Answer:What I see:The quotation and the author’s name are encoded as sequences of numbers.You gave a set of letters (A, F, H, P, U, Z, B, G, L, Q, V, C, H, M, R, W, D, I, N, E, J, O, S, T, X, Y) each paired with an algebraic expression involving .The puzzle likely asks you to use the polynomial expressions to decode the numbers into letters.How to approach this decoding:Step 1: Understand the role of the polynomials and the lettersThe letters you provided (A, F, H, etc.) likely represent letters of the alphabet or maybe a code key.The polynomial expressions (like ) might be part of the decoding function or a key.Step 2: Identify what the numbers in the quote meanThe numbers in the quote, like 10, 17, 10, 16, etc., probably correspond to letters.Typically in ciphers, numbers like 1 to 26 correspond to letters A to Z.But since the numbers here go up to 17, it might be a smaller subset (A=1, B=2, ..., Q=17), or some modulo-based system.Step 3: Use the polynomial expressions to convert the numbersThe polynomial expressions could represent a function that converts each number to a letter.Or, maybe the letters A, F, H, etc., correspond to the decrypted letters.What I need from you to proceed effectively:Could you clarify the exact instructions or how these polynomials are supposed to be used to decode the numbers? For example:Are you supposed to plug each number from the quote into these polynomials to get a new number or letter?Or are these polynomials representing some code key?Is supposed to be the numbers from the quotation or something else?Also, are the numbers in the quotation separated by spaces just indicating the order of letters? Or is there a formula to apply for each?Without more info, here’s a general idea of what you could do:Try substituting each number in the polynomials given by each letter to see if the result corresponds to a letter. For example:Take the first number in the quote, 10.For the letter A with polynomial , calculate .If 21 corresponds to letter U (A=1, B=2, ..., U=21), that might be the decoded letter.Repeat for other letters and numbers.