<snapdata remixID="11965144"><project name="Unit 3 Day 21" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Unit 3 Day 21"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite" idx="1" x="215" y="199" heading="192" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="214,0,58,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="165" y="91.49999999999977"><block s="doForever"><script><block s="setSize"><l>3</l></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>214,0,58,1</color></block></script></block><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>21,213,0,1</color></block></script></block></script></block></script><script x="170" y="287"><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="218" y="197" heading="192" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,240,246,1" pen="tip" id="53"><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></list></sounds><blocks></blocks><variables></variables><scripts><script x="285.61848958333337" y="29.333333333333314"><block s="clear"></block></script><script x="32.28515625" y="18.333333333333314"><block s="receiveCondition"><block s="reportMouseDown"></block></block><block s="doForever"><script><block s="down"></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>0,240,246,1</color></block></script><script><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>231,19,255,1</color></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Unit 3 Day 21" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>