# How to find a generic formula from two equations for magnetic fields?

GROUPS:
 Hi.I have these two expressions: 288 2^(2/3) E^(8/3) Power[log(8), (3)^-1] ~= 8398.080021792 and (216 E log^5(3))/log^7(2) ~= 12223.406886754 which are supposed to describe two different magnetic fields,what I want is to plot them both into Mathematica and have it spit out a formula with variables..so I can make generic magnetic fields.There are obvious structural similarities between the two expressions. Both use log function and 288 and 216 are multiples of 36.I have a third expression which isn't quite related but with similar structure 144*E^(5/2)*Sqrt[log(27)/log(2)]≃3825.3292381 ...
 Me again.I simply put two of either equations together separeted by comma in Mathematica, also don't forget to remove 288,144 or 216 for a variable, and then I would get integrals at least to look like mathematical field lines.For instance [x 2^(2/3) E^(8/3) Power[log(8), (3)^-1]],[y E log^5(3))/log^7(2)] "Worth to note is that all 288,144 and 216 are 36*n. Not really a solution perhaps to the original problem but this is as far as I have figured yet.