<snapdata remixID="9542401"><project name="U2L1-NumberGuessing" app="Snap! 6, https://snap.berkeley.edu" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list 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="4.5" y="-4.5" heading="90" scale="0.75" 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="Smart computer" center-x="167" 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="307" y="165.8333333333333"><block s="receiveGo"></block><custom-block s="Number Guessing Game"></custom-block></script></scripts></sprite></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="doSayFor"><l>Hello! In this game you will guess my secret number. </l><l>5</l></block><block s="doSayFor"><l>First, decide the range of numbers you can guess.</l><l>5</l></block><block s="doDeclareVariables"><list><l>Secret Number</l></list></block><block s="doDeclareVariables"><list><l>maximun</l></list></block><block s="doDeclareVariables"><list><l>guesses</l></list></block><block s="doAsk"><l>What is the maximun number?</l></block><block s="doSetVar"><l>maximun</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Secret Number</l><block s="reportRandom"><l>1</l><block var="maximun"/></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number from 1 to </l><block var="maximun"/><l>!</l></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="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>5</l></block><l>3</l></block><script><block s="doSayFor"><l>Are you dumb? Thats way too big of a guess!</l><l>2</l></block></script><script><block s="doSayFor"><l>That answer it too big.</l><l>2</l></block></script></block><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Try again, guess a number from 1 to </l><block var="maximun"/><l>.</l></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>6</l></block><l>3</l></block><script><block s="doSayFor"><l>That answer was too small, just like your brain.</l><l>2</l></block></script><script><block s="doSayFor"><l>That answer it too small.</l><l>2</l></block></script></block><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Try again, guess a number from 1 to </l><block var="maximun"/><l>.</l></list></block></block></script></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Congrats, my sercret number was </l><block var="Secret Number"/><l>!</l></list></block><l>3.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You guessed wrong a total of </l><block var="guesses"/><l> times.</l></list></block><l>2.5</l></block></script></block-definition><block-definition s="Too big!" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Too small!" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>6</l></block><l>3</l></block><script><block s="doSayFor"><l>That answer is as small as your brian.</l><l>2</l></block></script><script><block s="doSayFor"><l>That answer is too small.</l><l>1.5</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L1-NumberGuessing" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>