Let's break down the statements:

1. **All bloops are razzies.**  
   This means every bloop is included in the group of razzies.

2. **No razzies are lazzies.**  
   This means the groups of razzies and lazzies do not overlap at all.

From these two points:

- Since all bloops are razzies, and no razzies are lazzies, it follows that no bloops can be lazzies.

**Answer:**  
No, no bloops can be lazzies.
