<snapdata remixID="13810138"><project name="Lab 2.4 Starter Code " app="Snap! 10, 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 Starter Code "><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" 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struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite" idx="1" x="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="45.71428571428572" y="156"><block s="reportRandom"><l>1</l><l>10</l><comment w="57.142857142857146" collapsed="false">This block chooses a random # on its own between the ranges given.</comment></block></script><comment x="10" y="10" w="57.142857142857146" collapsed="false">Create a variable to hold the computers guess. </comment><script x="193.57142857142878" y="112.14285714285708"><block s="doAsk"><l>what&apos;s your name?</l><comment w="90" collapsed="false">Ask the user to guess a number. </comment></block></script><script x="118.57142857142878" y="14.714285714285694"><block s="doSetVar"><l></l><l>0</l><comment w="90" collapsed="false">Use this block to have the computer choose a random number. </comment></block></script><script x="281.42857142857156" y="173.71428571428578"><block s="getLastAnswer"><comment w="90" collapsed="false">Remember this stores the last question asked.</comment></block></script><script x="509.8571428571431" y="190.857142857143"><block s="doUntil"><l/><script></script><comment w="90" collapsed="false">In the lab it says to keep asking the user until _____________? .</comment></block></script><script x="538.904761904762" y="306.2380952380955"><block s="doIfElse"><l/><script></script><script></script><comment w="90" collapsed="false">What do we tell the user if they guessed correctly? _________ &#xD;And if not? _____________</comment></block></script><script x="143.28571428571433" y="346.0000000000002"><block s="doSayFor"><l>Hello!</l><l>2</l></block></script><script x="866.8571428571429" y="18.190476190476204"><block s="receiveGo"></block></script><script x="593.8571428571429" y="37.190476190476204"><block s="receiveKey"><l><option>space</option></l><list></list></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="0" y="0" heading="90" scale="0.5000000000000003" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="43"><costumes><list id="44"><item><ref mediaID="Sprite(2)_cst_costume"></ref></item></list></costumes><sounds><list struct="atomic" id="45"></list></sounds><blocks></blocks><variables></variables><scripts><script x="62" y="45.33333333333334"><block s="receiveGo"></block><block s="doSayFor"><l>welcome !!</l><l>2</l></block><block s="doDeclareVariables"><list><l>secret number</l><l>name</l><l>guesses</l><l>maximum</l></list></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="doAsk"><l>what do you want to be the maximum ??</l></block><block s="doSetVar"><l>maximum</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><block var="maximum"/></block></block><block s="doSetVar"><l>guesses</l><l>0</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doSetVar"><l>guesses</l><block s="reportVariadicSum"><list><block var="guesses"/><l>1</l></list></block></block><block s="doAsk"><l>guess my secret number !!</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="reportListItem"><block s="reportRandom"><l>1</l><block 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s="reportJoinWords"><list><l>you have </l><block var="guesses"/><l> guesses !!</l></list></block><l>2</l></block></script><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doSayFor"><l>too big..</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>you have </l><block var="guesses"/><l> guesses !!</l></list></block><l>2</l></block></script></list></block></script></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.4 Starter Code " app="Snap! 10, https://snap.berkeley.edu" version="2"><costume name="costume" center-x="152.5" center-y="142.5" 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" 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