Indefinite integrals of quotients of Gauss hypergeometric functions

A method recently applied to obtain indefinite integrals involving quotients of some common special functions is applied to obtain indefinite integrals of some quotients of Gauss hypergeometric functions. The number of quotient integrals given by the method is equal to the square of the number of integrable recurrence relations satisfied by the function, in this case giving 8 x 8 = 64 quotient integrals. All results have been checked numerically using Mathematica.