<snapdata remixID="13935832"><project name="ShapeProject" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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select="1"><scene name="ShapeProject"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives><block-definition s="wait %&apos;duration&apos; secs" type="command" category="control" selector="doWait" primitive="doWait"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>doWait</l></block><block s="doDeclareVariables"><list><l>start time</l></list></block><block s="doSetVar"><l>start time</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doWaitUntil"><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicSum"><list><block var="start time"/><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></list></block></block></script></block-definition></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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