<snapdata remixID="15061408"><project name="Number Guessing Game" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Number Guessing Game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Guesser" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="ComputerGuess"/><block var="PlayerGuess"/></list></block><script><block s="doSayFor"><l>Congratulations!</l><l>1</l></block><block s="doBroadcast"><l>playAgain</l><list></list></block></script><script><block s="doChangeVar"><l>Guesses</l><l>1</l></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="PlayerGuess"/><block var="ComputerGuess"/></list></block><script><block s="doSayFor"><l>Higher...</l><l>1.5</l></block></script><script><block s="doSayFor"><l>Lower...</l><l>1.5</l></block></script></block><block s="doAsk"><l>Enter a number from one through ten again.</l></block><block s="doSetVar"><l>PlayerGuess</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="Guesses"/><l>4</l></list></block><script><block s="doSayFor"><l>Your&apos;re a failure!</l><l>2</l></block><block s="doBroadcast"><l>playAgain</l><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="Guesser"></custom-block></script></block></script></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="73"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="74"><item><ref mediaID="Number Guessing Game_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="75"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="80"><costumes><list id="81"><item><ref mediaID="Number Guessing Game_Sprite_cst_dsads"></ref></item></list></costumes><sounds><list struct="atomic" id="82"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="setScale"><l>60</l></block><block s="doSetVar"><l>Guesses</l><l>0</l></block><block s="doSetVar"><l>ComputerGuess</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doAsk"><l>Guess a number from one through ten.</l></block><block s="doSetVar"><l>PlayerGuess</l><block s="getLastAnswer"></block></block><custom-block s="Guesser"></custom-block></script><script x="434" y="51.33333333333337"><block s="receiveMessage"><l>playAgain</l><list></list></block><block s="doAsk"><l>Do you want to play again?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script><script><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></scripts></sprite><watcher var="ComputerGuess" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="PlayerGuess" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Guesses" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="ComputerGuess"><l>10</l></variable><variable name="PlayerGuess"><l>9</l></variable><variable name="Guesses"><l>0</l></variable></variables></scene></scenes></project><media name="Number Guessing Game" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Number Guessing Game_Stage_cst_Untitled"/><costume name="dsads" center-x="176.5" center-y="180" image="data:image/png;base64,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" mediaID="Number Guessing Game_Sprite_cst_dsads"/></media></snapdata>