<snapdata remixID="13907276"><project name="Guessing Game" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts><script x="14.285714285714286" y="14.285714285714286"><block var="name"/></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="2.842170943040401e-14" heading="90" scale="1" 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_costume"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="745" y="32.142857142857146"><block s="receiveKey"><l><option>x</option></l><list></list></block><block s="doAsk"><l>Hi! What&apos;s your name?</l></block><block s="doSetVar"><l>guesses</l><l>0</l></block><block s="doSetVar"><l>name</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your favorite number?</l></block><block s="doSetVar"><l>highest number</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>number</l><block s="reportRandom"><l>1</l><block s="getLastAnswer"></block></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="number"/></list></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number from 1 to </l><block var="highest number"/></list></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="number"/></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Sorry </l><block var="name"/><l> but your guess is too high!</l></list></block><l>2</l></block><block s="doSayFor"><l>Try again!</l><l>1</l></block><block s="doChangeVar"><l>guesses</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="number"/></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Sorry </l><block var="name"/><l> but your guess is too low!</l></list></block><l>2</l></block><block s="doSayFor"><l>Try again!</l><l>1</l></block><block s="doChangeVar"><l>guesses</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="number"/></list></block><script><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Thats correct! You guessed it correctly in </l><block var="guesses"/><l> attempt(s)</l></list></block><l>3</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Thankyou for playing </l><block var="name"/></list></block><l>2</l></block></script><list></list></block></script></block></script></scripts></sprite><watcher var="number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="name" 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"/><watcher var="highest number" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="number"><l>3</l></variable><variable name="name"><l>Samuel</l></variable><variable name="guesses"><l>3</l></variable><variable name="highest number"><l>4</l></variable></variables></scene></scenes></project><media name="Guessing Game" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="costume" center-x="171" center-y="116.5" 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" 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