(exprs, gen, assume=True)
return And(*[ reduce_abs_inequality(expr, rel, gen, assume)
        for expr, rel in exprs ])
Reduce a system of inequalities with nested absolute values.

    Examples
    ========

    >>> from sympy import Q, Abs
    >>> from sympy.abc import x
    >>> from sympy.solvers.inequalities import reduce_abs_inequalities

    >>> reduce_abs_inequalities([(Abs(3*x - 5) - 7, '<'),
    ... (Abs(x + 25) - 13, '>')], x, assume=Q.real(x))
    And(-2/3 < x, Or(x < -38, x > -12), x < 4)

    >>> reduce_abs_inequalities([(Abs(x - 4) + Abs(3*x - 5) - 7, '<')], x,
    ... assume=Q.real(x))
    And(1/2 < x, x < 4)

    See Also
    ========
    reduce_abs_inequality
Reduce a system of inequalities with nested absolute values.
Reduce a system of inequalities with nested absolute values .
def reduce_abs_inequalities(exprs, gen, assume=True):
    """Reduce a system of inequalities with nested absolute values.

    Examples
    ========

    >>> from sympy import Q, Abs
    >>> from sympy.abc import x
    >>> from sympy.solvers.inequalities import reduce_abs_inequalities

    >>> reduce_abs_inequalities([(Abs(3*x - 5) - 7, '<'),
    ... (Abs(x + 25) - 13, '>')], x, assume=Q.real(x))
    And(-2/3 < x, Or(x < -38, x > -12), x < 4)

    >>> reduce_abs_inequalities([(Abs(x - 4) + Abs(3*x - 5) - 7, '<')], x,
    ... assume=Q.real(x))
    And(1/2 < x, x < 4)

    See Also
    ========
    reduce_abs_inequality
    """
    return And(*[ reduce_abs_inequality(expr, rel, gen, assume)
        for expr, rel in exprs ])
def reduce_abs_inequalities ( exprs , gen , assume = True ) : return And ( * [ reduce_abs_inequality ( expr , rel , gen , assume ) for expr , rel in exprs ] )