Impossible events are definite events.  $$\text{Statement 4}$$ is wrong.  $$\text{Statement 1}$$, $$\text{Statement 2}$$, and $$\text{Statement 3}$$ are right.  Thus, the answer is $$\text{D}$$. 
How many of the following statements are current?  Statement $1$: The probability of an indefinite event to happen is between $$0$$ and $$1$$.  Statement $2$: The probability of an impossible event to happen is $$0$$.  Statement $3$: The probability of a certain event to happen is $$1$$.  Statement $4$: Indefinite events include impossible events. 

[a] $$0$$ 
[b] $$1$$ 
[c] $$2$$ 
[d] $$3$$ 