TITLE: Numbers divide its prime factors' concatenation
QUESTION [13 upvotes]: Check these out!  $$28749=3\cdot 7\cdot 37\cdot 37\; \text{ and } \;28749\mid 373737$$(amazing!).
Even much more interesting than that is this number (because the digits in its prime factors looked very diverge unlike that 373737):   $$21757820799=3\cdot 11\cdot 13\cdot 683\cdot 74257 \;\text{ and } \;21757820799\mid 3111368374257$$  (amazing !!).  
Note that that prime factors must be arranged from smaller to larger. Can you find another(composite) number with the same property as the number being mentioned the last ?

REPLY [3 votes]: The next such number you desire is 
$$
  4373079629403 = 3 \times 367 \times 2713 \times 1464031
$$ 
(discovered by Giovanni Resta ?), and this number is clearly what you are waiting for.