Update app.py

app.py

@@ -1003,10 +1003,9 @@ def check_and_resolve_discrepancy(initial_response, sympy_output):
         
         If the SymPy Verification answer is consistent with the final answer Original solution,
         then please write "SYMPY_CORRECT: True" on its own line and say that the answers are consistent and briefly explain why. 
-        Note that you may use numerical analysis to check whether the two answers are consistent,
-        and it may or may not be the case that the two answers evaluate to the same expression or number.
-        - Example: 2/sqrt(13) and 2*sqrt(13)/13 are equivalent, which you could check by evaluating both expressions numerically and you get 7.21110255 in both cases
-        - Example: (sqrt(2)/6)*(3*sqrt(3)-1) and asinh(sqrt(2)/2)+sqrt(6)/2 are NOT equivalent since the first evaluates to 0.98904261 and the second evalutes to 1.7978527887818834
+        
+        Before you assert that the SymPy and Original solution evaluate to the same number, CAREFULLY calculate the value of each. 
+        If the expressions are not obviously identical, double check: CALCULATE each solution CORRECTLY out to 10 decimal places and compare the results.
         
         If the two answers are inconsistent with each other then please:
         1. Identify which solution is correct