Can you solve this geometric progression to infinity?

[xzuberent]

I'm trying to solve the following series to be a single equation which I think is

V = Σ [C0(1+g)n+3]/(1+r)n).

Can you solve the below geometric progression series with the 'g' component increasing every series of 3? Please show your step by step working method:

V = C0/(1+r) + C0 /(1+r)2 + C0 /(1+r)3 + C0(1+g)3/(1+r)4 + C0(1+g)3/(1+r)5 +
C0(1+g)3/(1+r)6 + C0(1+g)6/(1+r)7 + ……

Thanks!