<snapdata remixID="9661720"><project name="Lab 2.1 - Fang, David" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="舞台" 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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s="turn"><l>90</l></block></script></block><block s="doSayFor"><l>Square</l><l>2</l></block><block s="up"></block></script><script x="216" y="36"><block s="receiveKey"><l><option>2</option></l></block><block s="gotoXY"><l>-210</l><l>90</l></block><block s="setHeading"><l>120</l></block><block s="down"></block><block s="setColor"><color>163,149,0,1</color></block><block s="setSize"><l>2</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="doSayFor"><l> &#xD;Equilateral triangle&#xD;</l><l>2</l></block><block s="up"></block></script><script x="618" y="36.33333333333334"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="10" y="367.0000000000001"><block s="receiveKey"><l><option>3</option></l></block><block s="gotoXY"><l>-210</l><l>-10</l></block><block s="setHeading"><l>60</l></block><block s="down"></block><block s="setColor"><color>167,255,36,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="doSayFor"><l>Diamond</l><l>2</l></block><block s="up"></block></script><script x="220" y="369.0000000000001"><block s="receiveKey"><l><option>4</option></l></block><block s="gotoXY"><l>-100</l><l>160</l></block><block s="setHeading"><l>0</l></block><block s="turn"><l>144</l></block><block s="down"></block><block s="setColor"><color>17,255,205,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block></script></block><block s="doSayFor"><l>Pentagon</l><l>2</l></block><block s="up"></block></script><script x="442" y="370.0000000000001"><block s="receiveKey"><l><option>6</option></l></block><block s="gotoXY"><l>-100</l><l>-80</l></block><block s="setHeading"><l>30</l></block><block s="down"></block><block s="setColor"><color>199,0,19,1</color></block><block s="setSize"><l>6</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block></script></block><block s="doSayFor"><l>Star</l><l>2</l></block><block s="up"></block></script><script x="439" y="10"><block s="receiveKey"><l><option>5</option></l></block><block s="gotoXY"><l>-100</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>223,41,255,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block></script></block><block s="doSayFor"><l>Parallelogram</l><l>2</l></block><block s="up"></block></script><script x="629" y="104.16666666666663"><block s="receiveKey"><l><option>7</option></l></block><block s="gotoXY"><l>50</l><l>120</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>255,234,80,1</color></block><block s="setSize"><l>7</l></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block></script></block><block s="doSayFor"><l>Decagon</l><l>2</l></block><block s="up"></block></script><script x="631.712890625" y="372.66666666666663"><block s="receiveKey"><l><option>8</option></l></block><block s="gotoXY"><l>50</l><l>-60</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>0,143,41,1</color></block><block s="setSize"><l>8</l></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="doSayFor"><l>Circle</l><l>2</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1 - Fang, David" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>