The pattern is $n^n + n$: $1^1+1=2$, $2^2+2=6$ (not in list), $3^3+3=30$ (not in list). Actually, the pattern is $n^x + n$: $1^1+1=2$, $3^2+1=10$, $9^2+3=84$ is wrong. Correct pattern: $1^1+1=2$, $2^3+2=10$, $3^4+3=84$, $4^5+4=1028$, $5^6+5=15625+5=15630$.