<snapdata remixID="9763682"><project name="Charles Walters - U2L1-NumberGuessing" 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="47" y="63"><block s="receiveGo"></block><block s="doAsk"><l>Pick a number between 1 and 10!</l></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doUntil"><block s="reportEquals"><block var="secret number"/><block s="getLastAnswer"></block></block><script><block s="doIfElse"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doSayFor"><l>Your guess is too high!</l><l>2</l></block></script><script><block s="doSayFor"><l>Your guess is too low! </l><l>2</l></block></script></block><block s="doAsk"><l>Try again!</l></block></script></block><block s="doSayFor"><l>Wow! You got it! My secret number was....</l><l>2</l></block><block s="doSayFor"><block var="secret number"/><l>2</l></block><block s="doSayFor"><l>Play again by pressing the green flag!</l><l>2</l></block></script></scripts></sprite><watcher var="secret number" style="normal" x="12.020833333333258" y="12.020833333333336" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number guessing game" type="command" category="control"><header></header><code></code><translations></translations><inputs></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><l>10</l></block></block></script></block-definition><block-definition s="secret number" type="reporter" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Old" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Pick a number 1 through 10!</l></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doUntil"><block s="reportEquals"><block var="secret number"/><block s="getLastAnswer"></block></block><script><block s="doAsk"><l>Try again!</l></block></script></block><block s="doSayFor"><l>Congrats! Good guess! My secret number was....</l><l>2</l></block><block s="doSayFor"><block var="secret number"/><l>2</l></block><block s="doSayFor"><l>If you want to play again, press the Green Flag!</l><l>2</l></block></script></block-definition></blocks><variables><variable name="secret number"><l>3</l></variable></variables></project><media name="Charles Walters - U2L1-NumberGuessing" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>