For any Pythagorean triple (a, b, c) where a² + b² = c², it is demonstrated that the expression (c/a + c/b)² is greater than 8. The discussion raises questions about the possibility of T being less than 8 and the implications when T equals 8, specifically addressing the scenario where a equals b. Participants express confusion regarding these points, seeking clarification on the proof's assumptions. The conversation emphasizes the need for a thorough understanding of the conditions under which the inequality holds. The exploration of these mathematical properties highlights the complexities inherent in Pythagorean triples.