<snapdata remixID="14207145"><project name="This is a Game of Concentration 2" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="This is a Game of Concentration 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives><block-definition s="play sound %&apos;#1&apos;" type="command" category="sound" selector="playSound" primitive="alert"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>alert</l></block></script></block-definition></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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struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-137" y="-95" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="18"><costumes><list id="19"><item><ref mediaID="Sprite_cst_cheesy puffs"></ref></item></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><blocks></blocks><variables></variables><scripts><script x="88.00000000000006" y="10"><block s="receiveGo"></block><block s="doAsk"><l>Hey, my name is chubby cheesy cheeky puffs, what is yours?</l></block><block s="doThinkFor"><l>I think I should play a game with the players. Yeah, I think I should.</l><l>3</l></block><block s="doSayFor"><l>Let&apos;s play a game! How to play it is, you choose a #1-6 and when you get a correct number, you will press 7. YOU MAY ALSO CLICK ME</l><l>8</l></block><block s="bubble"><l>PRESS AN #1-6 AND YOU MAY ALSO CLICK ME</l></block></script><script x="10" y="163"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="bubble"><l>1st is the worst which is you. 2nd is the best, 3rd is the one with the hairy chest. 4th is the one with the weird bed. 5th is the one with the best chef and you lost</l></block></script><script x="13" y="239.66666666666663"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="bubble"><l>Why did you choose this. It was a trick. YOU LOST. WOMP WOMP!</l></block></script><script x="16" y="312.66666666666663"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="doAsk"><l>You tell me an answer. What is 59 ÷ 9=?. You got it wrong.</l></block></script><script x="18.00000000000003" y="373.66666666666663"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="bubble"><l>You are near the correct number!</l></block></script><script x="18.00000000000003" y="452.66666666666663"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="bubble"><l>You are in the really really hot area which means you are close.</l></block></script><script x="371.9999999999999" y="254.66666666666663"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="doAsk"><l>How did you get it correct??? I thought you were not going to get it correct!</l></block></script><script x="417" y="323"><block s="receiveInteraction"><l><option>pressed</option></l></block><block s="doAsk"><l>Why did you do it wrong???</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="This is a Game of Concentration 2" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"><costume name="cheesy puffs" center-x="88" center-y="72" 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" 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