<snapdata remixID="15147538"><project name="Animation lab Johnson" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="Animation lab Johnson"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="translate the points on screen by ( %&apos;x&apos; , %&apos;y&apos; )" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doWarp"><script><block s="doSetVar"><l>position list</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></list></block></autolambda><list></list></block><block var="position list"/></block></block><block s="up"></block><block s="clear"></block><block s="doForEach"><l>item</l><block var="position list"/><script><block s="doGotoObject"><block var="item"/></block><block 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