<snapdata remixID="13388055"><project name="2.3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="2.3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="shape game" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="triangle"></custom-block><custom-block s="Quadrilatera"></custom-block><custom-block s="pentagon"></custom-block><custom-block s="hexagon"></custom-block><custom-block s="Kite"></custom-block></script></block-definition><block-definition s="triangle" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doAsk"><l>think of a shape</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>triangle</l></list></block><script><block s="doSayFor"><l>ooooo you&apos;re thinking of a triangle</l><l>2</l></block></script><script><block s="doSayFor"><l>thank you for playing my friend</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doAsk"><l>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="doSayFor"><l>Youre right a triangle has 3 sides </l><l>2</l></block></script><script><block s="doSayFor"><l> wronggggg! Thank you for playing, try again next time</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block></script></block-definition><block-definition s="Quadrilatera" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>think of a shape</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Quadrilateral</l></list></block><script><block s="doSayFor"><l>ooooo you&apos;re thinking of a Quadrilateral</l><l>2</l></block></script><script><block s="doSayFor"><l>thank you for playing my friend</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doAsk"><l>how many sides does it have </l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Youre right a Quadrilateral has 4 sides </l><l>2</l></block></script><script><block s="doSayFor"><l>wronggggg! Thank you for playing, try again next time</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block></script></block-definition><block-definition s="pentagon" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>think of a shape</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Pentagon</l></list></block><script><block s="doSayFor"><l>ooooo you&apos;re thinking of a Pentagon</l><l>2</l></block></script><script><block s="doSayFor"><l>thank you for playing my friend</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doAsk"><l>how many sides does it have </l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSayFor"><l>Youre right a Pentagon has 5 sides </l><l>2</l></block></script><script><block s="doSayFor"><l> wronggggg! Thank you for playing, try again next time</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block></script></block-definition><block-definition s="hexagon" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>think of a shape</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Hexagon</l></list></block><script><block s="doSayFor"><l>ooooo you&apos;re thinking of a Hexagon</l><l>2</l></block></script><script><block s="doSayFor"><l>thank you for playing my friend</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doAsk"><l>how many sides does it have </l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>Youre right a Hexagon has 6 sides </l><l>2</l></block></script><script><block s="doSayFor"><l> wronggggg! Thank you for playing, try again next time</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block></script></block-definition><block-definition s="Kite" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>think of a shape</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>kite</l></list></block><script><block s="doSayFor"><l>ooooo you&apos;re thinking of a kite</l><l>2</l></block></script><script><block s="doSayFor"><l>thank you for playing my friend</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doAsk"><l>how many sides does it have </l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Youre right a kite has 4 sides </l><l>2</l></block></script><script><block s="doSayFor"><l> wronggggg! Thank you for playing, try again next time</l><l>2</l></block><block s="doBroadcast"><l>1</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script></block><block s="doBroadcast"><l>2</l><list></list></block></script></block-definition><block-definition s="win" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWait"><l>.5</l></block><block s="doRepeat"><l>4</l><script><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doWait"><l>1</l></block><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doWait"><l>1</l></block></script></block></script></block-definition><block-definition s="loser" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Untitled(3)</l></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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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id="273"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="274"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="279"><costumes><list id="280"><item><ref mediaID="Sprite_cst_Untitled(2)"></ref></item><item><ref mediaID="Sprite_cst_Untitled"></ref></item><item><ref mediaID="Sprite_cst_Untitled(3)"></ref></item></list></costumes><sounds><list struct="atomic" id="281"></list></sounds><blocks></blocks><variables></variables><scripts><script x="64" y="30"><block s="receiveGo"></block><custom-block s="shape game"></custom-block></script><script x="340" y="45"><block s="receiveMessage"><l>2</l><list></list></block><custom-block s="win"></custom-block></script><script x="545" y="49.41666666666754"><block 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" 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" 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