14. (15 points) A fruit shop uses three types of fruits to make fruit baskets. Each basket contains 2 Hami melons, 4 dragon fruits, and 10 kiwis. The shop has 10 more dragon fruits than 3 times the number of Hami melons, and the number of kiwis is twice the number of dragon fruits. After using all the Hami melons, there are still 130 dragon fruits left. Find:
(1) How many dragon fruits did the fruit shop originally have?
(2) How many kiwis are left after using all the Hami melons?
【Analysis】(1) All the fruit baskets use 2 cantaloupes, 4 dragon fruits, and 8 kiwis. When all the cantaloupes are used up, the number of dragon fruits used is twice that of the cantaloupes. According to the problem, a line segment diagram can help understand:

Cantaloupes $\qquad$
Dragon fruits 1, ,
The remaining 130 corresponds to the arrow part, then set up the equation to solve;
(2) First, find the original number of kiwis in the fruit store, which is $370 \times 2=740$ (pieces); then find the number of kiwis left after all the cantaloupes are used up.
$$
\begin{array}{l}
=120 \div 2 \\
=60 \text { (pieces) } \\
60 \times 6+10 \\
=360+10 \\
=370 \text { (pieces) }
\end{array}
$$

Answer: The fruit store originally had 370 dragon fruits.
(2) $370 \times 2=740$ (pieces)
$$
\begin{array}{l}
740-60 \times 10 \\
=740-600 \\
=140 \text { (pieces) }
\end{array}
$$

Answer: There are 140 kiwis left.