`(a-2)^3+3(3a-2)(3a+2)=(a+1)^3`
`<=>a^3-6a^2+12a-8+3(9a^2-4)=a^3+3a^2+3a+1`
`<=>a^3-6a^2+12a-8+27a^2-12-a^3-3a^2-3a-1=0`
`<=>18a^2+9a-21=0`
`<=>18(a^2+\1/2a-7/6)=0`
`<=>a^2+2.a. 1/4+1/16-59/48=0`
`<=>(a+1/4)^2=59/48`
`<=>|a+1/4|=\sqrt{177}/12`
`<=>a=[-3+-\sqrt{177}]/12`
Vậy `S={[-3+-\sqrt{177}]/12}`