<snapdata remixID="15112795"><project name="slow bouncy balls" 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="slow bouncy balls"><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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