data:image/png;base64,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data:image/png;base64,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 final score is /3End of MathEnglishYour final score is /3End of EnglishyesYour final score is /3You have finished both quizzes, well done!2Start list planIf the user is uninterested in taking both quizzes, they can decline and move on to the next portion of the projectyesYour final score is /3You have finished both quizzes, well done!2Start list plandone with listThis block starts the next process which is delete an item from the list

3How many letters in the word: Apple?,5How many letters in the word: Shoe?,4How many letters in the word: Pencil?,61+1?,22+2?,43+3?,6What was one item I needed again? (crayons),What was one item I needed again? (glue),What was one item I needed again? (notebook)