
    Given the current number of bus stops in a city district's grid layout, determine the next perfect square number of stops needed to maintain symmetrical coverage while expanding the transportation network. The solution will help transportation planners optimize bus stop distributions while preserving the square grid pattern that ensures efficient route structures.
    

    
import math

def next_Perfect_Square(N):
    """
    Given the current number of bus stops in a city district's grid layout, determine the next perfect square number of stops needed to maintain symmetrical coverage while expanding the transportation network. The solution will help transportation planners optimize bus stop distributions while preserving the square grid pattern that ensures efficient route structures.
    

    """
import math

def next_Perfect_Square(N):
    """
    Given the current number of bus stops in a city district's grid layout, determine the next perfect square number of stops needed to maintain symmetrical coverage while expanding the transportation network. The solution will help transportation planners optimize bus stop distributions while preserving the square grid pattern that ensures efficient route structures.
    

    """
    nextN = math.floor(math.sqrt(N)) + 1
    return nextN * nextN