Joyce's More Generalized Exponential Notation is a variation of Ackermann's Generalized Exponential Notation. In addition to all the rules in the original notation, this notation is defined as: * \(g(a, b, c, d) = g(a - 1, b, c, g(a, b, c))\) Rule 1 applies to nesting the least important base number, c, by replacing it with the right-most three-value expression g(b,c,d) the base nesting number, a, times. * \(g(a, 1, b, c, d) = g(a - 1, 1, b, g(b, c, d), d)\), Rule 2 applies to the nesting of the more important number of operations, c again and again replacing it by the right-most three-value expression g(b, c, d) without the base number changed. * \(g(a, 1, 1, b, c, d) = g(a - 1, 1, 1, g(b, c, d), c, d)\) Rule 3 applies to the nesting of the even more important operat