<snapdata remixID="11017040"><project name="Unit 2 Lab 2 Mandalaaaaa" app="Snap! 6, https://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="true" hyperops="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" extX="128.5615234375" extY="150"/><watcher var="starting point" style="normal" x="10" y="136.000002" color="243,118,29" extX="80" extY="70"/><sprite name="Sprite" idx="1" x="-63.9472128767884" y="26.32667939267418" heading="89.99999999999864" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="155,0,182,1" 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="488" y="24.33333333333337"><block s="clear"></block></script><script x="425" y="122.00000000000003"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="32" y="82.00000000000003"><block s="setColor"><color>155,0,182,1</color></block><custom-block s="polygon, number of sides: %s side length: %s"><l>20</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></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon, number of sides: %&apos;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="down"></block><block s="doRepeat"><block var="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="sides"/></block></block></script></block><block s="up"></block></script></block-definition><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="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="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></blocks><variables><variable name="polygon points"><list id="131"><item><list struct="atomic" id="132">-35.41551738793396,35.59718922392332</list></item><item><list struct="atomic" id="133">-5.41551738793396,35.59718922392332</list></item><item><list struct="atomic" id="134">23.116178100920934,26.326679392675572</list></item><item><list struct="atomic" id="135">47.38668793216971,8.693121823901947</list></item><item><list struct="atomic" id="136">65.02024550094438,-15.577388007346059</list></item><item><list struct="atomic" id="137">74.29075533219338,-44.10908349620041</list></item><item><list struct="atomic" id="138">74.29075533219407,-74.10908349620041</list></item><item><list struct="atomic" id="139">65.02024550094643,-102.64077898505525</list></item><item><list struct="atomic" id="140">47.38668793217289,-126.91128881630408</list></item><item><list struct="atomic" id="141">23.1161781009248,-144.54484638507887</list></item><item><list struct="atomic" id="142">-5.41551738792964,-153.81535621632798</list></item><item><list struct="atomic" id="143">-35.41551738792964,-153.81535621632798</list></item><item><list struct="atomic" id="144">-63.94721287678442,-144.54484638508023</list></item><item><list struct="atomic" id="145">-88.2177227080333,-126.91128881630664</list></item><item><list struct="atomic" id="146">-105.8512802768081,-102.64077898505866</list></item><item><list struct="atomic" id="147">-115.12179010805721,-74.10908349620428</list></item><item><list struct="atomic" id="148">-115.1217901080579,-44.10908349620428</list></item><item><list struct="atomic" id="149">-105.85128027681014,-15.577388007349441</list></item><item><list struct="atomic" id="150">-88.21772270803649,8.69312182389939</list></item><item><list struct="atomic" id="151">-63.94721287678851,26.32667939267418</list></item></list></variable><variable name="starting point"><ref id="151"></ref></variable></variables></project><media name="Unit 2 Lab 2 Mandalaaaaa" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>