
    Given the number of delivery zones in a city grid system, calculate the total weighted importance score for resource allocation by summing the squares of the zone numbers for only the high-priority zones (odd-numbered zones). The function should take the total number of zones as input and process only the odd-numbered zones up to that limit, returning their squared values' sum to determine optimal resource distribution.
    

    
def square_Sum(n):
    """
    Given the number of delivery zones in a city grid system, calculate the total weighted importance score for resource allocation by summing the squares of the zone numbers for only the high-priority zones (odd-numbered zones). The function should take the total number of zones as input and process only the odd-numbered zones up to that limit, returning their squared values' sum to determine optimal resource distribution.
    

    """
def square_Sum(n):
    """
    Given the number of delivery zones in a city grid system, calculate the total weighted importance score for resource allocation by summing the squares of the zone numbers for only the high-priority zones (odd-numbered zones). The function should take the total number of zones as input and process only the odd-numbered zones up to that limit, returning their squared values' sum to determine optimal resource distribution.
    

    """
    return int(n * (4 * n * n - 1) / 3)