<snapdata remixID="8645802"><project name="Lab 2.1 : Squares and Triangles" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Spectrum" idx="1" x="-7.498439593661033" y="78.66766447316834" heading="143" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,111,10,1" 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="20" y="20"><block s="receiveKey"><l><option>0</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-50</l><l>50</l></block></script><script x="20" y="114"><block s="receiveKey"><l><option>5</option></l><comment w="90" collapsed="false">Press 5 to initiate Spectrum code</comment></block><block s="down"></block><block s="setColor"><color>229,43,0,1</color></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>100</l></block><block s="turn"><l>121</l></block></script></block><block s="setColor"><color>255,111,10,1</color></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>100</l></block><block s="turn"><l>121</l></block></script></block><block s="setColor"><color>213,224,0,1</color></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>100</l></block><block s="turn"><l>121</l></block></script></block><block s="setColor"><color>69,219,0,1</color></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>100</l></block><block s="turn"><l>121</l></block></script></block><block s="setColor"><color>5,86,255,1</color></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>100</l></block><block s="turn"><l>121</l></block></script></block><block s="setColor"><color>149,26,255,1</color></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>100</l></block><block s="turn"><l>121</l></block></script></block></script></scripts></sprite><sprite name="Square" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="0,4,71,1" pen="tip" id="84"><costumes><list struct="atomic" id="85"></list></costumes><sounds><list struct="atomic" id="86"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>0</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="20" y="114"><block s="receiveKey"><l><option>1</option></l></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="write"><l>Square</l><l>25</l></block></script></block><block s="doWait"><l>.5</l></block><block s="clear"></block></script><script x="20" y="318"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="20" y="388"><block s="receiveKey"><l><option>2</option></l></block><block s="doRepeat"><l>3</l><script><block s="setSize"><l>2</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block></script><script x="20" y="553"><block s="receiveKey"><l><option>3</option></l></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>100</l></block><block s="turn"><l>100</l></block></script></block></script></scripts></sprite><sprite name="Decagon" idx="4" x="50" y="50" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="158.1,0,85.37400000000001,1" pen="tip" id="140"><costumes><list struct="atomic" id="141"></list></costumes><sounds><list struct="atomic" id="142"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>7</option></l><comment w="90" collapsed="false">Decagon (36 degrees 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s="forward"><l>10</l></block><block s="turn"><l>15</l></block></script></block></script><script x="20" y="164"><block s="receiveKey"><l><option>0</option></l></block><block s="gotoXY"><l>-50</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1 : Squares and Triangles" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>