<snapdata remixID="10017937"><project name="guess the derps number" app="Snap! 6, https://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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</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="Derp" 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="Untitled" center-x="89" center-y="88" 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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="receiveMessage"><l>START</l><comment w="90" collapsed="false">Just guess the derp&apos;s number. Have fun! :D</comment></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 would you like your range to be from 1 to whatever?</l></block><block s="doSetVar"><l>RangeNumber</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>number</l><block s="reportRandom"><l>1</l><block var="RangeNumber"/></block></block><block s="doSetVar"><l>#ofTries</l><l>0</l></block><block s="doUntil"><block s="reportEquals"><block var="guess#"/><block var="number"/></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Guess my number, </l><block var="name"/><l>.</l></list></block></block><block s="doSetVar"><l>guess#</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportEquals"><block s="reportEquals"><block var="guess#"/><block var="number"/></block><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="doChangeVar"><l>#ofTries</l><l>1</l></block><block s="doIfElse"><block s="reportGreaterThan"><block var="guess#"/><block var="number"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Sorry </l><block var="name"/><l>, but that answer was too high.</l></list></block><l>4</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Sorry </l><block var="name"/><l>, but that answer was too low.</l></list></block><l>4</l></block></script></block></script></block></script></block><block s="doChangeVar"><l>#ofTries</l><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Congrats, you won! My number was </l><block var="number"/><l>, obviously.</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="#ofTries"/><l>1</l></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>It also took you </l><block var="#ofTries"/><l> try to guess my number.</l></list></block><l>4</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>It also took you </l><block var="#ofTries"/><l> tries to guess my number.</l></list></block><l>4</l></block></script></block><block s="doSend"><l>DONE</l><l>PLAY</l></block></script></scripts></sprite><sprite name="PLAY" idx="2" x="6.5" y="-139.49999999999994" heading="90" scale="0.75" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,31.97699999999996,145.35,1" pen="tip" id="141"><costumes><list id="142"><item><costume name="Untitled" center-x="189" center-y="46" 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