<snapdata remixID="8773250"><project name="U2L2Madala" 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="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" 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><watcher var="polygon points" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="starting point" style="normal" x="10" y="155.000002" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="131.52240934977476" y="112.346331352697" heading="89.99999999999636" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,237,77,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="112" y="11.999998000000005"><block s="clear"></block></script><script x="650.5498066875" y="10"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></script><script x="764" y="119.999998"><block s="gotoXY"><l>-100</l><l>30</l></block></script><script x="487" y="21.999998000000005"><block s="down"></block></script><script x="493" y="68.999998"><block s="down"></block><block s="setColor"><color>31,20,0,1</color></block></script><script x="125" y="70.999998"><block s="up"></block><block s="gotoXY"><l>0</l><l>60</l></block><block s="down"></block><block s="setColor"><color>31,20,0,1</color></block><custom-block s="polygon, number of sides: %s side length: %s"><l>16</l><l>30</l></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>120</l></block><block s="setColor"><color>0,137,250,1</color></block><block s="down"></block><custom-block s="polygon, number of sides: %s side length: %s"><l>16</l><l>20</l></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>-70</l></block><block s="down"></block><block s="setColor"><color>255,237,77,1</color></block><custom-block s="polygon, number of sides: %s side length: %s"><l>16</l><l>20</l></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></block><block s="up"></block><block s="gotoXY"><l>150</l><l>-70</l></block><block s="down"></block><block s="setColor"><color>0,137,250,1</color></block><custom-block s="polygon, number of sides: %s side length: %s"><l>16</l><l>20</l></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></block><block s="up"></block><block s="gotoXY"><l>150</l><l>120</l></block><block s="setColor"><color>255,237,77,1</color></block><block s="down"></block><custom-block s="polygon, number of sides: %s side length: %s"><l>16</l><l>20</l></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="go to point %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="point"/></custom-block><custom-block s="y coordinate of %l"><block var="point"/></custom-block></block></script></block-definition><block-definition s="point %&apos;x&apos; %&apos;y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></script></block-definition><block-definition s="y coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="point"/></block></block></script></block-definition><block-definition s="x coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="point"/></block></block></script></block-definition><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><comment w="90" collapsed="false">Makes a pinwheel with the number of branches you want </comment></block></script></block-definition><block-definition s="polygon, number of sides: %&apos;number of sides&apos; side length: %&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="doSetVar"><l>polygon points</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="number of sides"/><script><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="polygon points"/></block><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><variable name="polygon points"><list id="375"><item><list struct="atomic" id="376">150,120.00000000000001</list></item><item><list struct="atomic" id="377">170,120.00000000000001</list></item><item><list struct="atomic" id="378">188.47759065022615,112.3463313526994</list></item><item><list struct="atomic" id="379">202.6197262739579,98.20419572896932</list></item><item><list struct="atomic" id="380">210.2733949212609,79.72660507874409</list></item><item><list struct="atomic" id="381">210.27339492126225,59.726605078744086</list></item><item><list struct="atomic" id="382">202.61972627396153,41.24901442851785</list></item><item><list struct="atomic" id="383">188.47759065023138,27.106878804785993</list></item><item><list struct="atomic" id="384">170.00000000000614,19.453210157483028</list></item><item><list struct="atomic" id="385">150.00000000000614,19.453210157483028</list></item><item><list struct="atomic" id="386">131.52240934978,27.106878804783634</list></item><item><list struct="atomic" id="387">117.38027372604824,41.249014428513675</list></item><item><list struct="atomic" id="388">109.72660507874525,59.72660507873894</list></item><item><list struct="atomic" id="389">109.72660507874389,79.72660507873894</list></item><item><list struct="atomic" id="390">117.3802737260446,98.20419572896517</list></item><item><list struct="atomic" id="391">131.52240934977476,112.346331352697</list></item></list></variable><variable name="starting point"><ref id="391"></ref></variable></variables></project><media name="U2L2Madala" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>