<snapdata remixID="8968347"><project name="U3L5-OptionalProject" 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="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="4"/></item><item><costume name="Untitled(2)" 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><sprite name="Sprite" idx="1" x="150" y="150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="56,255,242.0800000000003,1" 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="20" y="20"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block><block s="up"></block><block s="doSetVar"><l>delay</l><l>0.001</l></block><block s="setColor"><color>0,16,250,1</color></block><custom-block s="Draw quarter slanted astrid, x sign: %n y sign: %n"><l>.75</l><l>.1</l></custom-block><custom-block s="Draw quarter slanted astrid, x sign: %n y sign: %n"><l>.75</l><l>.75</l></custom-block><custom-block s="Draw quarter slanted astrid, x sign: %n y sign: %n"><l>-.5</l><l>-.5</l></custom-block><custom-block s="Draw quarter slanted astrid, x sign: %n y sign: %n"><l>-.75</l><l>-.1</l></custom-block><custom-block s="Draw quarter slanted astrid, x sign: %n y sign: %n"><l>-.75</l><l>-.75</l></custom-block><custom-block s="Draw quarter slanted astrid, x sign: %n y sign: %n"><l>.5</l><l>.5</l></custom-block><block s="setColor"><color>255,194,158,1</color></block><block s="doFor"><l>i</l><l>0</l><l>20</l><script><block s="gotoXY"><l>200</l><block s="reportDifference"><l>175</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>10</l><block var="i"/></block><l>175</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block><block s="doFor"><l>i</l><l>0</l><l>20</l><script><block s="gotoXY"><l>200</l><block s="reportDifference"><l>-175</l><block s="reportProduct"><l>-10</l><block var="i"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>10</l><block var="i"/></block><l>-175</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block><block s="setColor"><color>0,224,22,1</color></block><custom-block s="2 Draw quarter slanted astrid, x sign: %n y sign: %n"><l>-.5</l><l>.5</l></custom-block><block s="setColor"><color>229,0,138,1</color></block><block s="doFor"><l>i</l><l>0</l><l>20</l><script><block s="gotoXY"><l>-200</l><block s="reportDifference"><l>175</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-10</l><block var="i"/></block><l>175</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block><block s="doFor"><l>i</l><l>0</l><l>20</l><script><block s="gotoXY"><l>-200</l><block s="reportDifference"><l>-175</l><block s="reportProduct"><l>-10</l><block var="i"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-10</l><block var="i"/></block><l>-175</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block><block s="setColor"><color>59,56,255,1</color></block><custom-block s="2 Draw quarter slanted astrid, x sign: %n y sign: %n"><l>.5</l><l>-.5</l></custom-block><block s="up"></block><block s="gotoXY"><l>-200</l><l>200</l></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>-100</l><block s="reportDifference"><l>-150</l><block s="reportProduct"><l>-10</l><block var="i"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-10</l><block var="i"/></block><l>-150</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>7</l></block></script></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>-100</l><block s="reportDifference"><l>150</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>-10</l><block var="i"/></block><l>150</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>4</l></block></script></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>100</l><block s="reportDifference"><l>-150</l><block s="reportProduct"><l>-10</l><block var="i"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>10</l><block var="i"/></block><l>-150</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>8</l></block></script></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>100</l><block s="reportDifference"><l>150</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>10</l><block var="i"/></block><l>150</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block></script><script x="20" y="1810"><block s="clear"></block></script><script x="20" y="1846"><block s="receiveKey"><l><option>s</option></l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="20" y="1920"><block s="down"></block><block s="gotoXY"><l>200</l><l>-200</l></block></script><script x="20" y="1977"><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>150</l><block s="reportDifference"><l>150</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><l>10</l><block var="i"/></block><l>150</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>4</l></block></script></block></script></scripts></sprite><watcher var="delay" style="normal" x="16.7777777777776" y="16.77777777777777" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Quad I" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doGlide"><l>1</l><l>0</l><l>150</l></block><block s="doGlide"><l>1</l><l>10</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>140</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>20</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>130</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>30</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>120</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>40</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>110</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>50</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>100</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>60</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>90</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>70</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>80</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>80</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>70</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>90</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>60</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>100</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>50</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>110</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>40</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>120</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>30</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>130</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>20</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>140</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>10</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>150</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block></script></block-definition><block-definition s="Grand Cross" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>0</l><l>150</l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="doGlide"><l>1</l><l>150</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>0</l><l>-150</l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="doGlide"><l>1</l><l>-150</l><l>0</l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block></script></block-definition><block-definition s="Quad II" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doGlide"><l>1</l><l>0</l><l>150</l></block><block s="doGlide"><l>1</l><l>-10</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>140</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-20</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>130</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-30</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>120</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-40</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>110</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-50</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>100</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-60</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>90</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-70</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>80</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-80</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>70</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-90</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>60</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-100</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>50</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-110</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>40</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-120</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>30</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-130</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>20</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-140</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>10</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-150</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block></script></block-definition><block-definition s="Quad III" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doGlide"><l>1</l><l>0</l><l>-150</l></block><block s="doGlide"><l>1</l><l>-10</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-140</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-20</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-130</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-30</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-120</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-40</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-110</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-50</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-100</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-60</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-90</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-70</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-80</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-80</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-70</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-90</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-60</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-100</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-50</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-110</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-40</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-120</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-30</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-130</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-20</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-140</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-10</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-150</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block></script></block-definition><block-definition s="Quad IV" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doGlide"><l>1</l><l>0</l><l>-150</l></block><block s="doGlide"><l>1</l><l>10</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-140</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>20</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-130</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>30</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-120</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>40</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-110</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>50</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-100</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>60</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-90</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>70</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-80</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>80</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-70</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>90</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-60</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>100</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-50</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>110</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-40</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>120</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-30</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>130</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-20</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>140</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>-10</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>150</l><l>0</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block></script></block-definition><block-definition s="Border" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doGlide"><l>1</l><l>-150</l><l>0</l></block><block s="doGlide"><l>1</l><l>-150</l><l>150</l></block><block s="doGlide"><l>1</l><l>0</l><l>150</l></block><block s="doGlide"><l>1</l><l>150</l><l>150</l></block><block s="doGlide"><l>1</l><l>150</l><l>0</l></block><block s="doGlide"><l>1</l><l>150</l><l>-150</l></block><block s="doGlide"><l>1</l><l>0</l><l>-150</l></block><block s="doGlide"><l>1</l><l>-150</l><l>-150</l></block><block s="doGlide"><l>1</l><l>-150</l><l>0</l></block></script></block-definition><block-definition s="draw quarter curve, x sign: %&apos;x sign&apos; y sign : %&apos;y sign&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block s="reportProduct"><block var="y sign"/><block s="reportDifference"><l>150</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block s="reportProduct"><l>10</l><block var="x sign"/></block><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block></script></block-definition><block-definition s="Draw quarter slanted astrid, x sign: %&apos;x sign&apos; y sign: %&apos;y sign&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>root 2 over 2</l></list></block><block s="doSetVar"><l>root 2 over 2</l><block s="reportQuotient"><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block><l>2</l></block></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="gotoXY"><block s="reportProduct"><block var="x sign"/><block s="reportProduct"><block s="reportSum"><l>-150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><block var="root 2 over 2"/></block></block><block s="reportProduct"><block var="x sign"/><block s="reportProduct"><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><block var="root 2 over 2"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block var="y sign"/><block s="reportProduct"><block s="reportProduct"><l>10</l><block var="root 2 over 2"/></block><block var="i"/></block></block><block s="reportProduct"><block var="y sign"/><block s="reportProduct"><block s="reportProduct"><l>10</l><block var="root 2 over 2"/></block><block var="i"/></block></block></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script></block-definition><block-definition s="2 Draw quarter slanted astrid, x sign: %&apos;x sign&apos; y sign: %&apos;y sign&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>root 2 over 2</l></list></block><block s="doSetVar"><l>root 2 over 2</l><block s="reportQuotient"><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block><l>2</l></block></block><block s="doFor"><l>i</l><l>1</l><l>30</l><script><block s="gotoXY"><block s="reportProduct"><block var="x sign"/><block s="reportProduct"><block s="reportSum"><l>-300</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><block var="root 2 over 2"/></block></block><block s="reportProduct"><block var="x sign"/><block s="reportProduct"><block s="reportDifference"><l>300</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><block var="root 2 over 2"/></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportProduct"><block var="y sign"/><block s="reportProduct"><block s="reportProduct"><l>10</l><block var="root 2 over 2"/></block><block var="i"/></block></block><block s="reportProduct"><block var="y sign"/><block s="reportProduct"><block s="reportProduct"><l>10</l><block var="root 2 over 2"/></block><block var="i"/></block></block></block><block s="up"></block><block s="doWait"><block var="delay"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script></block-definition></blocks><variables><variable name="delay"><l>0.001</l></variable></variables></project><media name="U3L5-OptionalProject" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>