<snapdata remixID="14688919"><project name="drawing shapes" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="drawing shapes"><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="3"><sprite name="Sprite" idx="1" x="91.51922469877923" y="33.96735814513693" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="289" y="202.33333333333337"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="285" y="334.33333333333337"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><block s="up"></block></script><script x="102" y="210.5"><block s="receiveGo"></block><block s="down"></block><block s="gotoXY"><l>140</l><l>-70</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>110</l></block><block s="forward"><l>100</l></block><block s="turn"><l>110</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-152.68385224418137" y="7.213829816294265" heading="280" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="58.95599999999998,0,86.7,1" pen="tip" id="42"><costumes><list struct="atomic" id="43"></list></costumes><sounds><list struct="atomic" id="44"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="down"></block><block s="gotoXY"><l>-100</l><l>70</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block><block s="forward"><l>30</l></block><block s="turn"><l>30</l></block></script><script x="325" y="70.33333333333334"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><block s="up"></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-100" y="-90" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,63.24000000000006,158.1,1" pen="tip" id="120"><costumes><list struct="atomic" id="121"></list></costumes><sounds><list struct="atomic" id="122"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="78.50000000000006"><block s="receiveGo"></block><block s="down"></block><block s="gotoXY"><l>-100</l><l>-120</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="drawing shapes" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"></media></snapdata>