<snapdata remixID="8836970"><project name="lab 2.4" 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="3" 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,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAK1SURBVHhe7cExAQAAAMKg9U9tDB8gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgIsajf4AAXBXLv8AAAAASUVORK5CYII=</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="145.5" center-y="104" image="data:image/png;base64,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" id="3"/></item><item><costume name="Untitled(2)" center-x="145.5" center-y="104" image="data:image/png;base64,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" id="4"/></item><item><costume name="Untitled(3)" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAK1SURBVHhe7cExAQAAAMKg9U9tDB8gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgIsajf4AAXBXLv8AAAAASUVORK5CYII=" id="5"/></item></list></costumes><sounds><list struct="atomic" id="6"></list></sounds><variables></variables><blocks></blocks><scripts><script x="250" y="243"><block s="receiveMessage"><l>Win</l></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block></script><script x="73" y="230"><block s="receiveMessage"><l>Lose</l></block><block s="doSwitchToCostume"><l>Untitled</l></block></script><script x="116" y="77"><block s="receiveKey"><l><option>r</option></l></block><block s="doSwitchToCostume"><l>Untitled(3)</l></block></script></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="23"><costumes><list struct="atomic" id="24"></list></costumes><sounds><list struct="atomic" id="25"></list></sounds><blocks></blocks><variables></variables><scripts><script x="58" y="10"><block s="receiveKey"><l><option>r</option></l></block><block s="doAsk"><l>Guess a number between 1 and ten.</l></block><block s="doSetVar"><l>Magic Number</l><block s="reportRandom"><l>3</l><l>3</l></block></block><block s="doIf"><block s="reportEquals"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="Magic Number"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doBroadcast"><l>Lose</l></block><block s="bubble"><l>higher</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="Magic Number"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doBroadcast"><l>Lose</l></block><block s="bubble"><l>lower</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportIsIdentical"><block s="getLastAnswer"></block><block var="Magic Number"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bubble"><block var="Magic Number"/></block><block s="doBroadcast"><l>Win</l></block></script></block></script><script x="107" y="360"><block s="receiveGo"></block><block s="doAsk"><l>Guess a number between 1 and ten.</l></block><block s="doSetVar"><l>Magic Number</l><block s="reportRandom"><l>3</l><l>3</l></block></block><block s="doIf"><block s="reportEquals"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="Magic Number"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doBroadcast"><l>Lose</l></block><block s="bubble"><l>higher</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="Magic Number"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doBroadcast"><l>Lose</l></block><block s="bubble"><l>lower</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportIsIdentical"><block s="getLastAnswer"></block><block var="Magic Number"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bubble"><block var="Magic Number"/></block><block s="doBroadcast"><l>Win</l></block></script></block></script></scripts></sprite><watcher var="Magic Number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Magic Number"><l>3</l></variable></variables></project><media name="lab 2.4" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>