<snapdata remixID="9789059"><project name="lab 2.1 triangles and squares" 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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="50" y="1.1368683772161603e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="32,15,0,1" 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="190" y="46.00000000000006"><block s="receiveKey"><l><option>1</option></l></block><block s="show"></block><block s="bubble"><l>Square</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>189,6,0,1</color></block><block s="setSize"><l>12</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="10" y="45.00000000000006"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="371" y="47.00000000000006"><block s="receiveKey"><l><option>2</option></l></block><block s="show"></block><block s="bubble"><l>Triangle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>15,153,0,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="547" y="44.00000000000006"><block s="receiveKey"><l><option>3</option></l></block><block s="show"></block><block s="bubble"><l>Diamond</l></block><block s="setHeading"><l>30</l></block><block s="setColor"><color>0,8,245,1</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="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="724" y="46.00000000000006"><block s="receiveKey"><l><option>4</option></l></block><block s="show"></block><block s="bubble"><l>Pentagon</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>140,0,143,1</color></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="905" y="45.00000000000006"><block s="receiveKey"><l><option>5</option></l></block><block s="show"></block><block s="bubble"><l>Parallelogram</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>76,255,241,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="1081" y="42.00000000000006"><block s="receiveKey"><l><option>6</option></l></block><block s="show"></block><block s="bubble"><l>Star</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,219,10,1</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><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="1227" y="40.00000000000003"><block s="receiveKey"><l><option>7</option></l></block><block s="show"></block><block s="bubble"><l>dectagon</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,180,225,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>80</l></block><block s="turn"><l>36</l></block></script></block></script><script x="1407" y="47"><block s="receiveKey"><l><option>space</option></l></block><block s="show"></block><block s="bubble"><l>circle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>32,15,0,1</color></block><block s="setSize"><l>9</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="lab 2.1 triangles and squares" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>