<snapdata remixID="9884929"><project name="U2 " app="Snap! 6, https://snap.berkeley.edu" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="115" y="123.83333333333334"><block s="doSetVar"><l>m</l><l>0</l></block><block s="doSetVar"><l>k</l><l>5</l></block><block s="doSetVar"><l>m</l><block s="reportSum"><block var="m"/><l>1</l></block></block><block s="doSetVar"><l>k</l><block s="reportDifference"><block var="k"/><block var="m"/></block></block><block s="doReport"><block var="k"/></block></script><script x="106" y="277"><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doSetVar"><l>user response</l><block s="getLastAnswer"></block></block></script><script x="113" y="435"><block s="doDeclareVariables"><list><l>secret number</l><l>b</l><l>c</l><l>d</l></list></block></script><script x="72.9833984375" y="538"><block var="a"/></script></scripts></sprite><watcher var="m" style="normal" x="10" y="10" color="243,118,29"/><watcher var="k" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="user response" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="73.00000599999998" color="4,148,220"/><watcher var="secret number" style="normal" x="10" y="94.00000799999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Elaina" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="m"><l>1</l></variable><variable name="k"><l>4</l></variable><variable name="user response"><l>elaina</l></variable><variable name="secret number"><l>0</l></variable></variables></project><media name="U2 " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>