18. (3 points) When shooting with a rifle, 10 bullets are issued, and for each hit on the bullseye, 2 extra bullets are rewarded; when shooting with a pistol, 14 bullets are issued, and for each hit on the bullseye, 4 extra bullets are rewarded. Xiao Wang shoots with a rifle, and Xiao Li shoots with a pistol. When they have used up all the issued and rewarded bullets, the number of shots they have fired is equal. If Xiao Wang hits the bullseye 30 times, then how many times does Xiao Li hit the bullseye $\qquad$?
【Analysis】Since one bullet is fired per shot, the number of shots fired by both individuals is equal, meaning the number of bullets finally shot by both is the same. Since Xiao Wang hit the bullseye 30 times, he received a reward of $30 \times 2 = 60$ bullets, plus the initial 10 bullets, totaling 70 bullets, meaning both shot 70 times, using 70 bullets. Since Xiao Li started with 14 bullets, he received a reward of $70 - 14 = 56$ bullets, so Xiao Li hit the bullseye $56 \div 4 = 14$ (times).

【Solution】Solution: $[(30 \times 2) + 10 - 14] \div 4$
$$
\begin{array}{l}
=[60 + 10 - 14] \div 4, \\
=56 \div 4, \\
=14 \text { (times). }
\end{array}
$$

That is, Xiao Li hit the bullseye 14 times.
The answer is: 14.