data:image/png;base64,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:image/png;base64,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 the number of letters the word is 0this is the main part of the code deciding if the player will get the word right, or run out of guesses and losetells if letter is correct Word updateprogressively gives feedback to correct answertells player they won the game0tells player they losti used the outline and concept of the guess my word game by jbstudenta to see how to get what i needed then i added my own charcters words context some more code block unique to the structure of my game so i give credit to jbstudenta for gicing me inspiration on the code5mo___65ndinosaur,dog,cat,dragon,pig,cow,monkey,fish,goat,horse,chicken,unicorn,snake,lizard,ferret,mouse,rat,bird,tiger,lionmousea,d,m,o,n