<snapdata remixID="9075451"><project name="U2L2-CapturingPoints" app="Snap! 5.4, http://snap.berkeley.edu" 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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="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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" image="data:image/png;base64,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" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-40" y="75.00000000000006" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,71,219,1" 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="20" y="20"><block s="clear"></block><block s="gotoXY"><l>-40</l><l>75</l></block><block s="up"></block><block s="doForever"><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="20" y="144"><block s="down"></block><custom-block s="draw shape %l"><block var="point list"/></custom-block></script><script x="20" y="202"><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><script x="1124" y="151"><block s="clear"></block></script><script x="702" y="112"><custom-block s="mandala; sides: %s side length: %s"><l>20</l><l>40</l></custom-block></script><script x="703" y="186"><custom-block s="mandala 2; sides: %s side length: %s"><l>10</l><l>50</l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher var="point list" style="normal" x="-6" y="16.00000399999999" color="243,118,29" hidden="true"/></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 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="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>1</l><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="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><option>last</option></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="draw shape %&apos;shape&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="doForEach"><l>item</l><block var="shape"/><script><custom-block s="go to point %l"><block var="item"/></custom-block><block s="down"></block></script></block></script><scripts><script x="511.000002" y="42.83333633333331"><block s="reportNewList"><list><l>-50</l><l>20</l></list></block></script><script x="621.000002" y="46.83333633333331"><block s="reportNewList"><list><l>-10</l><l>120</l></list></block></script><script x="718.000002" y="46.83333633333331"><block s="reportNewList"><list><l>10</l><l>120</l></list></block></script><script x="830.000002" y="45.83333633333331"><block s="reportNewList"><list><l>50</l><l>20</l></list></block></script><script x="527.000002" y="81.8333363333333"><block s="reportNewList"><list><l>30</l><l>20</l></list></block></script><script x="633.000002" y="85.8333363333333"><block s="reportNewList"><list><l>20</l><l>50</l></list></block></script><script x="736.000002" y="86.8333363333333"><block s="reportNewList"><list><l>-20</l><l></l></list></block></script><script x="838.000002" y="85.8333363333333"><block s="reportNewList"><list><l>-30</l><l>20</l></list></block></script><script x="525.000002" y="119.8333363333333"><block s="reportNewList"><list><l>-50</l><l>20</l></list></block></script><script x="628.000002" y="123.8333363333333"><block s="reportNewList"><list><l>0</l><l>110</l></list></block></script><script x="717.000002" y="132.8333363333333"><block s="reportNewList"><list><l>-15</l><l>68</l></list></block></script><script x="830.000002" y="133.8333363333333"><block s="reportNewList"><list><l>15</l><l>68</l></list></block></script><script x="926.000002" y="136.8333363333333"><block s="reportNewList"><list><l>0</l><l>110</l></list></block></script><script x="398" y="253.99999999999994"><block s="up"></block><block s="gotoXY"><l>20</l><l>60</l></block><block s="floodFill"></block><block s="up"></block><block s="setSize"><l>3</l></block><block s="doForEach"><l>item</l><block var="A"/><script><custom-block s="go to point %l"><block var="item"/></custom-block><block s="down"></block></script></block></script></scripts></block-definition><block-definition s="draw message %&apos;word list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="clear"></block><block s="doForEach"><l>item</l><block var="word list"/><script><custom-block s="draw shape %l"><block var="item"/></custom-block></script></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="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="polygon, sides: %&apos;number of sides&apos; side length %&apos;side 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="down"></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="side length"/></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><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="mandala; sides: %&apos;how many sides&apos; side length: %&apos;side 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="setSize"><l>1</l></block><block s="setColor"><color>0,71,219,1</color></block><block s="doSetVar"><l>point list</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-40</l><l>75</l></custom-block></list></block><comment w="214.66666666666666" collapsed="true">Step 1: Initialize to an appropriate value.</comment></block><block s="gotoXY"><l>-40</l><l>75</l></block><block s="setHeading"><l>90</l></block><custom-block s="polygon, sides: %s side length %s"><block var="how many sides"/><block var="side length"/></custom-block><block s="doForEach"><l>item</l><block var="point list"/><script><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="doFor"><l>i</l><l>1</l><block var="how many sides"/><script><block s="gotoXY"><custom-block s="x coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block><custom-block s="y coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block></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></script></block></script></block><block s="up"></block></script></block-definition><block-definition s="mandala 2; 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="setSize"><l>1</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="doSetVar"><l>point list</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-40</l><l>75</l></custom-block></list></block><comment w="214.66666666666666" collapsed="true">Step 1: Initialize to an appropriate value.</comment></block><block s="gotoXY"><l>-40</l><l>75</l></block><block s="setHeading"><l>90</l></block><custom-block s="polygon, sides: %s side length %s"><block var="sides"/><block var="length"/></custom-block><block s="doForEach"><l>item</l><block var="point list"/><script><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="doFor"><l>i</l><l>1</l><block var="sides"/><script><block s="gotoXY"><custom-block s="x coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block><custom-block s="y coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block></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></script></block></script></block><block s="doFor"><l>i</l><l>1</l><block var="sides"/><script><block s="gotoXY"><custom-block s="x coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block><custom-block s="y coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><custom-block s="polygon, sides: %s side length %s"><block var="sides"/><block s="reportQuotient"><block var="length"/><l>2</l></block></custom-block></script></block><block s="doFor"><l>i</l><l>1</l><block var="sides"/><script><block s="gotoXY"><custom-block s="x coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block><custom-block s="y coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><custom-block s="polygon, sides: %s side length %s"><block var="sides"/><block s="reportQuotient"><block var="length"/><l>4</l></block></custom-block><block s="doFor"><l>i</l><l>1</l><block var="sides"/><script><block s="gotoXY"><custom-block s="x coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block><custom-block s="y coordinate of %l"><block s="reportListItem"><block var="i"/><block var="point list"/></block></custom-block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><custom-block s="polygon, sides: %s side length %s"><block var="sides"/><block s="reportQuotient"><block var="length"/><l>4</l></block></custom-block></script></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="point list"><list id="525"><item><list struct="atomic" id="526">-40,75</list></item><item><list struct="atomic" id="527">0,75</list></item><item><list struct="atomic" id="528">38.042260651806146,62.63932022500211</list></item><item><list struct="atomic" id="529">70.40294042680398,39.127910133303175</list></item><item><list struct="atomic" id="530">93.91435051850294,6.767230358305284</list></item><item><list struct="atomic" id="531">106.27503029350078,-31.275030293500862</list></item><item><list struct="atomic" id="532">106.27503029350078,-71.27503029350083</list></item><item><list struct="atomic" id="533">93.91435051850294,-109.31729094530698</list></item><item><list struct="atomic" id="534">70.40294042680398,-141.67797072030487</list></item><item><list struct="atomic" id="535">38.042260651806146,-165.18938081200378</list></item><item><list struct="atomic" id="536">0,-177.55006058700167</list></item><item><list struct="atomic" id="537">-40,-177.55006058700167</list></item><item><list struct="atomic" id="538">-78.04226065180615,-165.18938081200378</list></item><item><list struct="atomic" id="539">-110.40294042680398,-141.67797072030487</list></item><item><list struct="atomic" id="540">-133.91435051850294,-109.31729094530698</list></item><item><list struct="atomic" id="541">-146.27503029350078,-71.27503029350083</list></item><item><list struct="atomic" id="542">-146.27503029350078,-31.275030293500834</list></item><item><list struct="atomic" id="543">-133.91435051850294,6.767230358305312</list></item><item><list struct="atomic" id="544">-110.40294042680398,39.1279101333032</list></item><item><list struct="atomic" id="545">-78.04226065180615,62.63932022500211</list></item><item><list struct="atomic" id="546">-40,75</list></item></list></variable></variables></project><media name="U2L2-CapturingPoints" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>