<snapdata remixID="15112778"><project name="project 1 3/30" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="project 1 3/30"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="runClones %&apos;clones&apos; %&apos;speed&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>item</l><block var="clones"/><script><block s="doTellTo"><block var="item"/><block s="reifyScript"><script><block s="forward"><block var="speed"/></block><block s="bounceOffEdge"></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="clones"/><block var="purpleClones"/></list></block><script><block s="turn"><l>1</l></block></script><list></list></block></script><list></list></block><list></list></block></script></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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