<snapdata remixID="9194253"><project name="number guesser" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="chungus" center-x="240" center-y="180" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doSetVar"><l>Name</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the highest you want to guess</l></block><block s="doSetVar"><l>the highest you can guess</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>start game</l></block></script><script x="20" y="180.9999999999999"><block s="receiveMessage"><l>play again</l></block><block s="doAsk"><l>what is the highest you want to guess</l></block><block s="doSetVar"><l>the highest you can guess</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>the number</l><block s="reportRandom"><l>1</l><block var="the highest you can guess"/></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>i am thinking of a number between</l><l> </l><l>1</l><l> </l><block var="the highest you can guess"/></list></block></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="the number"/></block><script><block s="doChangeVar"><l>Guesses</l><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>you won</l><l> </l><block var="Name"/></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>the secret number was</l><l> </l><block var="the number"/></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>it took you</l><l> </l><block var="Guesses"/><l> </l><l>Guesses</l></list></block><l>2</l></block><block s="doAsk"><l>do you want to play again</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doBroadcast"><l>play again</l></block></script><script><block s="doSayFor"><l>thanks for playing!</l><l>2</l></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="the number"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>that is too low</l><l> </l><block var="Name"/></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>that is too high</l><l> </l><block var="Name"/></list></block><l>2</l></block></script></block><block s="doBroadcast"><l>try again</l></block></script></block></script><script x="20" y="744.0000000000002"><block s="receiveMessage"><l>start game</l></block><block s="doSetVar"><l>the number</l><block s="reportRandom"><l>1</l><block var="the highest you can guess"/></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>i am thinking of a number between</l><l> </l><l>1</l><l> </l><block var="the highest you can guess"/></list></block></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="the number"/></block><script><block s="doChangeVar"><l>Guesses</l><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>you won</l><l> </l><block var="Name"/></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>the secret number was</l><l> </l><block var="the number"/></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>it took you</l><l> </l><block var="Guesses"/><l> </l><l>Guesses</l></list></block><l>2</l></block><block s="doAsk"><l>do you want to play again</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSetVar"><l>Guesses</l><l>0</l></block><block s="doBroadcast"><l>play again</l></block></script><script><block s="doSayFor"><l>thanks for playing!</l><l>2</l></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="the number"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>that is too low</l><l> </l><block var="Name"/></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>that is too high</l><l> </l><block var="Name"/></list></block><l>2</l></block></script></block><block s="doBroadcast"><l>try again</l></block></script></block></script><script x="20" y="1286.0000000000002"><block s="receiveMessage"><l>try again</l></block><block s="doChangeVar"><l>Guesses</l><l>1</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Try again</l><l> </l><block var="Name"/></list></block></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="the number"/></block><script><block s="doChangeVar"><l>Guesses</l><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>you won</l><l> </l><block var="Name"/></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>the secret number was</l><l> </l><block var="the number"/></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>it took you</l><l> </l><block var="Guesses"/><l> </l><l>Guesses</l></list></block><l>2</l></block><block s="doAsk"><l>do you want to play again</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSetVar"><l>Guesses</l><l>0</l></block><block s="doBroadcast"><l>play again</l></block></script><script><block s="doSayFor"><l>thanks for playing!</l><l>2</l></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="the number"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>that is too low</l><l> </l><block var="Name"/></list></block><l>2</l></block><block s="doBroadcast"><l>try again</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>that is too high</l><l> </l><block var="Name"/></list></block><l>2</l></block><block s="doBroadcast"><l>try again</l></block></script></block></script></block></script></scripts></sprite><watcher var="the number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Name" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="the highest you can guess" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="Guesses" style="normal" x="129" y="9.000005999999985" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="the number"><l>0</l></variable><variable name="Name"><l>0</l></variable><variable name="the highest you can guess"><l>0</l></variable><variable name="Guesses"><l>0</l></variable></variables></project><media name="number guesser" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>