<snapdata remixID="14756890"><project name="U2L1-NumberGuessing" 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="U2L1-NumberGuessing"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number guessing game" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>secret number</l><l>guesses</l></list></block><block s="doSetVar"><l>guesses</l><l>0</l></block><block s="doAsk"><l>What should the maximum number be?</l></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><block s="getLastAnswer"></block></block></block><block s="doShowVar"><l>secret number</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number from 1 to</l><block s="getLastAnswer"></block></list></block></block><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doUntil"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><block s="reportVariadicEquals"><list><block var="guesses"/><l>5</l></list></block></list></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doAsk"><l>Guess Higher</l></block></script><script><block s="doAsk"><l>Guess Lower</l></block></script></block><block s="doChangeVar"><l>guesses</l><l>1</l></block></script></block><block s="doHideVar"><l>secret number</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Congrats you guess the number. You took</l><block var="guesses"/><l>guess(es)</l></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Sorry you ran out of guesses the secret number was </l><block var="secret number"/><l>.</l></list></block><l>2</l></block></script></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><primitives></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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