This is almost the same project as the original, but it uses Simpson's method instead of the basic rectangle method. This means you can get 7 significant figures with n = 8 instead of n = 500 (with n = 500 the main limitation is Scratch). Also, you MUST input an even number, unlike in the rectangle method. By the way, if you really want lots of digits, you can use Turbo mode. NOTE: floating-point errors can accumulate for high values of n. Choose n < 500 to avoid them. Also, I know that the representation is wrong, but I'm too lazy to draw fancy parabolas. Also the number of "rectangles" you input is one more than the number of rectangles on screen, as the two bounds are counted as one "rectangle".
