On page 17 of a book on Modified Gravity by Li and Koyama there is a discussion of how to obtain a Fifth force by a force proportional to minus the spatial derivative of a scalar field. If the scalar field say for an inflaton , as presented by Padmanabhan only depends upon time, of course this means no scalar field contributing to a fifth force Our proposal in the neighborhood of Planck time is to turn the time into being equal to r/[constant times c]. This in pre Planck time where we could specify a fifth force as to breaking down a causal barrier as to initiating a inflationary expansion. For the scalar field, we initially have this r dependence in place of time, whereas our scalar field, and resultant treatment of an effective potential may allow for a transition from a presumed stationary state to inflation