data:image/png;base64,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data:image/png;base64,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 are three main parts to this program: 1 - drawing the segments of the snake 2 - the apple 3 - ... we'll discuss this later The sprite for the snake has been started for you. Please start there.

110i

100,20100,40100,60100,80120,80140,80160,80180,8040.15