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309050905030100,195,78,1609050135909090135504520140The song that I made plays "We Wish You a Merry Christmas". The rests (3.2) emphasize the "choppiness" of the piano because when playing the piano the sound of the keys are not smooth and seamless.3.1... song plays at least 4 different notes3.3...sprite begins to draw the shape of a christmas treerepeats the song twiceclick green flag to reset the spritepen color changes to green and pen size changed to 60pen size set to 50 and brown color utilized