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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="-39" y="69" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80,1" 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="725.9999999999998" y="46.999999"><block s="doSetVar"><l>point list</l><block s="reportNewList"><list><custom-block s="point %n %n"><block s="reportMouseX"></block><block s="reportMouseY"></block></custom-block><l></l></list></block><comment w="90" collapsed="false">this sets the point last and defines the variable</comment></block></script><comment x="354" y="10" w="90" collapsed="false">Regan And Lila  </comment><comment x="397" y="159" w="183" collapsed="false">STEP BY STEP INSTRUCTIONS&#xD;1. press space bar to being collected points&#xD;2. press q to place the sprites were you want the points to be collected&#xD;3. press d to stop collecting points and draw the shape</comment><script x="80.99999999999989" y="484.3333323333334"><block s="receiveKey"><l><option>d</option></l></block><block s="setSize"><l>10</l></block><custom-block s="Draw shape %l"><block var="point list"/><comment w="90" collapsed="false">when d is pressed it stops collecting points and begins to draw the shape.</comment></custom-block><block s="hide"></block></script><script x="48.999999999999886" y="306.3333323333333"><block s="receiveCondition"><block s="reportKeyPressed"><l><option>q</option></l></block></block><block s="doStamp"></block><block s="doAddToList"><custom-block s="point %n %n"><block s="reportMouseX"></block><block s="reportMouseY"></block></custom-block><block var="point list"/><comment w="90" collapsed="false">when you press the q key it stamps the sprite where the mouse is and collects the point.</comment></block></script><script x="13.999999999999886" y="32.999999"><block s="receiveKey"><l><option>space</option></l></block><block s="doSetVar"><l>point list</l><block s="reportNewList"><list><custom-block s="point %n %n"><block s="reportMouseX"></block><block s="reportMouseY"></block></custom-block></list></block><comment w="90" collapsed="false">this collects the points as you stamp the different sprites.</comment></block><block s="clear"></block><block s="up"></block><block s="doUntil"><block s="reportKeyPressed"><l><option>d</option></l></block><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script><comment w="90" collapsed="false">this stops the collection of points and when paired with the other &quot;when d is pressed block&quot; begins the drawing of the letter</comment></block></script></scripts></sprite><watcher var="point list" style="normal" x="10" y="10" color="243,118,29" extX="134" extY="150" 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 %&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="Go to point %&apos;point:&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></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="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 %&apos;x&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="x"/></block></block></script></block-definition><block-definition s="y coordinate of %&apos;y&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="y"/></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="clear"></block><block s="up"></block><custom-block s="Go to point %s"><block s="reportListItem"><l>1</l><block var="point list"/></block></custom-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="Go to point %l"><block var="item"/></custom-block></script></custom-block></script></block-definition></blocks><variables><variable name="point list"><list id="226"><item><list struct="atomic" id="227">-404,-70</list></item><item><list struct="atomic" id="228">-41,70</list></item><item><list struct="atomic" id="229">-41,70</list></item><item><list struct="atomic" id="230">-41,70</list></item><item><list struct="atomic" id="231">-41,70</list></item><item><list struct="atomic" id="232">-41,70</list></item><item><list struct="atomic" id="233">-41,70</list></item><item><list struct="atomic" id="234">-41,70</list></item><item><list struct="atomic" id="235">-38,-68</list></item><item><list struct="atomic" id="236">-38,-68</list></item><item><list struct="atomic" id="237">-38,-68</list></item><item><list struct="atomic" id="238">-38,-68</list></item><item><list struct="atomic" id="239">-38,-68</list></item><item><list struct="atomic" id="240">-38,-68</list></item><item><list struct="atomic" id="241">-38,-68</list></item><item><list struct="atomic" id="242">36,-73</list></item><item><list struct="atomic" id="243">36,-73</list></item><item><list struct="atomic" id="244">36,-73</list></item><item><list struct="atomic" id="245">36,-73</list></item><item><list struct="atomic" id="246">36,-73</list></item><item><list struct="atomic" id="247">34,-48</list></item><item><list struct="atomic" id="248">34,-48</list></item><item><list struct="atomic" id="249">34,-48</list></item><item><list struct="atomic" id="250">34,-48</list></item><item><list struct="atomic" id="251">34,-48</list></item><item><list struct="atomic" id="252">-12,-49</list></item><item><list struct="atomic" id="253">-12,-49</list></item><item><list struct="atomic" id="254">-12,-49</list></item><item><list struct="atomic" id="255">-12,-49</list></item><item><list struct="atomic" id="256">-12,-49</list></item><item><list struct="atomic" id="257">-15,-6</list></item><item><list struct="atomic" id="258">-15,-6</list></item><item><list struct="atomic" id="259">-15,-6</list></item><item><list struct="atomic" id="260">-15,-6</list></item><item><list struct="atomic" id="261">-15,-6</list></item><item><list struct="atomic" id="262">-15,-6</list></item><item><list struct="atomic" id="263">35,-3</list></item><item><list struct="atomic" id="264">35,-3</list></item><item><list struct="atomic" 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struct="atomic" id="283">-16,46</list></item><item><list struct="atomic" id="284">-16,46</list></item><item><list struct="atomic" id="285">-15,46</list></item><item><list struct="atomic" id="286">32,46</list></item><item><list struct="atomic" id="287">32,46</list></item><item><list struct="atomic" id="288">32,46</list></item><item><list struct="atomic" id="289">32,46</list></item><item><list struct="atomic" id="290">32,47</list></item><item><list struct="atomic" id="291">32,47</list></item><item><list struct="atomic" id="292">32,47</list></item><item><list struct="atomic" id="293">34,71</list></item><item><list struct="atomic" id="294">34,71</list></item><item><list struct="atomic" id="295">34,71</list></item><item><list struct="atomic" id="296">34,71</list></item><item><list struct="atomic" id="297">34,71</list></item><item><list struct="atomic" id="298">34,71</list></item><item><list struct="atomic" id="299">-39,69</list></item><item><list struct="atomic" id="300">-39,69</list></item><item><list struct="atomic" id="301">-39,69</list></item><item><list struct="atomic" id="302">-39,69</list></item></list></variable></variables></project><media name="U2L2-Capturing-PointsLilaandRegan" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>