<snapdata remixID="11779649"><project name="shapes" 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="shapes"><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="-283.7268319854145" y="48.03978346137097" heading="80" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,24,174,1" 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="74" y="10"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><block s="up"></block><block s="gotoXY"><l>-180</l><l>-125</l></block><block s="down"></block><block s="setColor"><color>159,110,255,1</color></block><block s="setSize"><l>1</l></block><block s="hide"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="doWait"><l>2</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>45</l></block><block s="forward"><l>100</l></block><block s="turn"><l>135</l></block></script></block></script><script x="281" y="18.33333333333337"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><block s="up"></block><block s="gotoXY"><l>-180</l><l>-125</l></block><block s="down"></block><block s="setColor"><color>255,24,174,1</color></block><block s="setSize"><l>1</l></block><block s="hide"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="doWait"><l>2</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="doWait"><l>2</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>45</l></block><block s="forward"><l>100</l></block><block s="turn"><l>135</l></block></script></block></script><script x="498" y="22.333333333333343"><block s="receiveKey"><l><option>down arrow</option></l><list></list></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-125</l></block><block s="down"></block><block s="setColor"><color>61,148,255,1</color></block><block s="setSize"><l>2</l></block><block s="hide"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="doWait"><l>2</l></block><block s="turn"><l>220</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="doWait"><l>2</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block></script></block></script><script x="728" y="26"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="doFaceTowards"><l><option>center</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="shapes" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>