<snapdata remixID="12835463"><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><block-definition s="Sorry" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="sorry" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Sorry</l><l>2</l></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="Soorrryyy" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><block s="reportVariadicSum"><list><custom-block s="sorry"></custom-block><block var="Name"/></list></block><l>2</l></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="Lowest" type="reporter" 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id="38"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="Number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Name" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Lowest" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="Highest" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="Attempts" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="11" y="-35.5" heading="90" scale="0.3" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="49"><costumes><list id="50"><item><ref mediaID="Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="51"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>Attempts</l><l>1</l></block><block s="doAsk"><l>Greetings! What is your name?</l></block><block s="doSetVar"><l>Name</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Hello,</l><l>1</l></block><block s="doSayFor"><block var="Name"/><l>1</l></block><block s="doSayFor"><l>welcome to the game.</l><l>2</l></block><block s="doSayFor"><l>For Easy mode...</l><l>2</l></block><block s="doSayFor"><l>I will select a random number between 1 and 10, and you have to guess it!</l><l>3</l></block><block s="doSayFor"><l>For Difficult mode...</l><l>2</l></block><block s="doSayFor"><l>I will select a random number between 1 and 50, and you have to guess it!</l><l>3</l></block><block s="doSayFor"><l>And for Custom, you can pick whatever max number you want.</l><l>2</l></block><block s="doAsk"><l>What game mode would you like to play?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Easy</l></list></block><script><block s="doSetVar"><l>Highest</l><l>10</l></block><block s="doSayFor"><l>Im thinking of a number between 1 and...</l><l>2</l></block><block s="doSayFor"><l>10</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Difficult</l></list></block><script><block s="doSetVar"><l>Highest</l><l>50</l></block><block s="doSayFor"><l>Im thinking of a number between 1 and...</l><l>2</l></block><block s="doSayFor"><l>50</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Custom</l></list></block><script><block s="doAsk"><l>Type the highest possible answer you want.</l></block><block s="doSetVar"><l>Highest</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>I&apos;m thinking of a number between 1 and...</l><l>2</l></block><block s="doSayFor"><block var="Highest"/><l>2</l></block></script><list></list></block><block s="doSetVar"><l>Number</l><block s="reportRandom"><l>1</l><block var="Highest"/></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="Number"/></list></block><script><block s="doAsk"><l>What is the number?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="Number"/></list></block><script><block s="doSayFor"><l>Congratulations, that is correct!</l><l>2</l></block><block s="doSayFor"><l>The number was...</l><l>2</l></block><block s="doSayFor"><block var="Number"/><l>2</l></block><block s="doSayFor"><l>You attempted to guess the answer in...</l><l>2</l></block><block s="doSayFor"><block var="Attempts"/><l>2</l></block><block s="doSayFor"><l>try!</l><l>0.5</l></block></script><script><block s="doSayFor"><l>Oh no.</l><l>2</l></block><block s="doSayFor"><block var="Name"/><l>1</l></block><block s="doSayFor"><l>You got it incorrect.</l><l>1</l></block></script></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="Number"/><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>Your to low!</l><l>2</l></block><block s="doChangeVar"><l>Attempts</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="Number"/><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>Your to high!</l><l>2</l></block><block s="doChangeVar"><l>Attempts</l><l>1</l></block></script><list></list></block></script></block></script><script x="347.21875" y="379.16666666666663"><block s="receiveGo"></block><block s="doForever"><script><block s="doWait"><l>0.01</l></block><block s="doRepeat"><l>10</l><script><block s="doWait"><l>0.01</l></block><block s="changeYPosition"><l>0.5</l></block></script></block><block s="doWait"><l>0.01</l></block><block s="doRepeat"><l>10</l><script><block s="doWait"><l>0.01</l></block><block s="changeYPosition"><l>-0.5</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="Number"><l>2</l></variable><variable name="Name"><l>Hailey</l></variable><variable name="Lowest"><l>1</l></variable><variable name="Highest"><l>10</l></variable><variable name="Attempts"><l>1</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="Untitled" center-x="240" center-y="180" 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" 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" 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