The 6th term of the GP

To find the 6th term of a Geometric Progression (GP), you need to know:

1. The first term ($a$)
2. The common ratio ($r$)

The formula for the $n$-th term of a GP is:

$$a_n = a \cdot r^{n-1}$$

For the 6th term ($n=6$), the formula would be:

$$a_6 = a \cdot r^{6-1}$$ $$a_6 = a \cdot r^5$$

Please provide the first term and the common ratio, or any other information that would allow me to determine them, so I can calculate the 6th term.