Carefully observe the pattern in the arrangement of symbols and notice how each term shifts from the previous one. Use this repeating order to identify the correct term that comes next in the sequence from the given options:
$$\%?>,>\%?,?>\%,\%?>,>\%?,?>\%,\_\_\_\_\_$$

Let's analyze the given repeating sequence of symbol strings:
1st term: $\%?>$
2nd term: $>\%?$
3rd term: $?>\%$
4th term: $\%?>$
5th term: $>\%?$
6th term: $?>\%$

We can observe that the sequence strictly follows a cycle of 3 terms: $(\%?>)$, $(>\%?)$, $(?>\%)$.
Since the 6th term completes the second cycle with $?>\%$, the 7th term must be the start of a new cycle, which is $\%?>$.