<snapdata remixID="8734281"><project name="U2L2P4-Mandala" app="Snap! 5.1, 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="1" color="255,255,255,1" tempo="60" threadsafe="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 id="2"><item><costume name="Untitled" center-x="240.5" center-y="182" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="377" y="66"><block s="clear"></block></script><script x="27" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>133,255,172,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>6</l><script><custom-block s="polygon,sides: %s sidelength: %s"><l>6</l><l>5</l></custom-block><block s="turnLeft"><l>60</l></block></script></block><block s="setColor"><color>51,156,255,1</color></block><block s="doRepeat"><l>6</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon,sides: %s sidelength: %s"><l>6</l><l>15</l></custom-block><block s="turnLeft"><l>60</l></block></script></block><block s="setColor"><color>255,41,209,1</color></block><block s="doRepeat"><l>6</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon,sides: %s sidelength: %s"><l>6</l><l>25</l></custom-block><block s="turnLeft"><l>60</l></block></script></block><block s="setColor"><color>158,128,255,1</color></block><block s="doRepeat"><l>6</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon,sides: %s sidelength: %s"><l>6</l><l>35</l></custom-block><block s="turnLeft"><l>60</l></block></script></block><block s="setColor"><color>220,255,179,1</color></block><block s="doRepeat"><l>6</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon,sides: %s sidelength: %s"><l>6</l><l>45</l></custom-block><block s="turnLeft"><l>60</l></block></script></block><block s="setColor"><color>153,194,255,1</color></block><block s="doRepeat"><l>6</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon,sides: %s sidelength: %s"><l>6</l><l>55</l></custom-block><block s="turnLeft"><l>60</l></block></script></block><block s="setColor"><color>255,254,250,1</color></block><block s="doRepeat"><l>6</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon,sides: %s sidelength: %s"><l>6</l><l>65</l></custom-block><block s="turnLeft"><l>60</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon,sides: %&apos;number of sides #&apos; sidelength: %&apos;length#&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of sides #"/><script><block s="forward"><block var="length#"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides #"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L2P4-Mandala" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>