<snapdata remixID="11665499"><project name="MiniGuessingGameLab_Dinesh" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="MiniGuessingGameLab_Dinesh"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Hat Block" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Number Guessing Game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>Secret Number</l></list></block><block s="doSwitchToCostume"><l>bear2 b</l></block><block s="doSayFor"><l>Hello!</l><l>1.5</l></block><block s="doSwitchToCostume"><l>bear2 a</l></block><block s="doSayFor"><l>We should play a game together.</l><l>1.5</l></block><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><block s="doSayFor"><l>I know!</l><l>1</l></block><block s="doSayFor"><l>We&apos;ll play a guessing game!</l><l>2</l></block><block s="doSayFor"><l>Let&apos;s decide your range!</l><l>2</l></block><block s="doAsk"><l>What&apos;s your minimum number?</l></block><block s="doSetVar"><l>rangeMin</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What&apos;s your maximum number?</l></block><block s="doSetVar"><l>rangeMax</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Secret Number</l><block s="reportRandom"><block var="rangeMin"/><block var="rangeMax"/></block></block><block s="doSetVar"><l>totalAttempts</l><l>1</l></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="Secret Number"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>My number is inbetween </l><block var="rangeMin"/><l> and </l><block var="rangeMax"/></list></block><l>3</l></block><block s="doSayFor"><l>It&apos;s in the top left if you forget!</l><l>1</l></block><block s="doAsk"><l>Guess my secret number!</l></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block var="rangeMin"/><block s="getLastAnswer"></block></block><block s="reportLessThan"><block s="getLastAnswer"></block><block var="Secret Number"/></block></block><script><block s="doSetVar"><l>rangeMin</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Too small</l><l>2</l></block><block s="doSetVar"><l>totalAttempts</l><block s="reportVariadicSum"><list><block var="totalAttempts"/><l>1</l></list></block></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block var="rangeMax"/><block s="getLastAnswer"></block></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="Secret Number"/></block></block><script><block s="doSetVar"><l>rangeMax</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Too Big</l><l>2</l></block><block s="doSetVar"><l>totalAttempts</l><block s="reportVariadicSum"><list><block var="totalAttempts"/><l>1</l></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="Secret Number"/><block s="getLastAnswer"></block></block><script><block s="doSayFor"><l>You guessed it!</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>That took you </l><block var="totalAttempts"/><l> attempts!</l></list></block><l>3</l></block><block s="doSayFor"><l>Thanks for playing with me!</l><l>2</l></block><block s="doSwitchToCostume"><l>APCSP_Start button</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="rangeMax"/></block><block s="reportLessThan"><block s="getLastAnswer"></block><block var="rangeMin"/></block></block><script><block s="doSayFor"><l>That&apos;s not in the range, remember...</l><l>2</l></block><block s="doSetVar"><l>totalAttempts</l><block s="reportVariadicSum"><list><block var="totalAttempts"/><l>1</l></list></block></block></script></block></script></block><block s="doSetVar"><l>rangeMax</l><l>0</l></block><block s="doSetVar"><l>rangeMin</l><l>0</l></block></script></block-definition></blocks><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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6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="196"></list></costumes><sounds><list struct="atomic" id="197"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-12" y="-4.000000000000085" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="202"><costumes><list id="203"><item><ref mediaID="Sprite_cst_APCSP_Start button"></ref></item><item><ref mediaID="Sprite_cst_bear2 a"></ref></item><item><ref mediaID="Sprite_cst_bear2 b"></ref></item></list></costumes><sounds><list struct="atomic" id="204"></list></sounds><blocks></blocks><variables></variables><scripts><script x="222" y="47"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="Number Guessing Game"></custom-block></script></scripts></sprite><watcher var="rangeMin" style="normal" x="10" y="10" color="243,118,29"/><watcher var="rangeMax" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="totalAttempts" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="rangeMin"><l>0</l></variable><variable name="rangeMax"><l>0</l></variable><variable name="totalAttempts"><l>2</l></variable></variables></scene></scenes></project><media name="MiniGuessingGameLab_Dinesh" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="APCSP_Start button" center-x="240" center-y="171.5" 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