cleanup

kattis/18-2-2025/.null-ls_478791_k.py

@@ -1,37 +0,0 @@
-import math
-from scipy.optimize import minimize_scalar
-
-def cable_length(x, L, H1, H2, d, h):
-    # Calculate the height of the cable at point x
-    y = H1 - (H1 - H2) * (x / L)
-    
-    # Ensure the rider is at least h + d meters above the ground
-    if y - d < h:
-        return float('inf')  # Invalid configuration
-    
-    # Calculate the cable length
-    length1 = math.sqrt(x**2 + (H1 - y)**2)
-    length2 = math.sqrt((L - x)**2 + (H2 - y)**2)
-    return length1 + length2
-
-def find_min_max_length(L, H1, H2, d, h):
-    # Find the minimum length
-    res_min = minimize_scalar(lambda x: cable_length(x, L, H1, H2, d, h), bounds=(0, L), method='bounded')
-    min_length = res_min.fun
-    
-    # Find the maximum length
-    res_max = minimize_scalar(lambda x: -cable_length(x, L, H1, H2, d, h), bounds=(0, L), method='bounded')
-    max_length = -res_max.fun
-    
-    return min_length, max_length
-
-# Example usage:
-L = 1000  # Distance between poles
-H1 = 100  # Height of first pole
-H2 = 100  # Height of second pole
-d = 20    # Distance rider hangs below cable
-h = 10   # Minimum height above ground
-
-min_length, max_length = find_min_max_length(L, H1, H2, d, h)
-print(f"Minimum length: {min_length:.6f} meters")
-print(f"Maximum length: {max_length:.6f} meters")