<snapdata remixID="12833085"><project name="Lab 2.4: Number Guessing Game" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 2.4: Number Guessing Game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><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="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_images"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="151.95292968750027" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>name</l><l></l></block><block s="doHideVar"><l>guesses</l></block><block s="doSetVar"><l>guesses</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="doHideVar"><l>random number</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>welcome, </l><block s="reportJoinWords"><list><block var="name"/><l>! try to guess the number!</l></list></block></list></block><l>2</l></block><block s="doAsk"><l>what should  the highest possible number be?</l></block><block s="doSetVar"><l>highest possible number</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>random number</l><block s="reportRandom"><l>1</l><block var="highest possible number"/></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="random number"/><block s="reportShown"></block></list></block><script><block s="doAsk"><l>guess the number</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doBroadcast"><l>Colors!</l><list></list></block><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doShowVar"><l>random number</l></block><block s="doShowVar"><l>guesses</l></block><block s="doSayFor"><block s="reportJoinWords"><list><block var="name"/><l>, You win!</l></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You guessed the number in </l><block s="reportJoinWords"><list><block var="guesses"/><l> Tries! Great job!</l></list></block></list></block><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>too high, </l><block s="reportJoinWords"><list><block var="name"/><l>! Try again!</l></list></block></list></block><l>2</l></block></script><script><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>too low, </l><block s="reportJoinWords"><list><block var="name"/><l>! Try again!</l></list></block></list></block><l>2</l></block></script></block></script></block></script></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="52.00000399999999" color="4,148,220" hidden="true"/><watcher var="highest possible number" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="random number" style="normal" x="3" y="332" color="243,118,29" hidden="true"/><watcher var="guesses" style="normal" x="2" y="303.000008" color="243,118,29" hidden="true"/><watcher var="name" style="normal" x="1" y="274.000002" color="243,118,29"/></sprites></stage><variables><variable name="random number"><l>1</l></variable><variable name="name"><l></l></variable><variable name="highest possible number"><l>3</l></variable><variable name="guesses"><l>0</l></variable></variables></scene></scenes></project><media name="Lab 2.4: Number Guessing Game" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="images" center-x="127" center-y="99" image="data:image/png;base64,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" mediaID="Sprite_cst_images"/></media></snapdata>