l>8</l><l>80</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="1.3.5 monday" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>