<snapdata remixID="10918789"><project name="2.1 Squares and Triangles Redux_Hennessygermosen" 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" 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="square" idx="2" x="97" y="108" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="189,6,0,1" 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="303" y="11"><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>1</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><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></scripts></sprite><sprite name="diamond" idx="3" x="53" y="10.000000000000284" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,8,245,1" pen="tip" id="40"><costumes><list struct="atomic" id="41"></list></costumes><sounds><list struct="atomic" id="42"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20.00000000000003"><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>2</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="hide"></block></script></scripts></sprite><sprite name="parrallelogram" idx="5" x="55" y="-79" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="76,255,241,1" pen="tip" id="75"><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20.00000000000003"><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>2</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="hide"></block></script></scripts></sprite><sprite name="pentagon" idx="4" x="43.54915028125265" y="95.49491424413901" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="140,0,143,1" pen="tip" id="111"><costumes><list struct="atomic" id="112"></list></costumes><sounds><list struct="atomic" id="113"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="137.33333333333337"><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>17</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><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="458" y="213.66666666666796"><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block></script></scripts></sprite><sprite name="star" idx="6" x="200" y="-68.83643679986596" heading="234" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,219,10,1" pen="tip" id="147"><costumes><list struct="atomic" id="148"></list></costumes><sounds><list struct="atomic" id="149"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11" y="10"><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>9</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><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="hide"></block></script></scripts></sprite><sprite name="triangle" idx="1" x="-74" y="10" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="15,153,0,1" pen="tip" id="183"><costumes><list struct="atomic" id="184"></list></costumes><sounds><list struct="atomic" id="185"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="412" y="10.166666666666515"><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="down"></block><block s="setSize"><l>10</l></block><block s="doRepeat"><l>3</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="hide"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.1 Squares and Triangles Redux_Hennessygermosen" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>