<snapdata remixID="9145445"><project name="U2L2 P4" app="Snap! 5.4, 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" penlog="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><sprite name="Sprite" idx="1" x="-343.7980162727579" y="-1063.8587968893203" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Costume" center-x="8.456232320977762" center-y="893.9493215279343" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="168" y="528"><block s="gotoXY"><custom-block s="x coordinate of %n"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></custom-block><custom-block s="y coordinate of %n"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></custom-block></block></script><script x="56" y="574"><block s="gotoXY"><custom-block s="x coordinate of %n"><block s="reportListItem"><l>3</l><block var="polygon points"/></block></custom-block><custom-block s="y coordinate of %n"><block s="reportListItem"><l>3</l><block var="polygon points"/></block></custom-block></block><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></custom-block><custom-block s="y coordinate of %n"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block s="reportListItem"><l>4</l><block var="polygon points"/></block></custom-block><custom-block s="y coordinate of %n"><block s="reportListItem"><l>4</l><block var="polygon points"/></block></custom-block></block><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></custom-block><custom-block s="y coordinate of %n"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block s="reportListItem"><l>5</l><block var="polygon points"/></block></custom-block><custom-block s="y coordinate of %n"><block s="reportListItem"><l>5</l><block var="polygon points"/></block></custom-block></block><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></custom-block><custom-block s="y coordinate of %n"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></custom-block></block></script><script x="386.000002" y="109.000002"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></script><script x="484" y="49"><block s="clear"></block></script><script x="14" y="10"><custom-block s="polygon, sides: %n side length: %n"><l>1</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 %n"><block var="starting point"/></custom-block><custom-block s="y coordinate of %n"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="item"/></custom-block><custom-block s="y coordinate of %n"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="starting point"/></custom-block><custom-block s="y coordinate of %n"><block var="starting point"/></custom-block></block></script></block></script></scripts></sprite><watcher var="polygon points" style="normal" x="10" y="9.999999999999986" color="243,118,29" extX="129" extY="137"/><sprite name="Sprite(2)" idx="2" x="-47.38305675217748" y="-304.71279643284583" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="95.36999999999989,0,216.75,1" pen="tip" id="162"><costumes><list struct="atomic" id="163"></list></costumes><sounds><list struct="atomic" id="164"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><custom-block s="polygon, sides: %n side length: %n"><l>10</l><l>80</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 %n"><block var="starting point"/></custom-block><custom-block s="y coordinate of %n"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="item"/></custom-block><custom-block s="y coordinate of %n"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="starting point"/></custom-block><custom-block s="y coordinate of %n"><block var="starting point"/></custom-block></block></script></block></script><script x="345" y="59"><block s="clear"></block></script></scripts></sprite><watcher var="starting point" style="normal" x="17.03967924572669" y="186.9707765118052" color="243,118,29" extX="80" extY="70"/><sprite name="Sprite(3)" idx="3" x="98.2786404500041" y="-84.02282018339787" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,133.82399999999998,163.20000000000002,1" pen="tip" id="216"><costumes><list struct="atomic" id="217"></list></costumes><sounds><list struct="atomic" id="218"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><custom-block s="polygon, sides: %n side length: %n"><l>10</l><l>80</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 %n"><block var="starting point"/></custom-block><custom-block s="y coordinate of %n"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="item"/></custom-block><custom-block s="y coordinate of %n"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="starting point"/></custom-block><custom-block s="y coordinate of %n"><block var="starting point"/></custom-block></block></script></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="177" y="86" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="252.45,15.147000000000013,0,1" pen="tip" id="268"><costumes><list struct="atomic" id="269"></list></costumes><sounds><list struct="atomic" id="270"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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><block-definition s="x coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></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="%n"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</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></blocks><variables><variable name="polygon points"><list id="328"><item><list struct="atomic" id="329">163,-37</list></item><item><list struct="atomic" id="330">243,-37</list></item><item><list struct="atomic" id="331">307.7213595499959,-84.02282018339787</list></item><item><list struct="atomic" id="332">332.4427190999918,-160.10734148701016</list></item><item><list struct="atomic" id="333">307.7213595499959,-236.19186279062245</list></item><item><list struct="atomic" id="334">243,-283.2146829740203</list></item><item><list struct="atomic" id="335">163,-283.2146829740203</list></item><item><list struct="atomic" id="336">98.2786404500041,-236.19186279062245</list></item><item><list struct="atomic" id="337">73.55728090000821,-160.10734148701016</list></item><item><list struct="atomic" id="338">98.2786404500041,-84.02282018339787</list></item></list></variable><variable name="starting point"><ref id="338"></ref></variable></variables></project><media name="U2L2 P4" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>