<snapdata remixID="11084004"><project name="guess game drevion" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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" id="58"/></item></list></costumes><sounds><list struct="atomic" id="59"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>condition</l><l>0</l></block><custom-block s="Computer guesses my number from %n to %n"><l>0</l><l>60</l></custom-block></script><script x="30" y="166.00000000000003"><custom-block s="Number guessing game"></custom-block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="17" y="13" color="4,148,220" hidden="true"/><watcher var="too small" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="too big" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="just right" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="condition" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="number of guesses" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher scope="Too small" s="yPosition" style="normal" x="10" y="115.00000999999997" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Number guessing game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="tell %s to %cs"><l>Sprite(2)</l><script><block s="bubble"><l>I&apos;m thinking of a number from 1 to 60.</l></block></script></custom-block><block s="doDeclareVariables"><list><l>secret number</l><l>number of guesses</l><l>guesses</l></list></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>60</l></block></block><block s="doSetVar"><l>number of guesses</l><l>0</l></block><block s="doSetVar"><l>guesses</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="secret number"/></block><script><block s="doAsk"><l>Guess my secret number.</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="guesses"/></block><block s="doSetVar"><l>number of guesses</l><block s="reportSum"><block var="number of guesses"/><l>1</l></block></block><custom-block s="tell %s to %cs"><l>Sprite(2)</l><script><block s="bubble"><block var="guesses"/></block></script></custom-block><block s="doSayFor"><custom-block s="high or low answer: %n secret number: %n"><block s="getLastAnswer"></block><block var="secret number"/></custom-block><l>2</l></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You guessed it in </l><block var="number of guesses"/><l> guesses.</l></list></block><l>3</l></block></script></block-definition><block-definition s="high or low answer: %&apos;answer&apos; secret number: %&apos;secret number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="answer"/><block var="secret number"/></block><script><block s="doReport"><l>Yay!</l></block></script></block><block s="doIfElse"><block s="reportLessThan"><block var="answer"/><block var="secret number"/></block><script><block s="doReport"><l>too low</l></block></script><script><block s="doReport"><l>too high</l></block></script></block></script></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="Computer guesses my number from %&apos;low&apos; to %&apos;high&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Choose a number from </l><block var="low"/><l> to </l><block var="high"/></list></block><l>2</l><comment w="90" collapsed="false">This is just used to explain the game to the user.&#xD;</comment></block><block s="doSayFor"><l>I will try guessing it in under 12 guesses.</l><l>2</l></block><block s="doDeclareVariables"><list><l>lowest</l><l>highest</l><l>stated number</l><l>number of guesses</l></list></block><block s="doSetVar"><l>number of guesses</l><l>0</l><comment w="90" collapsed="false">This just initializes the variables.&#xD;</comment></block><block s="doSetVar"><l>lowest</l><block var="low"/></block><block s="doSetVar"><l>highest</l><block var="high"/></block><block s="doSetVar"><l>stated number</l><custom-block s="average of %n and %n"><block var="low"/><block var="high"/></custom-block></block><block s="doSetVar"><l>number of guesses</l><l>1</l></block><block s="bubble"><block s="reportJoinWords"><list><l>is it </l><block var="stated number"/><l>?</l></list></block></block><block s="doUntil"><block s="reportEquals"><block var="condition"/><l>Just Right</l></block><script><block s="doIf"><block s="reportEquals"><block var="condition"/><l>Too Small</l><comment w="308" collapsed="false">If you click the &quot;too small&quot; block, the code will recognize that, and thus set the stated number as the new lowest since its too small, and then calculate again after that, and set the condition to 0, so it can be changed again later, while adding 1 to the number of guesses.&#xD;</comment></block><script><block s="doSetVar"><l>lowest</l><block var="stated number"/></block><block s="doSetVar"><l>stated number</l><custom-block s="average of %n and %n"><block var="lowest"/><block var="highest"/></custom-block></block><block s="bubble"><block s="reportJoinWords"><list><l>Is it </l><block var="stated number"/><l>?</l></list></block></block><block s="doSetVar"><l>condition</l><l>0</l></block><block s="doSetVar"><l>number of guesses</l><block s="reportSum"><block var="number of guesses"/><l>1</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="condition"><comment w="271" collapsed="false">If you click the &quot;too big&quot; block, the code will recognize that, and set the stated number as the new highest because it is too big, and then try to determing the correct number again, while changing the condition to 0 and adding 1 to the number of guesses.&#xD;</comment></block><l>Too Big</l></block><script><block s="doSetVar"><l>highest</l><block var="stated number"/></block><block s="doSetVar"><l>stated number</l><custom-block s="average of %n and %n"><block var="highest"/><block var="lowest"/></custom-block></block><block s="bubble"><block s="reportJoinWords"><list><l>Is it </l><block var="stated number"/><l>?</l></list></block></block><block s="doSetVar"><l>condition</l><l>0</l></block><block s="doSetVar"><l>number of guesses</l><block s="reportSum"><block var="number of guesses"/><l>1</l></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="condition"/><l>Just Right</l><comment w="90" collapsed="false">If the &quot;Just Right&quot; block is clicked, the code will then basically check the number of guesses, and if it exceeds 1, it will say I guessed it in &quot;(number of guesses) attempts, otherwise it will only say attempt, indicating one attempt.</comment></block><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block var="number of guesses"/><l>1</l></block></block><script><block s="bubble"><block s="reportJoinWords"><list><l>I guessed your number in </l><block var="number of guesses"/><l> attempts.</l></list></block></block><block s="doSetVar"><l>condition</l><l>0</l></block></script><script><block s="bubble"><block s="reportJoinWords"><list><l>I guessed your number in </l><block var="number of guesses"/><l> attempt.</l></list></block></block><block s="doSetVar"><l>condition</l><l>0</l></block></script></block></script></block></script></block-definition><block-definition s="average of %&apos;lower&apos; and %&apos;higher&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="higher"/><block var="lower"/></block><l>2</l></block></block></block></script></block-definition></blocks><variables><variable name="too small"><l>0</l></variable><variable name="too big"><l>0</l></variable><variable name="just right"><l>0</l></variable><variable name="condition"><l>Just Right</l></variable><variable name="number of guesses"><l>0</l></variable></variables></project><media name="guess game drevion" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>