<snapdata remixID="8880035"><project name="Gaona_lab3.2" 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="1" 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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</pentrails><costumes><list id="2"><item><costume name="Sides" center-x="240" center-y="180" 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s="bubble"><l>Decagon</l></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>36</l></block></script></block><block s="doSayFor"><l>Decagon</l><l>1</l></block></script></block-definition><block-definition s="ShapeMaker" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setEffect"><l><option>ghost</option></l><l>1000</l></block><block s="doSetVar"><l>Angle</l><l>0</l></block><block s="doSetVar"><l>Sides</l><l>0</l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-230</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many sides</l></block><block s="doSetVar"><l>Sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the size of the angle</l></block><block s="doSetVar"><l>Angle</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><l>50</l></block><block s="turnLeft"><block var="Angle"/></block></script></block><block s="up"></block><block s="doIfElse"><block s="reportEquals"><block var="Sides"/><l>3</l></block><script><block s="doSayFor"><l>Triangle</l><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block var="Sides"/><l>4</l></block><script><block s="doSayFor"><l>Square</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Sides"/><l>5</l></block><script><block s="doSayFor"><l>Pentagon</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Sides"/><l>6</l></block><script><block s="doSayFor"><l>Hexagon</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Sides"/><l>7</l></block><script><block s="doSayFor"><l>Heptagon</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Sides"/><l>8</l></block><script><block 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