This is the starter for the BJC.2x Guess-a-Word game, part 2 project.
The goal of this project is to provide students with the opportunity to use the higher-order function skills they've just learned by extending the Guess-a-word project from the first MOOClet.
The template file contains five blocks with empty bodies that need to be filled in.
The source code was written by Yifat Amir and polished by Dan Garcia.
Creative Commons 4.0 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data:image/png;base64,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Updated by Grant Weber on 11/13/19
1920 HW2 Word Guessing Game Part 2
Week 12 Global Impacts of Computing I Assignment Word Guessing Game Part 2 Word Guessing Game Part 2The script given to you is almost complete, but it does not work properly yet. It is your job to fill in the empty blocks! There are 5 required blocks in this assignment. You can find these grey-colored blocks at the bottom of the Variables tab and in the bottom of the scripting area. Once you fill in these blocks properly, the game should work perfectly! Below are illustrations of the blocks you’ll makeReturns the length of the longest word in the input list of wordsReturns a word randomly chosen from the first argument (list of words) that has length equal to the second argument (number).Returns a word equal in length to the first (word) argument, but when the letter not in the second (list of letters) argument, it is replaced by a - (dash).
display-pattern-of(bjc)with({c,q,x,b}) ==> b-cReturns true if all the letters in the first (word) argument are in the second (list of letters) argument.
player-won?-secret(bjc)guesses({j,c,e,b,r}) ==> true
player-won?-secret(bjc)guesses({c,q,x,b}) ==> falseReturns the number of the first (letter) argument in the second (word) argument.
number-of(s)in(scissors) ==> 4DO NOT EDIT THIS SCRIPT. This script runs the game correctly once the five required grey blocks (see below) are filled in properly.This block creates a duplicate list so that you can set a variable without modifying the original listHello!121datamapmany1data lists11110i1contcatchtagcontcatchtagSpriteSpritepadded wordcounter1secretWordfalseadded?false"
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