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This note includes five sections. In section 2 a number of aestheticallymotivated f(R) Lagrangians is proposed and frivolously explored in the metricformalism with variable Newton constant G(x). In section 3 the idea ofdeforming the terms in a given f(R) gravity-matter action S, and prior toextremizing it, is promoted with the aim of reducing S via an algebraic mixingbetween few selected gravity and matter terms without invoking new fields. Theresult of this is a number of constraint equations among the fields and ofteneccentric looking field equations derived from the reduced action. Section 4has a similar upshot as section 3 but the difference is the action term mixingis carried out only after extremizing S and prior to any integration by part.Section 5 pertains to G(x) ontology where various personal views on G(x)gravity are expressed in the context of the Standard Model fermions (SMF). Theprospect of mitigating gravity field effects for the SMF is investigated at theend via the variable speed of light (VSL) and new global Lorentztransformations fusing two upper speeds: the light speed c and a proper maximalspeed given in the text assigned to all point mass mo and involving the Planckmass. The new LT in combination with VSL also houses a family of specialnoninertial frames in linear motions. The (spin sensitive) spacetime andmomentum dependent VSL is modeled via the Hamiltonian formalism with the aim ofcanceling the effect of Newtonian gravity felt by a SMF test particle. I alsomodel variable G for yielding finite gravity at all distances, including zero.Excising gravity from the SMF rank (via VSL plus G(x), or by gauging to zerothe SMF gravitational masses) has epic brunt on quantum gravity, local SUSY,superstring models, leptoquarks (if any) and cosmology.

Several Action and Action Deformation Proposals in f(R) Variable G Modified Gravities and a Brief Expose on Variable G Ontology