Update app.py

app.py

@@ -72,12 +72,12 @@ def calculate_probabilities(A, B, C, AB, AC, BC, ABC, U):
     PC_given_B = P_BC / P_B if P_B > 0 else 0
 
     # Cálculo de las probabilidades condicionales utilizando el teorema de Bayes
-P_A_given_B_bayes = (P_B_given_A * P_A) / P_B if P_B > 0 else 0
-P_B_given_A_bayes = (P_A_given_B * P_B) / P_A if P_A > 0 else 0
-P_A_given_C_bayes = (P_C_given_A * P_A) / P_C if P_C > 0 else 0
-P_C_given_A_bayes = (P_A_given_C * P_C) / P_A if P_A > 0 else 0
-P_B_given_C_bayes = (P_C_given_B * P_B) / P_C if P_C > 0 else 0
-P_C_given_B_bayes = (P_B_given_C * P_C) / P_B if P_B > 0 else 0
+    P_A_given_B_bayes = (P_B_given_A * P_A) / P_B if P_B > 0 else 0
+    P_B_given_A_bayes = (P_A_given_B * P_B) / P_A if P_A > 0 else 0
+    P_A_given_C_bayes = (P_C_given_A * P_A) / P_C if P_C > 0 else 0
+    P_C_given_A_bayes = (P_A_given_C * P_C) / P_A if P_A > 0 else 0
+    P_B_given_C_bayes = (P_C_given_B * P_B) / P_C if P_C > 0 else 0
+    P_C_given_B_bayes = (P_B_given_C * P_C) / P_B if P_B > 0 else 0
 
     formatted_probs = {
         "P(A)": f"{P_A:.2%} ({A}/{total})",