If we make a list of any four consecutive Fibonacci numbers, twice the third number minus the fourth number is always equal to the first number in the list. Show two different lists of four...

If we make a list of any four consecutive Fibonacci numbers, twice the third number minus the fourth number is always equal to the first number in the list. Show two different lists of four consecutive Fibonacci numbers, starting with (a) the fourth Fibonacci number (b) with the F₁₀