<snapdata remixID="15112804"><project name="number one" 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="number one"><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="darkblueClones"/></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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