<snapdata remixID="13346137"><project name="NumberGuessing" 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="NumberGuessing"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number guessing game" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>maximum</l></list></block><block s="doDeclareVariables"><list><l>secret number</l></list></block><block s="doDeclareVariables"><list><l>guesses</l><l>reset</l></list></block><block s="doSetVar"><l>guesses</l><l>0</l></block><block s="doSetVar"><l>reset</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>reset</l><l>0</l></block><block s="doAsk"><l>What is the maximum number?</l></block><block s="doSetVar"><l>maximum</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><block s="reportVariadicLessThan"><list><l>0</l><block s="getLastAnswer"></block></list></block><block s="getLastAnswer"></block></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doSetVar"><l>guesses</l><block s="reportVariadicSum"><list><block var="guesses"/><l>1</l></list></block></block><block s="doAsk"><l>What&apos;s the secret number?</l></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><block s="reportVariadicLessThan"><list><block var="guesses"/><l>1</l></list></block></list></block><script><block s="doSayFor"><l>Too small!</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><block s="reportVariadicLessThan"><list><block var="guesses"/><l>1</l></list></block></list></block><script><block s="doSayFor"><l>Too big!</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="guesses"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="guesses"/><l>1</l></list></block></list></block></list></block><script><block s="doSayFor"><l>Still too small! Think bigger!</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="guesses"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="guesses"/><l>1</l></list></block></list></block></list></block><script><block s="doSayFor"><l>Still too big! Think smaller!</l><l>2</l></block></script><list></list></block></script></block><block s="doSetVar"><l>guesses</l><l>0</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You got it! My secret number was </l><block var="secret number"/><l>! It took you </l><block var="guesses"/><l> guesses!</l></list></block><l>2</l></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><custom-block s="number guessing game"></custom-block></script><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script></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" id="221"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="222"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="223"></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="2" y="-7" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="229"><costumes><list id="230"><item><ref mediaID="Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="231"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doRun"><block s="reifyScript"><script><custom-block s="number guessing game"></custom-block></script><list></list></block><list></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="NumberGuessing" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="239.5" center-y="142" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="Untitled" center-x="-207" center-y="45" image="data:image/png;base64,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" mediaID="Sprite_cst_Untitled"/></media></snapdata>