<snapdata remixID="9114683"><project name="Computer 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 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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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" 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s="doWait"><l>0.055</l></block></script></block></script></block></script><script x="13" y="147"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIfElse"><block s="reportEquals"><block var="Primary"/><l>0</l></block><script><block s="doSetVar"><l>Primary</l><l>1</l></block><block s="doSetVar"><l>Minimum</l><block var="Primary Guess"/></block><block s="doIf"><block s="reportEquals"><block var="win"/><l>1</l></block><script><block s="doBroadcast"><l>what</l></block></script></block></script><script><block s="doSetVar"><l>Minimum</l><block s="reportSum"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="Maximum"/><block var="Minimum"/></block><l>2</l></block></block><l>1</l></block></block><block s="doIf"><block s="reportEquals"><block var="win"/><l>1</l></block><script><block s="doBroadcast"><l>what</l></block></script></block></script></block></script></scripts></sprite><sprite name="Larry" 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" id="287"/></item></list></costumes><sounds><list struct="atomic" id="288"></list></sounds><blocks></blocks><variables></variables><scripts><script x="353.9999999999998" y="10"><block s="receiveMessage"><l>Number Guessed</l></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="bubble"><l>I knew it</l></block></script><script x="30" y="18.000000000000455"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>50</l></block><block s="doSetVar"><l>Primary</l><l>0</l></block><block s="doSetVar"><l>win</l><l>0</l></block><block s="doSetVar"><l>Minimum</l><l>0</l></block><block s="doSetVar"><l>Maximum</l><l></l></block><block s="doSayFor"><l>Sup, I&apos;m a pyschic and Im gonna  guess your number</l><l>4</l></block><block s="doAsk"><l>Do you want easy mode or hard mode?(for me)</l></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>easy</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>easy mode</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>hard</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>hard mode</l></block></block></block></block><script><block s="doSayFor"><l>what</l><l>2</l></block><block s="doAsk"><l>Do you want easy mode or hard mode?(for me)</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>easy</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>easy mode</l></block></block><script><block s="doBroadcast"><l>easy</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>hard</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>hard mode</l></block></block><script><block s="doBroadcast"><l>hard</l></block></script></block></script><script x="422.9999999999998" y="100.66666666666714"><block s="receiveMessage"><l>what</l></block><block s="bubble"><l>what</l></block></script><script x="31" y="459.00000000000034"><block s="receiveMessage"><l>hard</l></block><block s="doUntil"><block s="reportEquals"><block s="reportIsA"><block var="Maximum"/><l><option>number</option></l></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>What do you want the maximum to be? </l><l>(Decimals will be rounded)</l></list></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doIf"><block s="reportLessThan"><l>0</l><block s="getLastAnswer"></block></block><script><block s="doSetVar"><l>Maximum</l><block s="reportMonadic"><l><option>floor</option></l><block s="getLastAnswer"></block></block></block></script></block></script><script><block s="doIf"><block s="reportIsA"><block var="Maximum"/><l><option>text</option></l></block><script><block s="doSayFor"><l>In case you haven&apos;t noticed, letters aren&apos;t numbers</l><l>2</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="reportIsA"><block var="Primary Guess"/><l><option>number</option></l></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="reportLessThan"><block var="Primary Guess"/><block var="Maximum"/></block></block><script><block s="doUntil"><block s="reportEquals"><block var="Primary"/><l>1</l></block><script><block s="bubble"><block s="reportJoinWords"><list><l>Is it </l><block var="Primary Guess"/><l>?</l></list></block></block></script></block></script></block><block s="doSayFor"><l>Dang it</l><l>2</l></block><block s="doUntil"><block s="reportEquals"><block var="win"/><l>1</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportDifference"><block var="Maximum"/><block var="Minimum"/></block><l>0</l></block><script><block s="bubble"><block s="reportJoinWords"><list><l>It&apos;s </l><block var="Maximum"/><l> then!</l></list></block></block><block s="doSetVar"><l>win</l><l>1</l></block></script><script><block s="doSetVar"><l>Guess</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="Maximum"/><block var="Minimum"/></block><l>2</l></block></block></block><block s="bubble"><block s="reportJoinWords"><list><l>Is it </l><block var="Guess"/><l>?</l></list></block></block></script></block></script></block></script><script x="433" y="308.99999999999983"><block s="receiveMessage"><l>easy</l></block><block s="doAsk"><l>What number do you want me to guess?</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>it&apos;s </l><block s="getLastAnswer"></block></list></block><l>2</l></block><block s="doSayFor"><l>damn I&apos;m good</l><l>2</l></block></script></scripts></sprite><watcher var="Minimum" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Maximum" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="win" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="Guess" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><watcher var="Primary Guess" style="normal" x="10" y="94.00000799999998" color="243,118,29"/><watcher var="Primary" style="normal" x="10" y="115.00000999999997" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Minimum"><l>32</l></variable><variable name="Maximum"><l>34</l></variable><variable name="win"><l>0</l></variable><variable name="Guess"><l>33</l></variable><variable name="Primary Guess"><l>33</l></variable><variable name="Primary"><l>1</l></variable></variables></project><media name="Computer Guess My Number" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>