<snapdata remixID="10676259"><project name="Shapes Drawing" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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s="doGlide"><l>0.5</l><l>50</l><l>-50</l></block><block s="turn"><l>90</l></block><block s="doGlide"><l>0.5</l><l>-50</l><l>-50</l></block><block s="turn"><l>90</l></block><block s="doGlide"><l>0.5</l><l>-50</l><l>50</l></block><block s="bubble"><l></l></block><block s="up"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="280" y="25"><block s="receiveKey"><l><option>2</option></l></block><block s="gotoXY"><l>-150</l><l>100</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>136,61,255,1</color></block><block s="setSize"><l>5</l></block><block s="bubble"><l>triangle</l></block><block s="doGlide"><l>1</l><l>-50</l><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="bubble"><l></l></block><block 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s="receiveKey"><l><option>5</option></l></block><block s="gotoXY"><l>-200</l><l>-50</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>0,23,235,1</color></block><block s="setSize"><l>10</l></block><block s="bubble"><l>parallelogram</l></block><block s="doGlide"><l>0.5</l><l>-100</l><l>-50</l></block><block s="turn"><l>60</l></block><block s="doGlide"><l>0.5</l><l>-75</l><l>-100</l></block><block s="setHeading"><l>270</l></block><block s="doGlide"><l>0.5</l><l>-175</l><l>-100</l></block><block s="turn"><l>60</l></block><block s="doGlide"><l>0.5</l><l>-200</l><l>-50</l></block><block s="bubble"><l></l></block><block s="up"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="487" y="30"><block s="receiveKey"><l><option>3</option></l></block><block s="gotoXY"><l>75</l><l>-75</l></block><block 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s="setSize"><l>13</l></block><block s="bubble"><l>star</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doGlide"><l>1</l><l>150</l><l>150</l></block><block s="bubble"><l></l></block><block s="up"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="402" y="523"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Shapes Drawing" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>