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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:
 def crossover_with(self, other, points=2):
 """Perform 2-point crossover on this bit condition and another of the same length, returning the two resulting children. Usage: offspring1, offspring2 = condition1.crossover_with(condition2) Arguments: other: A second BitCondition of the same length as this one. points: An int, the number of crossover points of the crossover operation. Return: A tuple (condition1, condition2) of BitConditions, where the value at each position of this BitCondition and the other is preserved in one or the other of the two resulting conditions. """


        assert isinstance(other, BitCondition)
        assert len(self) == len(other)

        template = BitString.crossover_template(len(self), points)
        inv_template = ~template

        bits1 = (self._bits & template) | (other._bits & inv_template)
        mask1 = (self._mask & template) | (other._mask & inv_template)

        bits2 = (self._bits & inv_template) | (other._bits & template)
        mask2 = (self._mask & inv_template) | (other._mask & template)

        # Convert the modified sequences back into BitConditions
        return type(self)(bits1, mask1), type(self)(bits2, mask2)