<snapdata remixID="8592343"><project name="Unit 1 Lab 3: Ernesto Pena " app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="5.684341886080802e-14" heading="75" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="229,34,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="287"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="221.000001" y="275.000001"><block s="clear"></block></script><script x="61" y="30"><block s="receiveGo"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>75</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>75</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="setColor"><color>229,34,0,1</color></block><block s="down"></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-6.995519012705699" y="110.29180186360159" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,6,224,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="284"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="221.000001" y="272.000001"><block s="clear"></block></script><script x="61" y="27"><block s="receiveGo"></block><block s="doRepeat"><l>1000</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>135</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>45</l></block><block s="turn"><l>30</l></block><block s="setColor"><color>0,6,224,1</color></block><block s="down"></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-20.71067811865464" y="-35.87194676071505" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="89,255,0,1" pen="tip" id="68"><costumes><list struct="atomic" id="69"></list></costumes><sounds><list struct="atomic" id="70"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="284"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="221.000001" y="272.000001"><block s="clear"></block></script><script x="61" y="27"><block s="receiveGo"></block><block s="doRepeat"><l>1000</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>135</l></block><block s="doWait"><l>.5</l></block><block s="setColor"><color>89,255,0,1</color></block><block s="down"></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Unit 1 Lab 3: Ernesto Pena " app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>