<snapdata remixID="9691220"><project name="Animation Studio" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" 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Je kan je tekening verplaatsen met de pijltjes op je toetsenboord</l><l>2</l></block><block s="doUntil"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="setColor"><color>0,0,10,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block></script><script><block s="up"></block></script></block></script></block><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="list"/></block></script><script x="211" y="26.999999999999858"><block s="receiveKey"><l><option>up arrow</option></l></block><block s="changeYPosition"><l>2</l></block><block s="doChangeVar"><l>list</l><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></block></script><script x="410" y="257.66666666666663"><block s="receiveKey"><l><option>left arrow</option></l></block><block s="changeXPosition"><l>-2</l></block><block s="doChangeVar"><l>list</l><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></block></script><script x="446" y="489.66666666666663"><block s="receiveKey"><l><option>right arrow</option></l></block><block s="changeXPosition"><l>2</l></block><block s="doChangeVar"><l>list</l><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></block></script><script x="521" y="33.66666666666666"><block s="receiveKey"><l><option>down arrow</option></l></block><block s="changeYPosition"><l>-2</l></block><block s="doChangeVar"><l>list</l><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></block></script></scripts></sprite><watcher var="list" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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;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></blocks><variables><variable name="list"><list struct="atomic" id="150">-114,16</list></variable></variables></project><media name="Animation Studio" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>