<snapdata remixID="15055970"><project name="2/26 pt 1" 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="2/26 pt 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="rotate %&apos;myClones&apos; %&apos;changeAngle&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="doDeclareVariables"><list><l>newAngle</l></list></block><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doTellTo"><block s="reportListItem"><block var="i"/><block var="cloneList"/></block><block s="reifyScript"><script><block s="doSetVar"><l>newAngle</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="i"/><l>36</l></list></block><block var="changeAngle"/></list></block></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>cos</option></l><block var="newAngle"/></block><l>100</l></list></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>sin</option></l><block var="newAngle"/></block><l>100</l></list></block></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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