data:image/png;base64,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

data:image/png;base64,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These two scripts perform the same task!!!!This code was to show us how to make something do something for a selected amount og time and how to make it count by how much we wantSLIDE 7SLIDE 8This is the same ad the last slide.SLIDES 9 & 10