<snapdata remixID="12336647"><project name="Number Guessing Game" 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="Number Guessing Game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Number Generation and Guessing" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Lives"/><l>0</l></list></block><script><block s="doBroadcast"><l>Game Over</l><list></list></block></script><script><block s="doAsk"><l>What do you believe the number is between one and fifteen?</l></block><block s="doSetVar"><l>User&apos;s Input</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Computer Generated Number"/><block var="User&apos;s Input"/></list></block><script><block s="doSayFor"><l>You guessed correctly</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doChangeVar"><l>Lives</l><l>-1</l></block><block s="doSayFor"><l>Incorrect</l><l>2</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="Computer Generated Number"/><block var="User&apos;s Input"/></list></block><script><block s="doSayFor"><l>The correct answer is higher</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="Computer Generated Number"/><block var="User&apos;s Input"/></list></block><script><block s="doSayFor"><l>The correct answer is lower</l><l>2</l></block></script><list></list></block></script></block><block s="doAsk"><l>Do you want to play again?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doBroadcast"><l>Play again</l><list></list></block></script><list></list></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" 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" mediaID="Stage_cst_Untitled"/><costume name="Untitled(2)" center-x="240" center-y="180" 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mediaID="Stage_cst_Untitled(2)"/><costume name="costume1(2)" center-x="73" center-y="88" 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mediaID="The Man_cst_costume1(2)"/><costume name="costume1" center-x="73" center-y="88" 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" 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