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jYdTLZugRwuhHn91e3vz8rAkIwPfbJF+P4TVrw/WY+KUKZicnIzoaOnHbDhcrXERApAjxK4A1MEAC9yt80nwMXXjRo0SFn+Xr1unSPuH2dlCt3npwkW78ve3e0DIZmr+zIIiBzwUIgA5IugKQHfVNIE9fGI5xyx47uxZIZvlLHvfqaqhI4YLoHXo1InDWm2LEIAc7aMUQHfwMZVTk5LwUXZ21Q94AZFRkQJkr7/xBkJC3Py8OoetWhchADlaSAmAnuDjUHnbihCAHE3rDcAm+Ap6uP7RQA51t7UIAcjRvJ4ApMznW0AJQN/iJZS+hukwyn46ld1jbzBoilzbUgtHtQEpQgByNvsl2M9IKfPxBZIA5IsbgFJcQndBujm+B2D/CjfuagNMkAAMsAbXmrsEoNZaJMDsIQADrMG15i4BqLUWCTB7CMAAa3CtuUsAaq1FAsweAjDAGlxr7hKAWmuRALOHAAywBteauwSg1lokwOwhAAOswbXmLgGotRYJMHsIwABrcK25SwBqrUUCzB4CMMAaXGvuEoBaa5EAs4cADLAG15q7BKDWWiTA7CEAA6zBteYuAai1FgkwewjAAGtwrblLAGqtRQLMHgIwwBpca+4SgFprkQCz5/+S1nARiq3XHAAAAABJRU5ErkJggg==</thumbnail><scenes 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</pentrails><costumes><list 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s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="bubble"><l></l></block><block s="down"></block><block s="setColor"><color>229,255,46,1</color></block><block s="setSize"><l>15</l></block></script><script x="782" y="312"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="bubble"><l>im a Parallelogram (</l></block><block s="forward"><l>100</l></block><block s="turn"><l>135</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>45</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>135</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>45</l></block><block s="bubble"><l></l></block><block s="down"></block><block s="setColor"><color>122,0,245,1</color></block><block s="setSize"><l>17</l></block></script><script x="981" y="312"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="bubble"><l>im a star6</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="bubble"><l></l></block><block s="down"></block><block s="setColor"><color>46,184,255,1</color></block><block s="setSize"><l>5</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="1.3 drawing shapes" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>