<snapdata remixID="8641224"><project name="U2L2-DrawShape" 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="false" 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="-171.35254915624205" y="-68.16778784387094" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="2,0,40,1" 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="25" y="16"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doSetVar"><l>A</l><block s="reportNewList"><list><custom-block s="Point %n %n"><l>-50</l><l>20</l></custom-block><custom-block s="Point %n %n"><l>-10</l><l>120</l></custom-block><custom-block s="Point %n %n"><l>10</l><l>120</l></custom-block><custom-block s="Point %n %n"><l>50</l><l>20</l></custom-block><custom-block s="Point %n %n"><l>30</l><l>20</l></custom-block><custom-block s="Point %n %n"><l>20</l><l>50</l></custom-block><custom-block s="Point %n %n"><l>-20</l><l>50</l></custom-block><custom-block s="Point %n %n"><l>-30</l><l>20</l></custom-block><custom-block s="Point %n %n"><l>-50</l><l>20</l></custom-block></list></block></block></script><script x="195" y="15"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="38" y="203"><block s="receiveKey"><l><option>up arrow</option></l></block><block s="gotoXY"><l>-50</l><l>20</l></block><block s="doForEach"><l>item</l><block var="A"/><script><block s="down"></block><custom-block s="go to block %l"><block var="item"/></custom-block></script></block><block s="up"></block></script><script x="255" y="198"><block s="receiveKey"><l><option>down arrow</option></l></block><custom-block s="polygon, sides %n side length %n"><l>10</l><l>50</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><watcher var="A" style="normal" x="6.270833333333485" y="92.49479292083333" color="243,118,29" hidden="true"/><watcher var="polygon points" style="normal" x="10" y="10" color="243,118,29" extX="134" extY="150"/><watcher var="starting point" style="normal" x="10" y="31.000001999999995" color="243,118,29" extX="80" extY="70"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></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="go to block %&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="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="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="polygon, sides %&apos;number of sides&apos; side length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>polygon points</l><block s="reportNewList"><list></list></block></block><block s="down"></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><block s="up"></block></script></block-definition></blocks><variables><variable name="A"><list id="289"><item><list struct="atomic" id="290">-50,20</list></item><item><list struct="atomic" id="291">-10,120</list></item><item><list struct="atomic" id="292">10,120</list></item><item><list struct="atomic" id="293">50,20</list></item><item><list struct="atomic" id="294">30,20</list></item><item><list struct="atomic" id="295">20,50</list></item><item><list struct="atomic" id="296">-20,50</list></item><item><list struct="atomic" id="297">-30,20</list></item><item><list struct="atomic" id="298">-50,20</list></item></list></variable><variable name="polygon points"><list id="299"><item><list struct="atomic" id="300">-130.9016994374947,-38.77852522924729</list></item><item><list struct="atomic" id="301">-80.9016994374947,-38.77852522924729</list></item><item><list struct="atomic" id="302">-40.45084971874735,-68.16778784387094</list></item><item><list struct="atomic" id="303">-25,-115.72061365862862</list></item><item><list struct="atomic" id="304">-40.45084971874735,-163.2734394733863</list></item><item><list struct="atomic" id="305">-80.9016994374947,-192.66270208800995</list></item><item><list struct="atomic" id="306">-130.9016994374947,-192.66270208800995</list></item><item><list struct="atomic" id="307">-171.35254915624205,-163.2734394733863</list></item><item><list struct="atomic" id="308">-186.8033988749894,-115.72061365862862</list></item><item><list struct="atomic" id="309">-171.35254915624205,-68.16778784387094</list></item></list></variable><variable name="starting point"><ref id="309"></ref></variable></variables></project><media name="U2L2-DrawShape" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>