<snapdata remixID="8534427"><project name="Lab 2.4 Barta" app="Snap! 5.1, http://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="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="alonzo " center-x="81" center-y="95" image="data:image/png;base64,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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"><comment w="90" collapsed="false">1.2</comment></block><block s="doSayFor"><l>Hello!</l><l>3</l></block><block s="doAsk"><l>What&apos;s your name?</l></block><block s="doBroadcastAndWait"><l>Name</l></block><block s="doAsk"><l>What is the highest natural number you want to guess? Please put answers in numerical form.</l><comment w="90" collapsed="true">2.1</comment></block><block s="doBroadcastAndWait"><l>High # Broadcast.</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You&apos;re picking between 1 and </l><block var="High #"/></list></block><l>3</l></block><block s="doAsk"><l>Pick a number.</l></block><block s="doSetVar"><l>Random Number</l><block s="reportRandom"><l>1</l><block var="High #"/></block></block><block s="doBroadcast"><l>Random Number</l></block></script><script x="30" y="370"><block s="receiveGo"><comment w="90" collapsed="true">1.2</comment></block><block s="doSetVar"><l>Rounds</l><l>0</l><comment w="90" collapsed="true">2.2</comment></block><block s="doHideVar"><l>Rounds</l></block><block s="doHideVar"><l>Random Number</l></block><block s="doHideVar"><l>Name</l></block><block s="doHideVar"><l>High #</l></block></script><script x="30" y="533"><block s="receiveMessage"><l>Name</l><comment w="90" collapsed="true">1.2</comment></block><block s="doSetVar"><l>Name</l><block s="getLastAnswer"></block></block></script><script x="30" y="607"><block s="receiveMessage"><l>Winner</l></block><block s="doShowVar"><l>Rounds</l></block><block s="doChangeVar"><l>Rounds</l><l>1</l><comment w="90" collapsed="true">2.2</comment></block><block s="doShowVar"><l>Random Number</l><comment w="90" collapsed="true">1.3b</comment></block><block s="bubble"><block s="reportJoinWords"><list><l>You&apos;re right! Good job </l><block var="Name"/><l>!</l></list></block></block></script><script x="30" y="751"><block s="receiveMessage"><l>Random Number</l><comment w="90" collapsed="true">1.2</comment></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="Random Number"/></block><script><block s="doBroadcast"><l>Winner</l></block></script><script><block s="doBroadcast"><l>Loser</l></block></script></block></script><script x="30" y="899"><block s="receiveMessage"><l>Loser</l></block><block s="doShowVar"><l>Rounds</l></block><block s="doChangeVar"><l>Rounds</l><l>1</l><comment w="90" collapsed="true">2.2</comment></block><block s="doIfElse"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="Random Number"/><comment w="90" collapsed="false">2.3</comment></block><script><block s="doSayFor"><l>Your previous number was lower than the answer</l><l>2</l></block></script><script><block s="doSayFor"><l>Your previous number was higher than the answer</l><l>2</l></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Sorry, </l><block var="Name"/><l>, try again.</l></list></block><l>3</l><comment w="90" collapsed="true">1.4</comment></block><block s="doAsk"><l>Pick a number</l><comment w="90" collapsed="true">1.3a</comment></block><block s="doBroadcast"><l>Random Number</l></block></script><comment x="289" y="425" w="90" collapsed="false">Hides Variables</comment><comment x="275" y="786" w="90" collapsed="false">Determines if the answer is equal to the random number and broadcasts the results</comment><comment x="306" y="541" w="90" collapsed="false">Puts name into a variable.</comment><comment x="332" y="661" w="90" collapsed="false">What happens if you win the game.</comment><comment x="507" y="974" w="90" collapsed="false">What happens when you lose the game. It will tell you if your answer was higher or lower than the random number.</comment><comment x="354" y="308" w="90" collapsed="false">Sets the high number as a variable.</comment><comment x="470" y="159" w="90" collapsed="false">Asks the starting questions and picks the random number.</comment><script x="26" y="314"><block s="receiveMessage"><l>High # Broadcast.</l><comment w="90" collapsed="true">2.1</comment></block><block s="doSetVar"><l>High #</l><block s="getLastAnswer"></block></block></script></scripts></sprite><watcher scope="Sprite" s="getCostumeIdx" style="normal" x="10" y="73.00000599999997" color="143,86,227" hidden="true"/><watcher var="Rounds" style="normal" x="5" y="4.000007999999966" color="243,118,29" hidden="true"/><watcher var="Random Number" style="normal" x="5" y="28" color="243,118,29" hidden="true"/><watcher var="Name" style="normal" x="7" y="51.000001999999995" color="243,118,29" hidden="true"/><watcher var="High #" style="normal" x="6" y="74.00000999999997" color="243,118,29" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="94.00000799999997" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="S variable" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables><variable name="Random Number"><l>1</l></variable><variable name="Name"><l>Elliot</l></variable><variable name="High #"><l>1</l></variable><variable name="Rounds"><l>0</l></variable></variables></project><media name="Lab 2.4 Barta" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>