data:image/png;base64,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This custom block converts 'the list' to text and reports it back. It is called by the snowman.

Reports true if the player has guessed every letter in secret word. Otherwise it reports false.

Checks if the letter is in list of guessed letters. If it is in the list, it will report true. If it’s not in the list, it will report false.

index1Picks a random word from the variable list of words and reports it. Note that the reported word is assigned to the variable secret word in the 'initialize game' block in the main script for the Sun sprite.

Reports a list of possible words for the player to guess. Note that the reported list is assigned to the variable list of words in the 'initialize game' block in the main script for the Sun sprite.

This custom block does two things: 1. Reports True if 'the letter' is in 'the word', otherwise reports False 2. It updates 'list of letters to display' inserting any instances of 'the letter' into the right place.

index1Adds the letter to the list variable 'list of guessed' letters. The variable list of guessed letters is a list of letters the player has guessed.

Reports a list consisting of 'number of dashes' hyphens. For example, if 'number of dashes' is ‘programming’, it will report [-,-,-,-,-,-,-,-,-,-,-]. Note that the reported list is assigned to the variable list of guessed letters to display in the 'initialize game' block in the main script for the Sun sprite.

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg== _6say completed word _6See Project 4 Handout for instructions. You are responsible for writing custom blocks for: - get list of words - choose word from list of words - make list of [] dashes - add letter [] to guessed letters - already guess letter [] ? - is letter [] in word []? - convert list to text [] - user won ?234560zombiez,o,m,b,i,eeabsurd,awkaward,buffalo,cycle,galaxy,ivory,kayak,length,matrix,queue,rhubarb,swivel,wavy,zombiez,o,m,b,i,etruefalsezombi _z, ,o, ,m, ,b, ,i, ,e, truetruetrue