<snapdata remixID="13624946"><project name="unit 2 lab 3 boolean" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="unit 2 lab 3 boolean"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="mouse down" type="predicate" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></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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