<snapdata remixID="10178122"><project name="Richardson - Lab 2.1 Squares and Triangles Redux" 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="9" y="129.99999999999997" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="214,0,139,1" 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="40" y="94.99999999999994"><block s="receiveKey"><l><option>1</option></l></block><block s="show"></block><block s="gotoXY"><l>140</l><l>50</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>6</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="doSayFor"><l>Square</l><l>1</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="218.0000000000001" y="93.99999999999994"><block s="receiveKey"><l><option>2</option></l></block><block s="show"></block><block s="gotoXY"><l>140</l><l>60</l></block><block s="down"></block><block s="setColor"><color>60,240,0,1</color></block><block s="setSize"><l>4</l></block><block s="setHeading"><l>270</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>75</l></block><block s="doSayFor"><l>Triangle</l><l>1</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="293.0000000000001" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="401.0000000000001" y="92.99999999999994"><block s="receiveKey"><l><option>3</option></l></block><block s="show"></block><block s="gotoXY"><l>80</l><l>-40</l></block><block s="down"></block><block s="setColor"><color>31,255,227,1</color></block><block s="setSize"><l>8</l></block><block s="setHeading"><l>315</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="doSayFor"><l>Diamond</l><l>1</l></block><block s="turn"><l>60</l></block><block s="forward"><l>50</l></block><block s="doSayFor"><l>Diamond</l><l>1</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="28" y="430.9999999999999"><block s="receiveKey"><l><option>4</option></l></block><block s="show"></block><block s="gotoXY"><l>-70</l><l>-74</l></block><block s="down"></block><block s="setColor"><color>255,100,26,1</color></block><block s="setSize"><l>19</l></block><block s="setHeading"><l>345</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doSayFor"><l>Pentatgon</l><l>1</l></block><block s="turnLeft"><l>72</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="412.0000000000001" y="444.33333333333303"><block s="receiveKey"><l><option>6</option></l></block><block s="show"></block><block s="gotoXY"><l>-61</l><l>118</l></block><block s="down"></block><block s="setColor"><color>0,147,231,1</color></block><block s="setSize"><l>3</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>80</l></block><block s="doSayFor"><l>Decagon</l><l>1</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="212" y="424"><block s="receiveKey"><l><option>5</option></l></block><block s="show"></block><block s="gotoXY"><l>100</l><l>-90</l></block><block s="down"></block><block s="setColor"><color>255,36,202,1</color></block><block s="setSize"><l>25</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="doSayFor"><l>Paralleologram</l><l>1</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="doSayFor"><l>Paralleologram</l><l>1</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="30" y="776.6666666666666"><block s="receiveKey"><l><option>7</option></l></block><block s="show"></block><block s="gotoXY"><l>9</l><l>130</l></block><block s="down"></block><block s="setColor"><color>214,0,139,1</color></block><block s="setSize"><l>6</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>36</l><script><block s="forward"><l>10</l></block><block s="doSayFor"><l>Circle</l><l>1</l></block><block s="turn"><l>10</l></block></script></block><block s="up"></block><block s="hide"></block></script></scripts></sprite><watcher scope="Sprite" s="direction" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Richardson - Lab 2.1 Squares and Triangles Redux" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>