<snapdata remixID="11904825"><project name="Lab 2.4" 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="Lab 2.4"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_costume1"></ref></item></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_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="39" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>Hello!</l><l>2</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="doSayFor"><block var="Name"/><l>2</l></block><block s="doSayFor"><l>Nice to meet you!</l><l>2</l></block><block s="doSayFor"><l>Welcome to Guessing Game: Abstract Edition!</l><l>2</l></block><block s="doSayFor"><l>You guess a number then if you get it correct- you win!</l><l>3.5</l></block><block s="doSayFor"><l>Don&apos;t worry if you don&apos;t get it right though, you&apos;ll keep getting chances until you do!</l><l>6</l></block><block s="doSayFor"><l>There are 4 difficulties Easy, Medium, Hard, and Impossible.</l><l>4</l></block><block s="doAsk"><l>What diificulty would you like to play?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Easy</l></block><script><block s="doBroadcast"><l>EASY</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Medium</l></block><script><block s="doBroadcast"><l>MEDIUM</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Hard</l></block><script><block s="doBroadcast"><l>HARD</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Impossible</l></block><script><block s="doBroadcast"><l>IMPOSSIBLE</l><list></list></block></script><script><block s="doBroadcast"><l>wrong</l><list></list></block></script></block></script></block></script></block></script></block></script><script x="511" y="36"><block s="receiveMessage"><l>EASY</l><list></list></block><block s="doSetVar"><l>Guess Number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doSayFor"><l>Let&apos;s start!</l><l>2</l></block><block s="doSayFor"><l>Between 1-10...</l><l>2</l></block><block s="doForever"><script><block s="doAsk"><l>What number am I thinking of?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="Guess Number"/></block><script><block s="doSayFor"><l>You guessed correct! Good job!</l><l>2</l></block><block s="doAsk"><l>Want to play again?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doBroadcast"><l>replay</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doStopThis"><l><option>all</option></l></block></script></block></script><script><block s="doSayFor"><block var="Name"/><l>2</l></block><block s="doSayFor"><l>That was not the correct number</l><l>2</l></block><block s="doSayFor"><l>Let&apos;s try again</l><l>2</l></block></script></block></script></block></script><script x="38" y="604.6666666666665"><block s="receiveMessage"><l>replay</l><list></list></block><block s="doWait"><l>1</l></block><block s="doAsk"><l>What diificulty would you like to play?</l></block><block s="doSetVar"><l>replayy</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block var="replayy"/><l>Easy</l></block><script><block s="doBroadcast"><l>EASY</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="replayy"/><l>Medium</l></block><script><block s="doBroadcast"><l>MEDIUM</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="replayy"/><l>Hard</l></block><script><block s="doBroadcast"><l>HARD</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="replayy"/><l>Impossible</l></block><script><block s="doBroadcast"><l>IMPOSSIBLE</l><list></list></block></script><script><block s="doBroadcast"><l>wrong</l><list></list></block></script></block></script></block></script></block></script></block></script><script x="867" y="26.66666666666663"><block s="receiveMessage"><l>MEDIUM</l><list></list></block><block s="doSetVar"><l>Guess Number</l><block s="reportRandom"><l>1</l><l>50</l></block></block><block s="doSayFor"><l>Let&apos;s start!</l><l>2</l></block><block s="doSayFor"><l>Between 1-50...</l><l>2</l></block><block s="doForever"><script><block s="doAsk"><l>What number am I thinking of?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="Guess Number"/></block><script><block s="doSayFor"><l>You guessed correct! Good job!</l><l>2</l></block><block s="doAsk"><l>Want to play again?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doBroadcast"><l>replay</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doStopThis"><l><option>all</option></l></block></script></block></script><script><block s="doSayFor"><block var="Name"/><l>2</l></block><block s="doSayFor"><l>That was not the correct number</l><l>2</l></block><block s="doSayFor"><l>Let&apos;s try again</l><l>2</l></block></script></block></script></block></script><script x="861" y="454.66666666666663"><block s="receiveMessage"><l>IMPOSSIBLE</l><list></list></block><block s="doSetVar"><l>Guess Number</l><block s="reportRandom"><l>1</l><l>10000000000000000000000000000000000</l></block></block><block s="doSayFor"><l>Let&apos;s start!</l><l>2</l></block><block s="doSayFor"><l>Between 1-......</l><l>2</l></block><block s="doForever"><script><block s="doAsk"><l>What number am I thinking of?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="Guess Number"/></block><script><block s="doSayFor"><l>You guessed correct! Good job!</l><l>2</l></block><block s="doAsk"><l>Want to play again?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doBroadcast"><l>replay</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doStopThis"><l><option>all</option></l></block></script></block></script><script><block s="doSayFor"><block var="Name"/><l>2</l></block><block s="doSayFor"><l>That was not the correct number</l><l>2</l></block><block s="doSayFor"><l>Let&apos;s try again</l><l>2</l></block></script></block></script></block></script><script x="41" y="1042.6666666666665"><block s="receiveMessage"><l>wrong</l><list></list></block><block s="doSayFor"><l>That is an invalid difficulty!</l><l>2</l></block><block s="doSayFor"><l>There are 4 difficulties Easy, Medium, Hard, and Impossible.</l><l>2</l></block><block s="doAsk"><l>What diificulty would you like to play?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Easy</l></block><script><block s="doBroadcast"><l>EASY</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Medium</l></block><script><block s="doBroadcast"><l>MEDIUM</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Hard</l></block><script><block s="doBroadcast"><l>HARD</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Impossible</l></block><script><block s="doBroadcast"><l>IMPOSSIBLE</l><list></list></block></script><script><block s="doBroadcast"><l>wrong</l><list></list></block></script></block></script></block></script></block></script></block></script><script x="512" y="475.66666666666663"><block s="receiveMessage"><l>HARD</l><list></list></block><block s="doSetVar"><l>Guess Number</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doSayFor"><l>Let&apos;s start!</l><l>2</l></block><block s="doSayFor"><l>Between 1-100...</l><l>2</l></block><block s="doForever"><script><block s="doAsk"><l>What number am I thinking of?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="Guess Number"/></block><script><block s="doSayFor"><l>You guessed correct! Good job!</l><l>2</l></block><block s="doAsk"><l>Want to play again?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doBroadcast"><l>replay</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doStopThis"><l><option>all</option></l></block></script></block></script><script><block s="doSayFor"><block var="Name"/><l>2</l></block><block s="doSayFor"><l>That was not the correct number</l><l>2</l></block><block s="doSayFor"><l>Let&apos;s try again</l><l>2</l></block></script></block></script></block></script></scripts></sprite><watcher var="Name" style="normal" x="10" y="7.000001999999995" color="243,118,29" hidden="true"/><watcher var="replayy" style="normal" x="10" y="28.00000399999999" color="243,118,29" hidden="true"/><watcher var="Guess Number" style="normal" x="6" y="8" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Guess Number"><l>1.7317354450580978e+33</l></variable><variable name="Name"><l>bread</l></variable><variable name="replayy"><l>impossible</l></variable></variables></scene></scenes></project><media name="Lab 2.4" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="costume1" center-x="191" center-y="221.875" image="data:image/png;base64,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" mediaID="Stage_cst_costume1"/><costume name="Untitled" center-x="99" center-y="67" image="data:image/png;base64,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" mediaID="Sprite_cst_Untitled"/></media></snapdata>