5. The number of common terms (terms with the same value) in the arithmetic sequences $2,5,8, \cdots, 2015$ and $4,9,14, \cdots, 2014$ is $\qquad$
The arithmetic sequences are $a_{n}=3 n-1, b_{n}=5 n-1$. If $a_{k}=b_{m} \Rightarrow 3 k=5 m \Rightarrow k=5 t$, then the common terms are $c_{t}=a_{5 t}=15 t-1 \leqslant 2014 \Rightarrow t \leqslant 134$.