<snapdata remixID="8667895"><project name="Guessing Game" app="Snap! 5.1, 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" volume="100" pan="0" lines="round" ternary="false" 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="1" 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="amon" center-x="87.5" center-y="81.5" image="data:image/png;base64,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" id="10"/></item><item><costume name="amon(2)" center-x="87.5" center-y="81.5" image="data:image/png;base64,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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="receiveGo"></block><block s="doSetVar"><l>tries</l><l>0</l></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>Choose max number</l></block><block s="doSetVar"><l>max number</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>number</l><block s="reportRandom"><l>1</l><block var="max number"/></block></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="number"/></block><script><block s="doChangeVar"><l>tries</l><l>1</l></block><block s="doAsk"><l>What number am i thinking of?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="number"/></block><script><block s="bubble"><block s="reportJoinWords"><list><l>Correct! My number is </l><block var="number"/><l> it took you </l><block var="tries"/><l> to guess correctly</l></list></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="number"/><block s="getLastAnswer"></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Wrong!</l><block var="name"/><l> You guessed to high, try again</l></list></block><l>4</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Wrong!</l><block var="name"/><l> You guessed to low, try again</l></list></block><l>4</l></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="number" style="normal" x="5" y="5" color="243,118,29" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="3" y="58.50000100000001" color="4,148,220" hidden="true"/><watcher var="name" style="normal" x="6" y="7.000001999999995" color="243,118,29" hidden="true"/><watcher var="max number" style="normal" x="5" y="29.000001999999995" color="243,118,29"/><watcher var="tries" style="normal" x="7" y="50" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="number"><l>1</l></variable><variable name="name"><l></l></variable><variable name="tries"><l>0</l></variable><variable name="max number"><l></l></variable></variables></project><media name="Guessing Game" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>