<snapdata remixID="9040103"><project name="U2L2-Capturing-Points" 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="3" 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" 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id="2"><item><costume name="US_Real_Household_Median_Income_thru_2014" center-x="240" center-y="180" 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" id="3"/></item><item><costume name="E" center-x="61" center-y="89.5" 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id="4"/></item><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="5"/></item></list></costumes><sounds><list struct="atomic" id="6"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="point list" style="normal" x="9" y="9" color="243,118,29" extX="80" extY="70" hidden="true"/><sprite name="Sprite" idx="1" x="178" y="38" heading="0" scale="0.21" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="255,182.37341772151896,0,1" pen="tip" id="12"><costumes><list id="13"><item><costume name="star3 a" center-x="53.5" center-y="54" image="data:image/svg+xml;base64,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" id="14"/></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27" y="399"><block s="receiveKey"><l><option>2</option></l></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,210,97,1</color></block><block s="doGotoObject"><block s="reportListItem"><l>1</l><block var="point list"/></block></block><custom-block s="draw shape %l"><block var="point list"/></custom-block><block s="doGotoObject"><block s="reportListItem"><l><option>last</option></l><block var="point list"/></block></block></script><script x="30" y="118"><block s="receiveGo"></block><block s="up"></block><block s="doSayFor"><l>in the beginning of your drawing clear your list by pressing the 0 button. then click the green flag in order to start your pattern. make sure you click space if you want to start a new shape or when you finish. after click 1 to stamp your point. lastly click the 2 button to draw your shape! :)</l><l>5</l></block><block s="doUntil"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doGotoObject"><l><option>mouse-pointer</option></l><comment w="142" collapsed="true">Step 2: Follow the mouse.</comment></block></script></block></script><script x="34" y="10"><block s="receiveKey"><l><option>0</option></l></block><block s="doSetVar"><l>point list</l><l>0</l></block><block s="doSetVar"><l>point list</l><block s="reportNewList"><list></list></block><comment w="214.66666666666666" collapsed="true">Step 1: Initialize to an appropriate value.</comment></block><block s="clear"></block></script><script x="29" y="294"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doStamp"><comment w="204.66666666666666" collapsed="true">Step 3: Mark point and add to the list.</comment></block><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="point list"/></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="doGlide"><l>.25</l><block s="reportListItem"><l>1</l><block var="point"/></block><block s="reportListItem"><l>2</l><block var="point"/></block></block></script></block-definition><block-definition s="draw shape %&apos;shape&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="down"></block><block s="doForEach"><l>item</l><block var="shape"/><script><block s="changePenHSVA"><l><option>saturation</option></l><l>25</l></block><custom-block s="go to point %l"><block var="item"/></custom-block></script></block><block s="up"></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="x coordinate of point %&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 point %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block 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