data:image/png;base64,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80809070708060607060The length of the A list is length2The length of the B list is length2The length of the C list is length2The length of the D list is length2The length of the F list is length2DO NOT run. I used this to crete your list60,88,63,59,95,91,82,98,75,90,87,65,93,74,63,98,77,73,65,95,100,66,95,88,68,77,84,85,58,55,99,88,76,63,61,67,73,76,96,59,78,70,71,94,88,80,95,61,88,59,97,76,96,73,87,78,80,65,65,90,82,68,61,93,77,88,82,92,73,99,88,86,60,84,93,55,86,66,73,86,74,59,66,78,99,72,76,67,64,80,66,69,63,90,96,91,96,69,62,83,56,69,72,71,75,94,67,76,92,77,65,68,64,59,60,91,57,94,72,67,77,59,83,79,6795,91,98,90,93,98,95,100,95,99,96,94,95,97,96,90,93,92,99,93,99,90,96,91,96,94,92,91,9488,82,87,88,84,85,88,88,80,88,87,80,82,88,82,88,86,84,86,86,80,83,8375,74,77,73,77,76,73,76,78,70,71,76,73,78,77,73,73,74,78,72,76,72,71,75,76,77,72,77,7960,63,65,63,65,66,68,63,61,67,61,65,65,68,61,60,66,66,67,64,66,69,63,69,62,69,67,65,68,64,60,67,6759,58,55,59,59,55,59,56,59,57,59