The ideas of fixed points (Kripke, 1975; Martin & Woodruff, 1975) and revision sequences (Gupta & Belnap, 1993; Gupta, 2001) have been exploited to provide solutions to the liar paradox and have achieved some success. This happy situation naturally encourages one to look for other philosophical areas of their applications where paradoxical results seem to follow from intuitively acceptable principles. In this paper, I propose to extend the use of these ideas to give two new treatments of Meinongian objects. Sections 1-3 below check several Meinogian theories and their main defects. Sections 4-5 show how the two ideas can be applied to generate consistent Meinongian theories without ad hoc restriction.