<snapdata remixID="9171399"><project name="reverse guess my number" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveMessage"><l>start</l></block><block s="doSwitchToCostume"><l>amon</l></block><custom-block s="initial"></custom-block><block s="doSayFor"><block s="reportJoinWords"><list><l>Ok, now I will guess your number that&apos;s between </l><block var="low bound"/><l> and </l><block var="high bound"/></list></block><l>2</l></block><block s="bubble"><block s="reportJoinWords"><list><l>Is it </l><custom-block s="avg"></custom-block><l>?</l></list></block></block><block s="doChangeVar"><l>guesses</l><l>1</l></block></script><script x="22" y="280"><block s="receiveMessage"><l>correct</l></block><block s="bubble"><block s="reportJoinWords"><list><l>I guessed your number in </l><block var="guesses"/><l> tries!</l><l>Press the green flag to play again!</l></list></block></block></script><script x="21" y="384"><block 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1kD2FGWhBLUzcAmttQQ1kT2EGWlALE7fAWltQA9lTmIEW1MLELbDWFtRA9hRmoAW1MHELrLUFNZA9hRn4P6h6O2z+M8nMAAAAAElFTkSuQmCC" 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id="171"/></item></list></costumes><sounds><list struct="atomic" id="172"></list></sounds><blocks></blocks><variables></variables><scripts><script x="49.599999999999994" y="172.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>low bound</l><custom-block s="avg"></custom-block></block><block s="doBroadcast"><l>higher</l></block></script><script x="306" y="175"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>999</l></block></script><script x="321" y="316"><block s="receiveMessage"><l>start</l></block><block s="doGlide"><l>1</l><l>-130</l><l>-100</l></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="17" y="13" color="4,148,220" hidden="true"/><watcher var="low bound" style="normal" x="10" y="10" color="243,118,29"/><watcher var="high bound" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="numList" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="guesses" style="normal" x="12" y="51.000005999999985" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Number guessing game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="tell %s to %cs"><l>Sprite(2)</l><script><block s="bubble"><l>I&apos;m thinking of a number from 1 to 60.</l></block></script></custom-block><block s="doDeclareVariables"><list><l>secret number</l><l>number of guesses</l><l>guesses</l></list></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>60</l></block></block><block s="doSetVar"><l>number of guesses</l><l>0</l></block><block s="doSetVar"><l>guesses</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doAsk"><l>Guess my secret number.</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="guesses"/></block><block s="doSetVar"><l>number of guesses</l><block s="reportSum"><block var="number of guesses"/><l>1</l></block></block><custom-block s="tell %s to %cs"><l>Sprite(2)</l><script><block s="bubble"><block var="guesses"/></block></script></custom-block><block s="doSayFor"><custom-block s="high or low answer: %n secret number: %n"><block s="getLastAnswer"></block><block var="secret number"/></custom-block><l>2</l></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You guessed it in </l><block var="number of guesses"/><l> guesses.</l></list></block><l>3</l></block></script></block-definition><block-definition s="high or low answer: %&apos;answer&apos; secret number: %&apos;secret number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="answer"/><block var="secret number"/></block><script><block s="doReport"><l>Yay!</l></block></script></block><block s="doIfElse"><block s="reportLessThan"><block var="answer"/><block var="secret number"/></block><script><block s="doReport"><l>too low</l></block></script><script><block s="doReport"><l>too high</l></block></script></block></script></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="setup" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Hi! Do you want to play reverse guess my number?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>y</l></block><script><block s="doAsk"><l>what is the lowest bound?</l></block><block s="doSetVar"><l>low bound</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what&apos;s the highest bound?</l></block><block s="doSetVar"><l>high bound</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>numList</l><block s="reportNewList"><list><block s="reportNumbers"><block var="low bound"/><block var="high bound"/></block></list></block></block></script><script><block s="doSayFor"><l>Click the green flag to start over. You know you want to play this</l><l>3</l></block></script></block></script></block-definition><block-definition s="avg" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="high bound"/><block var="low bound"/></block><l>2</l></block></block></block></script></block-definition><block-definition s="initial" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Let&apos;s play guess my number!</l><l>3</l></block><block s="doAsk"><l>What do you want the lower bound to be?</l></block><block s="doSetVar"><l>low bound</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What do you want the higher bound to be?</l></block><block s="doSetVar"><l>high bound</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>numList</l><block s="reportNewList"><list><block s="reportNumbers"><block var="low bound"/><block var="high bound"/></block></list></block></block></script></block-definition></blocks><variables><variable name="low bound"><l>27</l></variable><variable name="high bound"><l>30</l></variable><variable name="numList"><list id="384"><item><list struct="atomic" linked="linked" id="385">1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40</list></item></list></variable><variable name="guesses"><l>5</l></variable></variables></project><media name="reverse guess my number" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>