<snapdata remixID="12066913"><project name="4.4" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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s="getLastAnswer"></block></block><block s="doSetVar"><l>correct</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>wrong</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block s="reportStringSize"><block var="secretWord"/></block><script><block s="doAddToList"><l></l><block var="correct"/></block></script></block><block s="doUntil"><block s="reportEquals"><block s="reportStringSize"><block var="secretWord"/></block><block var="correctGuesses"/></block><script><block s="doAsk"><l>Guess a letter, you non-flying vermin!</l></block><block s="doSetVar"><l>guess</l><block s="reportLetter"><l>1</l><block s="getLastAnswer"></block></block></block><block s="doDeclareVariables"><list><l>index</l><l>found</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>found</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doUntil"><block s="reportGreaterThan"><block var="index"/><block s="reportStringSize"><block var="secretWord"/></block></block><script><block s="doIf"><block s="reportEquals"><block s="reportLetter"><block var="index"/><block var="secretWord"/></block><block var="guess"/></block><script><block s="doReplaceInList"><block var="index"/><block var="correct"/><block s="getLastAnswer"></block></block><block s="doChangeVar"><l>correctGuesses</l><l>1</l></block><block s="doSetVar"><l>found</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doIf"><block s="reportEquals"><block s="reportStringSize"><block var="secretWord"/></block><block var="correctGuesses"><comment w="90" collapsed="false">aThis means if the length of the secret word equals the length of correct guesses it plays the message then stops all</comment></block></block><script><block s="doSayFor"><l>dang it! you won</l><l>5</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script><comment w="90" collapsed="false">This repeats untill the word is the correct length</comment></block><block s="doIf"><block s="reportNot"><block var="found"/></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="wrong"/></block><block s="doChangeVar"><l>wrongGuesses</l><l>1</l></block><block s="doBroadcast"><l>badguess-die</l><list></list></block><block s="doIf"><block s="reportEquals"><l>7</l><block var="wrongGuesses"><comment w="90" collapsed="false">This says if the user gueses wrong 7 times it plays the message then stops everything</comment></block></block><script><block s="doSayFor"><l>mahahahaha! you lost!</l><l>5</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><comment w="90" collapsed="false">This means if the user guesses wrong the it adds a point to wrongGuesses</comment></block></script></block></script><comment x="319" y="195.66666666666663" w="90" collapsed="false">This adds the uses answer as the correct answer to the puzzle</comment><comment x="476" y="266.33333333333337" w="90" collapsed="false">This says it repeats untill index is greater than the length of the secret word</comment><comment x="559" y="502.66666666666674" w="90" collapsed="false">This means that if he letter index of secret word equals guess than the code below will happen</comment><script x="742" y="671.5"><block var="correct"/></script><script x="766" y="80.33333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>-180</l><l>86</l></block></script></scripts></sprite></sprites></stage><variables><variable name="correct"><list struct="atomic" id="203">w,h,,,</list></variable><variable name="wrong"><list struct="atomic" id="204">a,s,d,f,,r,a</list></variable></variables></scene></scenes></project><media name="4.4" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="141.5" center-y="178.5" 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piGKO5XTgiwMnBHbKFLFi5sDTAC+mHXfgDjyNBSoLxUu4A8/TAl6lp+HiJTyNHYsJxYEXgypNRB14GjsWE4oDLwZVmog68DR2LCYUB14MqjQRdeBp7FhMKA68GFRpIurA09ixmFAceDGo0kTUgaexYzGhOPBiUKWJaAx8Q0HiInScJui0ofjiSRp7xsAJMUefsJspdeBpgDf9w2brGMCBpwFOKEW04w7cgaezQGUheQl34PlZwKv0dEy8hKezZREhOfAiMKWLpANPZ8siQnLgRWBKF0kHns6WRYTkwIvAlC6SDjydLYsIyYEXgSldJB14OlsWEZIDLwJTukg68HS2LCIkB14EpnSRdODpbFlESA68CEzpIunA09myiJAceBGY0kXSgaezZREhOfAiMKWLpANPZ8siQnLgRWBKF0kHns6WRYTkwIvAlC6SDjydLYsIyYEXgSldJB14OlsWEZIDLwJTukg68HS2LCKk+B3xwxVjDrzJTvzdsrRIDlBw6DhtsOlC+z/QkbBFldqh+QAAAABJRU5ErkJggg==" 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" 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" 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" mediaID="Sprite(3)_cst_images-removebg-preview-removebg-preview"/><costume name="bat2 a(2)" center-x="118" center-y="72.5" 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