<snapdata remixID="10564418"><project name="SHAPES" 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="-10" y="-15" heading="315" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="26,10,0,1" 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="70" y="61.00000000000003"><block s="receiveKey"><l><option>1</option></l></block><block s="gotoXY"><l>-125</l><l>-125</l></block><block s="setHeading"><l>0</l></block><block s="show"></block><block s="down"></block><block s="doGlide"><l>1</l><l>-125</l><l>125</l></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>125</l><l>125</l></block><block s="setHeading"><l>180</l></block><block s="doGlide"><l>1</l><l>125</l><l>-125</l></block><block s="setHeading"><l>-90</l></block><block s="doGlide"><l>1</l><l>-125</l><l>-125</l></block><block s="up"></block><block s="hide"></block></script><script x="14" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="398" y="57.66666666666666"><block s="receiveKey"><l><option>2</option></l></block><block s="gotoXY"><l>-125</l><l>-125</l></block><block s="setHeading"><l>30</l></block><block s="show"></block><block s="down"></block><block s="doGlide"><l>2</l><l>0</l><l>125</l></block><block s="setHeading"><l>150</l></block><block s="doGlide"><l>2</l><l>125</l><l>-125</l></block><block s="setHeading"><l>-90</l></block><block s="doGlide"><l>2</l><l>-125</l><l>-125</l></block><block s="up"></block><block s="hide"></block></script><script x="229" y="24.66666666666677"><block s="receiveKey"><l><option>1</option></l></block><block s="setSize"><l>1</l></block><block s="setColor"><color>255,236,61,1</color></block><block s="doSayFor"><l>SQUARE</l><l>4</l></block></script><script x="553" y="46.66666666666666"><block s="receiveKey"><l><option>2</option></l></block><block s="setSize"><l>3</l></block><block s="setColor"><color>49,245,0,1</color></block><block s="doSayFor"><l>EQUILATERAL TRIANGLE</l><l>6</l></block></script><script x="801" y="49.66666666666666"><block s="receiveKey"><l><option>3</option></l></block><block s="gotoXY"><l>-65</l><l>-30</l></block><block s="setHeading"><l>33</l></block><block s="show"></block><block s="down"></block><block s="doGlide"><l>3</l><l>0</l><l>60</l></block><block s="setHeading"><l>150</l></block><block s="doGlide"><l>3</l><l>65</l><l>-30</l></block><block s="setHeading"><l>225</l></block><block s="doGlide"><l>3</l><l>0</l><l>-120</l></block><block s="setHeading"><l>315</l></block><block s="doGlide"><l>3</l><l>-65</l><l>-30</l></block><block s="up"></block><block s="hide"></block></script><script x="961" y="42.66666666666666"><block s="receiveKey"><l><option>3</option></l></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,47,20,1</color></block><block s="doSayFor"><l>DIMOND</l><l>12</l></block></script><script x="105" y="388.66666666666663"><block s="receiveKey"><l><option>4</option></l></block><block s="gotoXY"><l>-30</l><l>-15</l></block><block s="setHeading"><l>45</l></block><block s="show"></block><block s="down"></block><block s="doGlide"><l>.5</l><l>0</l><l>15</l></block><block s="setHeading"><l>135</l></block><block s="doGlide"><l>.5</l><l>30</l><l>-15</l></block><block s="setHeading"><l>210</l></block><block s="doGlide"><l>.5</l><l>15</l><l>-45</l></block><block s="setHeading"><l>-90</l></block><block s="doGlide"><l>.5</l><l>-15</l><l>-45</l></block><block s="setHeading"><l>300</l></block><block s="doGlide"><l>.5</l><l>-30</l><l>-15</l></block><block s="up"></block><block s="hide"></block></script><script x="276" y="386.66666666666663"><block s="receiveKey"><l><option>4</option></l></block><block s="setSize"><l>2</l></block><block s="setColor"><color>56,203,255,1</color></block><block s="doSayFor"><l>PENTAGON</l><l>2.5</l></block></script><script x="487" y="394.66666666666663"><block s="receiveKey"><l><option>5</option></l></block><block s="gotoXY"><l>-10</l><l>-15</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="down"></block><block s="doGlide"><l>.25</l><l>10</l><l>-15</l></block><block s="setHeading"><l>135</l></block><block s="doGlide"><l>.25</l><l>15</l><l>-25</l></block><block s="setHeading"><l>-90</l></block><block s="doGlide"><l>.25</l><l>-5</l><l>-25</l></block><block s="setHeading"><l>315</l></block><block s="doGlide"><l>.25</l><l>-10</l><l>-15</l></block><block s="up"></block><block s="hide"></block></script><script x="650" y="396.66666666666663"><block s="receiveKey"><l><option>5</option></l></block><block s="setSize"><l>.5</l></block><block s="setColor"><color>26,10,0,1</color></block><block s="doSayFor"><l>PARALLELOGRAM</l><l>1</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="SHAPES" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>