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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 quad_leja(order, dist):
 """ Generate Leja quadrature node. Example: [[-2.7173 -1.4142 0. 1.7635]] [0.022 0.1629 0.6506 0.1645] """

    from chaospy.distributions import evaluation
    if len(dist) > 1 and evaluation.get_dependencies(*list(dist)):
        raise evaluation.DependencyError(
            "Leja quadrature do not supper distribution with dependencies.")

    if len(dist) > 1:
        if isinstance(order, int):
            out = [quad_leja(order, _) for _ in dist]
        else:
            out = [quad_leja(order[_], dist[_]) for _ in range(len(dist))]

        abscissas = [_[0][0] for _ in out]
        weights = [_[1] for _ in out]
        abscissas = chaospy.quad.combine(abscissas).T
        weights = chaospy.quad.combine(weights)
        weights = numpy.prod(weights, -1)

        return abscissas, weights

    lower, upper = dist.range()
    abscissas = [lower, dist.mom(1), upper]
    for _ in range(int(order)):

        obj = create_objective(dist, abscissas)
        opts, vals = zip(
            *[fminbound(
                obj, abscissas[idx], abscissas[idx+1], full_output=1)[:2]
              for idx in range(len(abscissas)-1)]
        )
        index = numpy.argmin(vals)
        abscissas.insert(index+1, opts[index])

    abscissas = numpy.asfarray(abscissas).flatten()[1:-1]
    weights = create_weights(abscissas, dist)
    abscissas = abscissas.reshape(1, abscissas.size)

    return numpy.array(abscissas), numpy.array(weights)