<snapdata remixID="14777245"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="xyPositionColorChangeDebugProblemForStudents"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition><block-definition s="drawPentagon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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