<snapdata remixID="12277376"><project name="GuessingNumber" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="GuessingNumber"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Name" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><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" id="9"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="SECRET NUMRT" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="31.000001999999995" color="4,148,220"/><sprite name="e" idx="1" x="-57" y="-4" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="18"><costumes><list id="19"><item><ref mediaID="e_cst_Untitled"></ref></item><item><ref mediaID="e_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><blocks></blocks><variables></variables><scripts><script x="81" y="51.73333333333335"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>SECRET NUMRT</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doAsk"><l>what do you think my number is?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="SECRET NUMRT"/></block><script><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Your right! How did you know it was </l><block s="getLastAnswer"></block></list></block><l>3</l></block></script><script><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="SECRET NUMRT"/></block><script><block s="doAsk"><l>not quite, try again</l></block></script></block></script></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You got it! its </l><block s="getLastAnswer"></block></list></block><l>2</l></block></script></scripts></sprite></sprites></stage><variables><variable name="SECRET NUMRT"><l>7</l></variable></variables></scene></scenes></project><media name="GuessingNumber" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="139.5" center-y="122" image="data:image/png;base64,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" mediaID="e_cst_Untitled"/><costume name="Untitled(2)" center-x="197" center-y="130" image="data:image/png;base64,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" mediaID="e_cst_Untitled(2)"/></media></snapdata>