We say that a positive integer is decomposed if it is prime and also If a line is drawn separating it into two numbers, those two numbers are never composite. For example 1997 is decomposed since it is prime, it is divided into: $1$, $997$; $19$, $97$; $199$, $7$ and none of those numbers are compound. How many decomposed numbers are there between $2000$ and $3000$?