<snapdata remixID="12868190"><project name="3.21 Conditional Blocks Connected" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3.21 Conditional Blocks Connected"><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="1"><sprite name="Sprite" idx="1" x="221.4168411726804" y="189.68439161163013" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="222,64,0,1" 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="10" y="49.00000000000006"><block s="receiveGo"></block><block s="clear"></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>14,50,255,1</color></block></script><script><block s="setColor"><color>222,64,0,1</color></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="3.21 Conditional Blocks Connected" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>