<snapdata remixID="14663156"><project name="yfcuyfucgtufvhygngyjhghjbh" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="yfcuyfucgtufvhygngyjhghjbh"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="130" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="8,0,201,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="99" y="47.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>255,210,83,1</color></block><block s="setSize"><l>10</l></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>Angle</l><l>3</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="turnLeft"><l>120</l></block><block s="forward"><l>20</l></block></script></block><block s="forward"><l>50</l></block><block s="doChangeVar"><l>Angle</l><l>1</l></block><block s="doBroadcast"><l>Monkey</l><list></list></block></script><script x="540.8333333333334" y="286"><block var="Angle"/></script><script x="64.38313802083337" y="346.83333333333337"><block var="Angle"/></script><script x="263" y="61.33333333333337"><block s="receiveMessage"><l>Monkey</l><list></list></block><block s="setColor"><color>78,237,255,1</color></block><block s="doRepeat"><l>4</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>40</l></block></script></block><block s="forward"><l>90</l></block><block s="doChangeVar"><l>Angle</l><l>1</l></block><block s="doBroadcast"><l>V2</l><list></list></block></script><script x="437" y="12"><block s="forward"><l>10</l></block></script><script x="312" y="290.33333333333337"><block s="receiveMessage"><l>V2</l><list></list></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>5</l><script><block s="turnLeft"><l>72</l></block><block s="forward"><l>60</l></block></script></block><block s="forward"><l>140</l></block><block s="doChangeVar"><l>Angle</l><l>1</l></block><block s="doBroadcast"><l>Monkey V2</l><list></list></block></script><script x="487" y="59.33333333333337"><block s="receiveMessage"><l>Monkey V2</l><list></list></block><block s="setColor"><color>8,0,201,1</color></block><block s="doRepeat"><l>6</l><script><block s="turnLeft"><l>60</l></block><block s="forward"><l>80</l></block></script></block></script></scripts></sprite><watcher var="Angle" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="Angle"><l>6</l></variable></variables></scene></scenes></project><media name="yfcuyfucgtufvhygngyjhghjbh" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>