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For integers n≥2n\geq 2n≥2, evaluate Fn4−Fn−2Fn−1Fn+1Fn+2.\large F^{4}_{n}-F_{n-2}F_{n-1}F_{n+1}F_{n+2} .Fn4−Fn−2Fn−1Fn+1Fn+2. Notation
FnF_{n}Fn denotes the nthn^\text{th} nth Fibonacci number.
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