data:image/png;base64,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

Student created procedure called "End Game" with the parameter (name)

Algorithm: If the user beat their previous score, then the score gets replaced by the current high scoreAlgorithm: Iterates through "high score with name" list to find user dataAlgorithm: Checks through if else statement if user has their name and score already in the list "high score with name". If they do, then it replaces only the highscore.Algorithm Sequence: more than one step in the algorithm above. Selection: three selections, one checks if user has their name and score in the list. Second selection checks if the user name matches with the one already inputted in the list. Third selection checks if the user beat their previous score Iteration: Loops through "high score with name"

.25i117

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