<snapdata remixID="14544633"><project name="Shapes!" 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="Shapes!"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="SuperSecretShapeBlock" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Think of a shape and put how many sides it has</l></block><block s="doIfElse"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>That is a triangle thank you for playing twin</l><l>2</l></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>That is a quadrilateral</l><l>2</l></block><block s="doAsk"><l>Are all 4 sides equal?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSayFor"><l>That is a square thank you for playing twin</l><l>2</l></block></script><script><block s="doAsk"><l>Do all 4 sides have a 90 degree angle?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSayFor"><l>That is a rectangle thank you for playing twin</l><l>2</l></block></script><script><block s="doAsk"><l>Are both pairs of oppisite sides equal?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSayFor"><l>That is a parallelogram thank you for palying twin</l><l>2</l></block></script><script><block s="doAsk"><l>Does the shape have at least one pair of parallel sides?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSayFor"><l>That is a trapezoid thank you for playing twin</l><l>2</l></block></script><script><block s="doSayFor"><l>I dont know that shape twin</l><l>2</l></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSayFor"><l>That is a pentagon thatnk you for playing twin</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>That is a hexagon thank you for playing twin</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>That is to big of a number</l><l>2</l></block></script><script><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> Is not a shape twin</l></list></block><l>2</l></block></script></block></script></block-definition><block-definition s="SuperSuperSecretShapeBlock" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Think of a shape and put how many sides it has</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>That is a triangle thank you for playing twin</l><l>2</l></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>That is a quadrilateral</l><l>2</l></block><block s="doAsk"><l>Are all 4 sides equal?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSayFor"><l>That is a square thank you for playing twin</l><l>2</l></block></script><script><block s="doAsk"><l>Do all 4 sides have a 90 degree angle?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSayFor"><l>That is a rectangle thank you for playing twin</l><l>2</l></block></script><script><block s="doAsk"><l>Are both pairs of oppisite sides equal?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSayFor"><l>That is a parallelogram thank you for palying twin</l><l>2</l></block></script><script><block s="doAsk"><l>Does the shape have at least one pair of parallel sides?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSayFor"><l>That is a trapezoid thank you for playing twin</l><l>2</l></block></script><script><block s="doSayFor"><l>I dont know that shape twin</l><l>2</l></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSayFor"><l>That is a pentagon thatnk you for playing twin</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>That is a hexagon thank you for playing twin</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>That is to big of a number</l><l>2</l></block></script><script><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block><block s="doBroadcast"><l>Repeat</l><list></list></block></script></block></script></block-definition></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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