<snapdata remixID="13388098"><project name="Guess the shape!" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>Tell me how many sides your shape has and I will make it for you!&#xD;When asking for a 4 sided shape, please check your spelling and use lowercase letters. I only know 4 quadrilaterals, can you guess them all?</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Guess the shape!"><notes>Tell me how many sides your shape has and I will make it for you!&#xD;When asking for a 4 sided shape, please check your spelling and use lowercase letters. I only know 4 quadrilaterals, can you guess them all?</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="13"><costumes><list id="14"><item><ref mediaID="Sprite_cst_images-removebg-preview "></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="507" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setSize"><l>5</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>Think of a shape. How many sides does it have?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block><block s="bubble"><l>Triangle!</l></block></script><script><block s="bubble"><l>I don&apos;t know a shape like that!Try again!</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="bubble"><l>Pentagon!</l></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="bubble"><l>Hexagon!</l></block><block s="doRepeat"><l>6</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doAsk"><l>What is the shape name?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>square</l></list></block><script><block s="bubble"><l>Square!</l></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block></script><script><block s="bubble"><l>I don&apos;t know a shape like that!Try again!</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>rectangle</l></list></block><script><block s="bubble"><l>Rectangle!</l></block><block s="doRepeat"><l>2</l><script><block s="down"></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>parallelogram</l></list></block><script><block s="bubble"><l>Parallelogram!</l></block><block s="doRepeat"><l>2</l><script><block s="down"></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>68</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>112</l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>trapezoid</l></list></block><script><block s="bubble"><l>Trapezoid!</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>75</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>25</l></block></script><list></list></block></script><list></list></block></script><script x="88" y="381.83333333333337"><block s="setScale"><l>50</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Guess the shape!" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="images-removebg-preview " center-x="76" center-y="82" 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" 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