<snapdata remixID="8937481"><project name="Testing Sides" 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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</pentrails><costumes><list 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s="up"></block></script></block-definition><block-definition s="make a pentagon" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>40</l></block><block s="turnLeft"><l>72</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Ask for a shape with amount of sides %&apos;sides&apos; and their size %&apos;size&apos; and their angle %&apos;Angle&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turnLeft"><block s="reportQuotient"><block var="Angle"/><block var="sides"/></block></block></script></block><block s="up"></block><block s="doIf"><block s="reportLessThan"><block var="sides"/><l>3</l></block><script><block s="doSayFor"><l>Invalid number of sides</l><l>2</l></block></script></block></script></block-definition><block-definition s="Ask for a shape with amount of sides %&apos;sides&apos; %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="sides"/><l>3</l></block><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>40</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>4</l></block><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>40</l></block><block s="turnLeft"><l>90</l></block></script></block><block 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s="doRepeat"><l>8</l><script><block s="forward"><l>40</l></block><block s="turnLeft"><l>45</l></block></script></block><block s="up"></block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>9</l></block><script><block s="down"></block><block s="doRepeat"><l>9</l><script><block s="forward"><l>40</l></block><block s="turnLeft"><l>40</l></block></script></block><block s="up"></block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>10</l></block><script><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>40</l></block><block s="turnLeft"><l>36</l></block></script></block><block s="up"></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="sides"/><l>3</l></block><block s="reportGreaterThan"><block var="sides"/><l>10</l></block></block><script><block s="doSayFor"><l>Invalid number of sides</l><l>2</l></block></script></block></script><scripts><script x="162" y="92.2"><block s="reportAnd"><l/><l/></block></script></scripts></block-definition><block-definition s="Ask for angle of polygon. S1:" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="Answer"><l>0</l></variable></variables></project><media name="Testing Sides" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>