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Home » #### \(g'(1) = 13\) - RoadRUNNER Motorcycle Touring & Travel Magazine

#### \(g'(1) = 13\) - RoadRUNNER Motorcycle Touring & Travel Magazine

📅 April 29, 2026 👤 scraface

Apr 29, 2026

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📌 for integers $ k, m, n, p $. The total is:

📌 a + b + c + d = (7k + 3) + (7m + 3) + (7n + 3) + (7p + 3) = 7(k + m + n + p) + 12 = 84

📌 Let $ a = 7k + 3 $, same for others. Then sum $ = 7(k + m + n + p) + 12 = 84 $. So:

📌 Unless the problem allows non-congruent? No.

📌 So assume total is 89. But the problem says 84.

📌 Alternatively, change the residue. But we must work with given.

📌 Perhaps the primatologist counted days with 3, 10, 17, etc., and the total is 84, but sum mod 7 must be 5, 84 mod 7 = 0, not 5, so impossible. So the minimum possible max is undefined.

📌 So the only way is to change the residue or total.

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