<snapdata remixID="8439148"><project name="Leson 1.3" 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="false" 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="-70.64516129032154" y="-11.214421252371835" heading="342" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,56,235,1" 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="18" y="10"><block s="receiveKey"><l><option>1</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>20,255,26,1</color></block><block s="doRepeat"><l>4</l><script><block s="show"></block><block s="bubble"><l>square</l></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="hide"></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="175" y="14"><block s="receiveKey"><l><option>2</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="changeSize"><l>1</l></block><block s="setColor"><color>3,0,224,1</color></block><block s="doRepeat"><l>3</l><script><block s="show"></block><block s="bubble"><l>Triangle</l></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="hide"></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="10" y="781"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="170" y="327"><block s="receiveKey"><l><option>4</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="changeSize"><l>3</l></block><block s="setColor"><color>240,138,255,1</color></block><block s="doRepeat"><l>5</l><script><block s="show"></block><block s="bubble"><l>Pentagon</l></block><block s="forward"><l>25</l></block><block s="turn"><l>72</l></block></script></block><block s="hide"></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="12" y="323"><block s="receiveKey"><l><option>3</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>45</l></block><block s="down"></block><block s="changeSize"><l>2</l></block><block s="setColor"><color>219,0,41,1</color></block><block s="doRepeat"><l>4</l><script><block s="show"></block><block s="bubble"><l>Diamond</l></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="hide"></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="358" y="12"><block s="receiveKey"><l><option>5</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="changeSize"><l>4</l></block><block s="setColor"><color>255,185,10,1</color></block><block s="doRepeat"><l>2</l><script><block s="show"></block><block s="bubble"><l>Parallelogram</l></block><block s="forward"><l>25</l></block><block s="turn"><l>60</l></block><block s="forward"><l>12.5</l></block><block s="turn"><l>120</l></block></script></block><block s="hide"></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="354" y="397"><block s="receiveKey"><l><option>6</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>342</l></block><block s="down"></block><block s="changeSize"><l>5</l></block><block s="setColor"><color>14,26,0,1</color></block><block s="doRepeat"><l>5</l><script><block s="show"></block><block s="bubble"><l>star</l></block><block s="forward"><l>150</l></block><block s="turn"><l>144</l></block></script></block><block s="hide"></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Leson 1.3" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>