<snapdata remixID="11055851"><project name="U2L2 Capturing Points Starter" 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="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" scheduled="false" 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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="XY Grid" center-x="240" center-y="180" 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" id="5"/></item></list></costumes><sounds><list struct="atomic" id="6"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="35.47826086956569" y="70.95652173913044" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33.33333333333337" y="61.333333333333286"><block s="clear"></block><block s="doUntil"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="up"></block><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="20.333333333333343" y="193.66666666666654"><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="28" y="320.33333333333337"><block s="doForEach"><l>item</l><block var="point list"/><script><custom-block s="Draw Shape %l"><block var="item"/></custom-block><block s="down"></block></script></block><block s="up"></block></script><script x="422.33333333333337" y="528.9999999999999"><block s="doForever"><script></script></block></script><script x="151.87727864583337" y="591.3333333333331"><custom-block s="point %n %n"><l>36</l><l>74</l></custom-block></script><script x="273.87727864583337" y="616.3333333333331"><custom-block s="point %n %n"><l>-35</l><l>60</l></custom-block></script><script x="332.87727864583337" y="587.3333333333331"><custom-block s="point %n %n"><l></l><l></l></custom-block></script><script x="62.33333333333337" y="467.33333333333314"><block s="doSetVar"><l>E</l><block s="reportNewList"><list></list></block><comment w="214.66666666666666" collapsed="true">Step 1: Initialize to an appropriate value.</comment></block></script><script x="43" y="511.33333333333337"><block s="doSetVar"><l>point list</l><block s="reportNewList"><list></list></block></block></script></scripts></sprite><watcher var="E" style="normal" x="-0.4166666666665151" y="173.95833908333327" color="243,118,29" extX="80" extY="70.00000000000003"/><watcher scope="Stage" s="reportMouseY" style="normal" x="-1.416666666666515" y="152.8333371666665" color="4,148,220"/><watcher scope="Stage" s="reportMouseX" style="normal" x="-2.416666666666515" y="131.70833524999995" color="4,148,220"/><watcher var="point list" style="normal" x="1" y="-5.958333333333346" color="243,118,29" extX="80" extY="70"/></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 %&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="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"><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="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><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="space key" type="predicate" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables><variable name="point list"><list id="211"><item><list struct="atomic" id="212">36.52173913043478,73.04347826086956</list></item><item><list struct="atomic" id="213">-37.565217391304344,73.04347826086956</list></item><item><list struct="atomic" id="214">-38.608695652173914,-73.04347826086956</list></item><item><list struct="atomic" id="215">37.565217391304344,-73.04347826086956</list></item><item><list struct="atomic" id="216">37.565217391304344,-48</list></item><item><list struct="atomic" id="217">-11.478260869565217,-46.95652173913043</list></item><item><list struct="atomic" id="218">-12.521739130434781,-6.260869565217391</list></item><item><list struct="atomic" id="219">37.565217391304344,-6.260869565217391</list></item><item><list struct="atomic" id="220">36.52173913043478,24</list></item><item><list struct="atomic" id="221">-13.565217391304348,25.043478260869563</list></item><item><list struct="atomic" id="222">-11.478260869565217,52.17391304347826</list></item><item><list struct="atomic" id="223">34.43478260869565,52.17391304347826</list></item><item><list struct="atomic" id="224">35.47826086956522,70.95652173913044</list></item></list></variable><variable name="E"><list struct="atomic" id="225"></list></variable></variables></project><media name="U2L2 Capturing Points Starter" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>