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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="-2.6645352591003757e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="anina pop front" center-x="240" center-y="180" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="48" y="66"><block s="receiveGo"></block><block s="doForever"><script><block s="doAsk"><l>What should the maximum be?</l></block><custom-block s="Number guessing game %s"><block s="getLastAnswer"></block></custom-block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Number guessing game %&apos;maximum&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>secret number</l></list></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><block var="maximum"/></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number from 1 to </l><block var="maximum"/></list></block></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doIfElse"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doAsk"><l>That&apos;s too big! Try again</l></block></script><script><block s="doAsk"><l>That&apos;s too small! Try again</l></block></script></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Congratulations! My number was </l><block var="secret number"/></list></block><l>3</l></block></script><scripts><comment x="460" y="85" w="198" collapsed="false">While creating a new script variable to fix the bug described in U2L1P2, it is much simpler to simply include the same ask block right before the repeat block, as this will force a change in the value of &quot;answer&quot; each time game is run, preventing the answer from the previous round carrying over without the need for the complication of an extra script variable.</comment></scripts></block-definition></blocks><variables></variables></project><media name="U2L1-NumberGuessing" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>