<snapdata remixID="8776463"><project name="U2L1P2-ExtendedGuessGame" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="91" y="100"><block s="receiveGo"></block><custom-block s="number guessing game"></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number guessing game" type="command" category="motion"><comment w="147" collapsed="false">Guessing Game with congratulations.&#xD;&#xD;Vanessa Chen &amp; Samantha Hauser</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>secret number</l></list></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doIfElse"><block s="reportLessThan"><block s="reportRandom"><l>1</l><l>10</l></block><l>5</l></block><script><block s="doSayFor"><l>Welcome to the number guessing game!</l><l>2</l></block><block s="doSayFor"><l>Guess the number from 1-10!</l><l>2</l></block></script><script><block s="doSayFor"><l>I have picked a number from 1-10</l><l>2</l></block><block s="doSayFor"><l>Try to guess it!</l><l>2</l></block></script><comment w="90" collapsed="false">welcome messages</comment></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><block var="secret number"><comment w="90" collapsed="false">Debugging</comment></block></block><script><block s="doAsk"><l>what is my secret number?</l></block></script></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doAsk"><l>what is my secret number?</l></block><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportRandom"><l>1</l><l>10</l></block><l>5</l></block><script><block s="doSayFor"><l>Too small, try again!</l><l>2</l></block></script><script><block s="doSayFor"><l>Your number is too low!</l><l>2</l></block></script><comment w="90" collapsed="false">Too small responses</comment></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportRandom"><l>1</l><l>10</l></block><l>5</l></block><script><block s="doSayFor"><l>Too big, try again!</l><l>2</l></block></script><script><block s="doSayFor"><l>Your number is too high!</l><l>2</l></block></script><comment w="90" collapsed="false">Too big responses</comment></block></script></block></script><comment w="90" collapsed="false">Main question/answer code</comment></block><block s="doIfElse"><block s="reportLessThan"><block s="reportRandom"><l>1</l><l>10</l></block><l>5</l></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Congrats, my number was </l><block var="secret number"/></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>You won!</l><l> </l><block var="secret number"/><l> </l><l>was right!</l></list></block><l>2</l></block></script><comment w="90" collapsed="false">winning messages</comment></block></script></block-definition><block-definition s="congrats! My Secret Number was" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables></variables></project><media name="U2L1P2-ExtendedGuessGame" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>