<snapdata remixID="10615584"><project name="if/Else Practice" app="Snap! 6, https://snap.berkeley.edu" 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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="Sprite" idx="1" x="0" y="0" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Untitled" center-x="194" center-y="148.5" 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" id="10"/></item><item><costume name="Untitled(2)" center-x="15" center-y="22" image="data:image/png;base64,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" id="11"/></item><item><costume name="Untitled(3)" center-x="7" center-y="7.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAPCAYAAADUFP50AAAAAXNSR0IArs4c6QAAAKtJREFUOE+dkrsNAjEQRN9VAKVQClQASMQIKuCTEYFEjICQCOiAEq6UKwENsqXBOmTOzrzj5x17p6J99YFxkK5Akx6rksIC6AEDYBi0B/ACvi5w8GJd2nwcgGUUIqhO+x+2vazLBTcC9Z6zWcvxH1jgJIA5wPWpwDWw6kIBm1JwVwo+S8FbKTgSqITcO3zOEZjHAPw7khMwUxOPXA7WyLZp5OLew+3uFfTaC28ShR4wzblHhAAAAABJRU5ErkJggg==" id="12"/></item></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="118" y="36.49999999999997"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doSayFor"><l>Please think of a shape</l><l>2</l></block><block s="doAsk"><l>how many sides does your shape have?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>you&apos;re thinking of a...</l><l>2</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="turn"><l>120</l></block><block s="forward"><l>50</l></block><block s="down"></block></script></block><block s="doSayFor"><l>triangle!!!</l><l>2</l></block></script><script><block s="doSayFor"><l>Hmm...I&apos;m not sure what that shape is!</l><l>2</l></block></script></block><block s="doSayFor"><l>Thank you for playing!</l><l>2</l></block></script><script x="744" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doSayFor"><l>Please think of a shape</l><l>2</l></block><block s="doAsk"><l>how many sides does this shape have?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="setHeading"><l>90</l></block><block s="doSayFor"><l>You&apos;re thinking of a quadrilateral</l><l>3</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a pentagon</l><l>3</l></block><block s="doRepeat"><l>5</l><script><block s="turn"><l>72</l></block><block s="forward"><l>50</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a hexagon!!!</l><l>3</l></block><block s="doRepeat"><l>6</l><script><block s="turn"><l>60</l></block><block s="forward"><l>50</l></block></script></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>that&apos;s an odd shape....</l><l>3</l></block></script></block><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>that- that can&apos;t POSSIBLY be a shape??!!</l><l>2</l></block></script></block><block s="doSayFor"><l>thank you for playing!!</l><l>2</l></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="if/Else Practice" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>