<snapdata remixID="10681238"><project name="Farewell" 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" 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="-30.390580112600674" y="-52.63802882651646" heading="345" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="200,132,0,1" 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="16" y="12.000000000000057"><block s="receiveKey"><l><option>space</option></l></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block><block s="clear"></block></script><script x="10" y="95.16666666666596"><block s="receiveKey"><l><option>4</option></l></block><block s="gotoXY"><l>-150</l><l>-60</l></block><block s="doSayFor"><l>Pentagon</l><l>2</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>176,0,181,1</color></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block></script></block><block s="up"></block><block s="bubble"><l>Pentagon</l></block><block s="hide"></block></script><script x="209.99999999999898" y="10"><block s="receiveKey"><l><option>1</option></l></block><block s="gotoXY"><l>-150</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,27,2,1</color></block><block s="setSize"><l>12</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="show"></block><block s="up"></block><block s="doSayFor"><l>square</l><l>2</l></block></script><script x="373.99999999999875" y="14.000000000000114"><block s="receiveKey"><l><option>2</option></l></block><block s="gotoXY"><l>-80</l><l>100</l></block><block s="bubble"><l>Triangle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>75,231,0,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Triangle</l><l>2</l></block></script><script x="530.999999999999" y="17.00000000000007"><block s="receiveKey"><l><option>3</option></l></block><block s="gotoXY"><l>10</l><l>80</l></block><block s="bubble"><l>Diamond</l></block><block s="setHeading"><l>30</l></block><block s="setColor"><color>0,33,221,1</color></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Diamond</l><l>2</l></block></script><script x="528.3333333333327" y="337.3333333333319"><block s="receiveKey"><l><option>8</option></l></block><block s="bubble"><l>Circle</l></block><block s="down"></block><block s="setColor"><color>200,132,0,1</color></block><block s="doRepeat"><l>450</l><script><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="doSayFor"><l>Circle</l><l>2</l></block></script></block></script><script x="12.66666666666606" y="399.1666666666649"><block s="receiveKey"><l><option>5</option></l></block><block s="gotoXY"><l>-80</l><l>-60</l></block><block s="bubble"><l>Parallelogram</l></block><block s="setColor"><color>38,255,215,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Parallogram</l><l>2</l></block><block s="hide"></block></script><script x="202.99999999999943" y="302.66666666666737"><block s="receiveKey"><l><option>6</option></l></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="bubble"><l>Star</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,237,11,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block></script></block><block s="up"></block><block s="doSayFor"><l>star</l><l>2</l></block><block s="hide"></block></script><script x="358.99999999999966" y="305.333333333332"><block s="receiveKey"><l><option>7</option></l></block><block s="bubble"><l>Decagon</l></block><block s="down"></block><block s="setColor"><color>206,0,186,1</color></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block><block s="doSayFor"><l>Decagon</l><l>2</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Farewell" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>