<snapdata remixID="12099052"><project name="U2L2 Capturing Points Starter" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L2 Capturing Points Starter"><notes></notes><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="Draw shape %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><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="dek" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-50</l><l>20</l></block><block s="down"></block><block s="doForEach"><l>item</l><block var="A"/><script><custom-block s="Draw shape %l"><block var="item"/></custom-block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="139"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="140"><item><ref mediaID="Stage_cst_US_Real_Household_Median_Income_thru_2014"></ref></item><item><ref mediaID="Stage_cst_E"></ref></item></list></costumes><sounds><list struct="atomic" id="141"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><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="2" y="9.00000399999999" color="243,118,29" extX="80" extY="70"/><sprite name="Sprite" idx="1" x="-37" y="68" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="149"><costumes><list struct="atomic" id="150"></list></costumes><sounds><list struct="atomic" id="151"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><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><block s="up"></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="29" y="169.33333333333331"><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="reportMouseX"></block><block s="reportMouseY"></block></custom-block><block var="point list"/></block></script><script x="29.666666666666657" y="282.33333333333326"><block s="clear"></block><block s="down"></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="point list"/><script><custom-block s="Draw shape %l"><block var="item"/></custom-block></script></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="point list"><list id="192"><item><list struct="atomic" id="193">-40,70</list></item><item><list struct="atomic" id="194">38,69</list></item><item><list struct="atomic" id="195">33,45</list></item><item><list struct="atomic" id="196">-13,45</list></item><item><list struct="atomic" id="197">-13,18</list></item><item><list struct="atomic" id="198">35,18</list></item><item><list struct="atomic" id="199">34,-9</list></item><item><list struct="atomic" id="200">-14,-8</list></item><item><list struct="atomic" id="201">-15,-43</list></item><item><list struct="atomic" id="202">37,-46</list></item><item><list struct="atomic" id="203">35,-72</list></item><item><list struct="atomic" id="204">-38,-66</list></item><item><list struct="atomic" id="205">-37,68</list></item></list></variable></variables></scene></scenes></project><media name="U2L2 Capturing Points Starter" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="US_Real_Household_Median_Income_thru_2014" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_US_Real_Household_Median_Income_thru_2014"/><costume name="E" center-x="61" center-y="89.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHoAAACzCAYAAABGvgiYAAAAAXNSR0IArs4c6QAABDRJREFUeF7t3cttG0EQhGEK4JmpCLoQzIXhKgXlQwMOgGg0+lHF+X2e6a6tz2ufVvp6vV6vC38+voEvoD/e+P8DAn2GM9CHOAMN9CkNHPKc/B8N9CENHPKYvNFAH9LAIY/JGw30IQ0c8pi80UAf0sAhj8kbDXSugb+/v8vv72/u8sG3brfb5fl8tjVQ/kYDnbMCOteb3S2g7chygYHO9WZ3C2g7slxgoHO92d0C2o4sFxjoXG92t4C2I8sFBjrXm90toO3IcoGBzvVmdwtoO7JcYKBzvdndAtqOLBcY6FxvdreAtiPLBQY615vdLaDtyHKBgc71ZncLaDuyXGCgc73Z3QLajiwXGOhcb3a3gLYjywUG+k1v39/fl/v9nmtW8Nb1em1LZf2lxs/Pz+XxeLSV80mDgf4kzTfPAjTQuQYmP7Ljn+64EW90vCvrk0Bb88XDAx3vyvok0NZ88fBAx7uyPgm0NV88PNDxrqxPAm3NFw8PdLwr65NAW/PFwwMd78r6JNDWfPHwQMe7sj4JtDVfPDzQ8a6sTwJtzRcPD3S8K+uTQFvzxcMDHe/K+iTQ1nzx8EDHu7I+CbQ1Xzy8NXT8MfVP8u2VvlFJQqBLatQfArS+UUlCoEtq1B8CtL5RSUKgS2rUHwK0vlFJQqBLatQfArS+UUlCoEtq1B8CtL5RSUKgS2rUHwK0vlFJQqBLatQfArS+UUlCoEtq1B8CtL5RSUKgS2rUHwK0vlFJQqBLatQfArS+UUlCoEtq1B8CtL5RSUKgS2rUHwK0vlFJQqDf1MgvT4n/HbP+JIefwA90vIFDTvJGA51rgF+ekuut+xZvdHfDIvOBFoHojgF0d8Mi84EWgeiOAXR3wyLzgRaB6I4BdHfDIvOBFoHojgF0d8Mi84EWgeiOAXR3wyLzgRaB6I4BdHfDIvOBFoHojgF0d8Mi84EWgeiOAXR3wyLzgRaB6I4BdHfDIvOBFoHojgF0d8Mi84EWgeiOAXR3wyLzgRaB6I4BdHfDIvOBFoHojgF0d8Mi84EWgeiOAXR3wyLzgRaB6I4BdHfDIvOBFoHojgF0d8Mi84EWgeiOYQ3dXc7kfH7O2GTbi7uAXix/cjXQk20v7gJ6sfzJ1UBPtr24C+jF8idXAz3Z9uIuoBfLn1wN9GTbi7uAXix/cjXQk20v7gJ6sfzJ1UBPtr24C+jF8idXAz3Z9uIuoBfLn1wN9GTbi7uAXix/cjXQk20v7gJ6sfzJ1UBPtr24C+jF8idXAz3Z9uIuoBfLn1wN9GTbi7vsoBe7YvWbBso/yaFtzQaA1nQpTwV0eaWaA4HWdClPBXR5pZoDgdZ0KU8FdHmlmgOB1nQpTwV0eaWaA4HWdClPBXR5pZoDgdZ0KU8FdHmlmgOB1nQpTwV0eaWaA4HWdClPBXR5pZoDgdZ0KU8FdHmlmgP/Aa38KkKe2ZdRAAAAAElFTkSuQmCC" mediaID="Stage_cst_E"/></media></snapdata>