<snapdata remixID="14545405"><project name="Lab 02 De Los Santos" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 02 De Los Santos"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" 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y="98.66666666666646"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="down"></block><block s="setColor"><color>43,0,242,1</color></block><block s="changeSize"><l>3</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>0.8</l></block><block s="turn"><l>70</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>0.8</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>0.8</l></block><block s="turn"><l>90</l></block><block s="forward"><l>150</l></block><block s="doWait"><l>0.8</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="610.3398437500001" y="367.99999999999994"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="show"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="changeSize"><l>5</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.8</l></block><block s="turn"><l>110</l></block><block s="doWait"><l>0.8</l></block><block s="forward"><l>25</l></block><block s="doWait"><l>0.8</l></block><block s="turn"><l>70</l></block></script></block></script><script x="441.3398437500001" y="561.666666666667"><block s="turn"><l>15</l></block></script><script x="18.33984375000003" y="424.00000000000034"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="doSayFor"><l>Square</l><l>2.4</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="20.33984375000003" y="519.0000000000005"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="doSayFor"><l>Hexagon</l><l>5.6</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="363.00651041666674" y="453.0000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script><script x="323.0000000000001" y="571.6666666666667"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="doSayFor"><l>perallelogram</l><l>2.4</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="183.0000000000001" y="588.6666666666667"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="doSayFor"><l>Star</l><l>2.4</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="14.000000000000028" y="606.6666666666667"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="doSayFor"><l>trapazoid</l><l>2.4</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><comment x="796.0000000000001" y="43.99999999999994" w="90" collapsed="false">number 1 makes a square with 1 pen size</comment><comment x="790.0000000000001" y="127.99999999999989" w="90" collapsed="false">number 2 makes a hexagon with pen size 2 </comment><comment x="789.0000000000001" y="207.99999999999994" w="90" collapsed="false">number 3 perallelogram with pen size 5</comment><comment x="779" y="281.33333333333354" w="90" collapsed="false">number 4 makes makes a star with pen size 4 </comment><comment x="781" y="356.33333333333354" w="90" collapsed="false">number 5 makes a trapazoid with pen size 3</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 02 De Los Santos" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>