<snapdata remixID="14925748"><project name="U3OP1" app="Snap! 11.0.8, https://snap.berkeley.edu" 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category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>0</l></block><block s="doSetVar"><l>yValue</l><l>150</l></block><block s="gotoXY"><block var="xValue"/><block var="yValue"/></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doChangeVar"><l>xValue</l><l>-10</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doChangeVar"><l>yValue</l><l>-10</l></block><block s="gotoXY"><l>0</l><block var="yValue"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script></block-definition><block-definition s="Q3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>0</l></block><block s="doSetVar"><l>yValue</l><l>-150</l></block><block s="gotoXY"><block var="xValue"/><block var="yValue"/></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doChangeVar"><l>xValue</l><l>-10</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doChangeVar"><l>yValue</l><l>10</l></block><block s="gotoXY"><l>0</l><block var="yValue"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script></block-definition><block-definition s="Q4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>0</l></block><block s="doSetVar"><l>yValue</l><l>-150</l></block><block s="gotoXY"><block var="xValue"/><block var="yValue"/></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doChangeVar"><l>xValue</l><l>10</l></block><block s="gotoXY"><block 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To draw the lines, it sets a point to go to, and then every time it draws to that point and comes back. it changes both end points of the lines that it creates by +- 10 depending on the quadrant and x or y value. and then repeats the process. </comment></custom-block><custom-block s="Q2"></custom-block><custom-block s="Q3"></custom-block><custom-block s="Q4"></custom-block></script><script x="168" y="61.33333333333334"><block s="clear"></block></script><script x="54" y="68.83333333333334"><block s="down"></block></script></scripts></sprite><watcher var="xValue" style="normal" x="5.411499436302165" y="5.411499436302144" color="243,118,29"/><watcher var="yValue" style="normal" x="5.411499436302165" y="16.77564933483653" color="243,118,29"/></sprites></stage><variables><variable name="xValue"><l>150</l></variable><variable name="yValue"><l>0</l></variable></variables></scene></scenes></project><media name="U3OP1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>