<snapdata remixID="14539644"><project name="Lab 0.2 Manuel Rivas" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 0.2 Manuel Rivas"><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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-50" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="51,72,255,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21" y="11.333333333333343"><block s="receiveKey"><l><option>1</option></l><list></list><comment w="90" collapsed="false">Generates a square with a delay for each side</comment></block><block s="show"></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>40,40,40,1</color></block><block s="setSize"><l>1</l></block><block s="bubble"><l>Square!</l></block><block s="doRepeat"><l>4</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block></script></block><block s="hide"></block></script><script x="10" y="283"><block s="receiveKey"><l><option>3</option></l><list></list><comment w="90" collapsed="false">Generates a Paralelogram with a delay for each side</comment></block><block s="show"></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>62,255,0,1</color></block><block s="setSize"><l>3</l></block><block s="bubble"><l>Paralelogram</l></block><block s="doRepeat"><l>2</l><script><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>200</l></block><block s="doWait"><l>.5</l></block></script></block><block s="hide"></block></script><script x="300" y="10"><block s="receiveKey"><l><option>2</option></l><list></list><comment w="90" collapsed="false">Generates a hexagon with a delay for each side</comment></block><block s="show"></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>255,14,71,1</color></block><block s="setSize"><l>2</l></block><block s="bubble"><l>Hexagon!</l></block><block s="doRepeat"><l>6</l><script><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block></script></block><block s="hide"></block></script><script x="448" y="102.99999999999994"><block s="receiveKey"><l><option>4</option></l><list></list><comment w="90" collapsed="false">Generates a start with a delay for each line that make sup the start</comment></block><block s="show"></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>252,254,20,1</color></block><block s="changeSize"><l>4</l></block><block s="bubble"><l>start!</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>.5</l></block></script></block><block s="hide"></block></script><script x="188" y="367"><block s="receiveKey"><l><option>5</option></l><list></list><comment w="90" collapsed="false">Generates a Trapezoid with a delay for each side</comment></block><block s="show"></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>51,72,255,1</color></block><block s="setSize"><l>5</l></block><block s="bubble"><l>Trapezoid!</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doRepeat"><l>2</l><script><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block></script></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>200</l></block><block s="doWait"><l>.5</l></block><block s="hide"></block></script><script x="380" y="460.3333333333335"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">clears the drawn lines from the stage</comment></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 0.2 Manuel Rivas" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"></media></snapdata>